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TradeStation Performance Report <body> <p>This page uses frames, but your browser doesn't support them.</p> </body> --==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: TradeStation Performance Summary
TradeStation TradeManager Performance Report Advantage Pro - Fighter, @FDAX, 60 min., 2014-01-02 08:10:00 - 2019-06-28 22:00:00
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Column View
 
TradeStation Performance Summary Expand
 
  All Trades
 Long Trades
 Short Trades
Total Net Profit $238,546.03 $151,281.58 $87,264.46
Gross Profit $752,715.31 $404,664.01 $348,051.30
Gross Loss ($514,169.27) ($253,382.43) ($260,786.84)
Profit Factor 1.46 1.60 1.33
       
Roll Over Credit $0.00 $0.00 $0.00
Open Position P/L $0.00 $0.00 $0.00
       
Select Total Net Profit $249,566.96 $169,799.45 $79,767.52
Select Gross Profit $739,174.29 $404,664.01 $334,510.28
Select Gross Loss ($489,607.33) ($234,864.56) ($254,742.77)
Select Profit Factor 1.51 1.72 1.31
       
Adjusted Total Net Profit $161,959.46 $93,832.44 $36,315.26
Adjusted Gross Profit $703,190.27 $366,763.75 $315,873.94
Adjusted Gross Loss ($541,230.81) ($272,931.31) ($279,558.69)
Adjusted Profit Factor 1.30 1.34 1.13
       
Total Number of Trades 592 282 310
Percent Profitable 39.02% 40.43% 37.74%
Winning Trades 231 114 117
Losing Trades 361 168 193
Even Trades 0 0 0
       
Avg. Trade Net Profit $402.95 $536.46 $281.50
Avg. Winning Trade $3,258.51 $3,549.68 $2,974.80
Avg. Losing Trade ($1,424.29) ($1,508.23) ($1,351.23)
Ratio Avg. Win:Avg. Loss 2.29 2.35 2.20
Largest Winning Trade $13,541.01 $10,894.03 $13,541.01
Largest Losing Trade ($13,252.38) ($13,252.38) ($6,044.07)
Largest Winner as % of Gross Profit 1.80% 2.69% 3.89%
Largest Loser as % of Gross Loss 2.58% 5.23% 2.32%
       
Net Profit as % of Largest Loss 1,800.02% 1,141.54% 1,443.80%
Select Net Profit as % of Largest Loss 1,883.19% 1,281.28% 1,319.76%
Adjusted Net Profit as % of Largest Loss 1,222.12% 708.04% 600.84%
       
Max. Consecutive Winning Trades 5 5 4
Max. Consecutive Losing Trades 11 7 18
Avg. Bars in Total Trades 9.29 11.42 7.35
Avg. Bars in Winning Trades 14.46 18.65 10.38
Avg. Bars in Losing Trades 5.98 6.51 5.51
Avg. Bars in Even Trades 0.00 0.00 0.00
Max. Shares/Contracts Held 1 1 1
Total Shares/Contracts Held 592 282 310
Account Size Required $22,300.28 $17,895.20 $21,909.81
Total Slippage $13,783.69 $6,595.81 $7,187.87
Total Commission $3,445.92 $1,648.95 $1,796.97
       
Return on Initial Capital 238.55%
Annual Rate of Return 22.45%
Buy & Hold Return 28.00%
Return on Account 1,069.70%    
Avg. Monthly Return $2,174.39    
Std. Deviation of Monthly Return $5,450.63    
       
Return Retracement Ratio 11.43    
RINA Index 831.40    
Sharpe Ratio 0.46    
K-Ratio n/a    
       
Trading Period 5 Years, 5 Months, 4 days, 8 hours, 50 Minutes
Percent of Time in the Market 24.69%
Time in the Market 1 Year, 4 Months, 1 day, 22 hours, 10 Minutes    
Longest Flat Period 19 days, 5 hours    
       
Max. Equity Run-up
 $249,795.70    
Date of Max. Equity Run-up 2018-10-11 21:10    
Max. Equity Run-up as % of Initial Capital 249.80%    
 
Max. Drawdown (Intra-day Peak to Valley)
Value ($24,727.36) ($20,025.99) ($25,549.45)
Date 2015-02-02 18:10    
as % of Initial Capital 24.73% 20.03% 25.55%
Net Profit as % of Drawdown 964.71% 755.43% 341.55%
Select Net Profit as % of Drawdown 1,009.27% 847.90% 312.21%
Adjusted Net Profit as % of Drawdown 654.98% 468.55% 142.14%
       
Max. Drawdown (Trade Close to Trade Close)
Value ($22,300.28) ($17,895.20) ($21,909.81)
Date 02/02/15 12:10    
as % of Initial Capital 22.30% 17.90% 21.91%
Net Profit as % of Drawdown 1,069.70% 845.38% 398.29%
Select Net Profit as % of Drawdown 1,119.12% 948.85% 364.07%
Adjusted Net Profit as % of Drawdown 726.27% 524.34% 165.75%
       
Max. Trade Drawdown ($13,224.61) ($13,224.61) ($6,016.32)
     
     
     
Created by TradeStation: 2020-01-05 00:20:48, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
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TradeStation TradeManager Performance Report Advantage Pro - Fighter, @FDAX, 60 min., 2014-01-02 08:10:00 - 2019-06-28 22:00:00
 TradeStation Trade Analysis Collapse
  All Trades
 Winners
 Losers
Total Number of Trades 592 231 361
Avg. Trade Net Profit $402.95 $3,258.51 ($1,424.29)
1 Std. Deviation of Avg. Trade $2,924.92 $2,655.00 $980.20
Avg. Trade + 1 Std. Deviation $3,327.87 $5,913.51 ($444.09)
Avg. Trade - 1 Std. Deviation ($2,521.97) $603.51 ($2,404.49)
Coefficient of Variation 725.88% 81.48% 68.82%
Time Averages
Avg. Time in Trades 19 hours, 51 Minutes 1 day, 6 hours, 24 Minutes 13 hours, 7 Minutes
Avg. Time Between Trades 2 days, 13 hours, 46 Minutes 7 days, 7 hours, 56 Minutes 4 days, 22 hours, 27 Minutes
Avg. Time Between Trade Profit Peaks 187 days, 11 hours
Outliers Total Positive Negative
Number of Outliers 4 1 3
Outlier Profit/Loss ($11,020.93) $13,541.01 ($24,561.94)
 
Run-up/Drawdown   Run-up Drawdown
Max. Value $15,887.16 ($13,224.61)
Max. Value Date 2015-08-12 2016-11-09
Avg. Value $2,561.64 ($1,106.77)
1 Std. Deviation $2,791.00 $914.60
Avg. + 1 Std. Deviation $5,352.63 ($192.17)
Avg. - 1 Std. Deviation ($229.36) ($2,021.37)
Coefficient of Variation 108.95% 82.64%
 
Efficiency Analysis Total
 Entry
 Exit
Avg. Efficiency -19.24% 55.42% 25.34%
1 Std. Deviation 61.30% 33.38% 31.80%
Avg. + 1 Std. Deviation 42.06% 88.80% 57.14%
Avg. - 1 Std. Deviation -80.53% 22.04% -6.46%
Coefficient of Variation 318.64% 60.23% 125.47%
CollapseCollapse
 TradeStation Trade Series Analysis Collapse
Winners Losers
Largest Profit/Loss $13,541.01 ($13,252.38)
Largest Profit/Loss as % of Gross 1.80% 2.58%
Largest Consec. Profit/Loss $22,101.26 ($19,296.45)
Largest Consec. Profit/Loss as % of Gross 2.94% 3.75%

Winning Series

Number of Series

Avg. Gain per Series

Avg. Loss Next Trade

1 101 $3,607.59 ($1,351.25)
2 42 $2,789.00 ($1,389.26)
3 11 $3,195.60 ($1,506.01)
4 2 $5,114.35 ($1,805.31)
5 1 $1,540.66 ($1,692.48)

Losing Series

Number of Series

Avg. Loss per Series

Avg. Gain Next Trade

1 72 ($1,423.00) $3,234.98
2 32 ($1,659.66) $3,407.44
3 29 ($1,279.40) $3,249.60
4 6 ($1,452.10) $5,194.82
5 7 ($1,749.42) $3,133.70
6 4 ($1,330.67) $3,659.95
7 4 ($1,405.35) $3,083.62
8 2 ($1,157.66) $3,750.11
11 1 ($754.39) $6,394.41

Created by TradeStation: 2020-01-05 00:20:48, 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  Sell Short  2014-01-24 11:10  Sell  â‚¬9,668.0  $0.00  1  $7,613.35  2.31%  $8,946.11  89.86%    $3.42  $13.68
   Buy to Cover  2014-01-27 11:10  Exit Short  â‚¬9,444.5    $7,647.56  $7,613.35    ($1,008.60)  86.94%  76.80%  $3.42  $13.69
 2  Sell Short  2014-01-30 11:10  Sell  â‚¬9,364.0  $0.00  1  ($1,867.02)  -0.58%  $951.19  34.15%    $3.40  $13.59
   Buy to Cover  2014-01-30 15:10  Stop Loss  â‚¬9,418.0    ($1,833.06)  $5,746.33    ($1,833.06)  0.00%  -65.85%  $3.39  $13.58
 3  Buy  2014-01-30 19:10  Buy  â‚¬9,473.0  $0.00  1  ($2,506.35)  -0.77%  $914.77  27.00%    $3.39  $13.55
   Sell  2014-01-31 09:10  Stop Loss  â‚¬9,400.0    ($2,472.47)  $3,239.98    ($2,472.47)  0.00%  -73.00%  $3.39  $13.55
 4  Sell Short  2014-01-31 12:10  Sell  â‚¬9,314.0  $0.00  1  $320.50  0.11%  $2,804.61  81.37%    $3.38  $13.53
   Buy to Cover  2014-01-31 17:10  Exit Short  â‚¬9,303.5    $354.29  $3,560.48    ($642.81)  28.92%  10.29%  $3.37  $13.50
 5  Buy  2014-02-03 15:10  Buy  â‚¬9,391.5  $0.00  1  ($2,230.87)  -0.69%  $118.09  5.11%    $3.37  $13.50
   Sell  2014-02-03 16:10  Stop Loss  â‚¬9,326.5    ($2,197.10)  $1,329.61    ($2,197.10)  0.00%  -94.89%  $3.38  $13.52
 6  Sell Short  2014-02-03 18:10  Sell  â‚¬9,260.0  $0.00  1  $1,519.19  0.50%  $4,107.25  90.33%    $3.38  $13.53
   Buy to Cover  2014-02-04 16:10  Exit Short  â‚¬9,214.0    $1,552.98  $2,848.80    ($439.67)  43.87%  34.20%  $3.38  $13.50
 7  Sell Short  2014-02-05 10:10  Sell  â‚¬9,155.0  $0.00  1  ($1,317.53)  -0.42%  $101.34  7.32%    $3.38  $13.51
   Buy to Cover  2014-02-05 10:10  Stop Loss  â‚¬9,193.0    ($1,283.74)  $1,531.28    ($1,283.74)  0.00%  -92.68%  $3.38  $13.51
 8  Buy  2014-02-11 10:10  Buy  â‚¬9,430.5  $0.00  1  $1,210.94  0.39%  $2,576.04  82.51%    $3.42  $13.67
   Sell  2014-02-11 16:10  Exit Long  â‚¬9,467.0    $1,245.09  $2,742.22    ($546.97)  57.38%  39.89%  $3.41  $13.64
 9  Buy  2014-02-13 17:10  Buy  â‚¬9,626.0  $0.00  1  $1,884.48  0.58%  $2,785.55  89.56%    $3.42  $13.67
   Sell  2014-02-14 09:10  Exit Long  â‚¬9,682.0    $1,918.70  $4,626.70    ($324.62)  71.98%  61.54%  $3.43  $13.70
 10  Buy  2014-02-24 11:10  Buy  â‚¬9,708.5  $0.00  1  $1,871.58  0.57%  $3,193.43  83.78%    $3.44  $13.76
   Sell  2014-02-25 08:10  Exit Long  â‚¬9,764.0    $1,905.95  $6,498.28    ($619.23)  66.22%  50.00%  $3.43  $13.74
 11  Sell Short  2014-02-26 15:10  Sell  â‚¬9,725.0  $0.00  1  $51.20  0.03%  $1,641.46  69.57%    $3.43  $13.72
   Buy to Cover  2014-02-26 18:10  Exit Short  â‚¬9,722.5    $85.43  $6,549.48    ($717.91)  34.06%  3.62%  $3.42  $13.67
 12  Sell Short  2014-02-27 11:10  Sell  â‚¬9,697.5  $0.00  1  $2,685.09  0.82%  $4,797.93  94.93%    $3.41  $13.65
   Buy to Cover  2014-02-27 16:10  Exit Short  â‚¬9,618.0    $2,719.26  $9,234.57    ($256.00)  58.78%  53.72%  $3.42  $13.68
 13  Buy  2014-02-28 19:10  Buy  â‚¬9,754.0  $0.00  1  ($1,692.48)  -0.49%  $189.90  10.28%    $3.45  $13.81
   Sell  2014-02-28 21:10  Stop Loss  â‚¬9,706.0    ($1,657.94)  $7,542.09    ($1,657.94)  0.00%  -89.72%  $3.45  $13.82
 14  Buy  2014-03-06 14:10  Buy  â‚¬9,640.0  $0.00  1  ($945.95)  -0.27%  $189.17  17.19%    $3.44  $13.76
   Sell  2014-03-06 14:10  Stop Loss  â‚¬9,613.5    ($911.55)  $6,596.14    ($911.55)  0.00%  -82.81%  $3.44  $13.76
 15  Sell Short  2014-03-07 17:10  Sell  â‚¬9,496.0  $0.00  1  $2,011.69  0.62%  $5,935.75  90.96%    $3.47  $13.87
   Buy to Cover  2014-03-10 11:10  Exit Short  â‚¬9,437.0    $2,046.37  $8,607.83    ($589.49)  40.43%  31.38%  $3.47  $13.87
 16  Sell Short  2014-03-12 19:10  Sell  â‚¬9,257.0  $0.00  1  $8,248.85  2.58%  $9,829.80  88.73%    $3.48  $13.90
   Buy to Cover  2014-03-14 10:10  Exit Short  â‚¬9,018.0    $8,283.56  $16,856.68    ($1,255.62)  86.07%  74.80%  $3.47  $13.86
 17  Sell Short  2014-03-20 13:10  Sell  â‚¬9,246.5  $0.00  1  ($1,859.21)  -0.57%  $223.79  10.92%    $3.44  $13.77
   Buy to Cover  2014-03-20 15:10  Stop Loss  â‚¬9,299.5    ($1,824.78)  $14,997.47    ($1,824.78)  0.00%  -89.08%  $3.44  $13.77
 18  Buy  2014-03-20 19:10  Buy  â‚¬9,358.5  $0.00  1  ($757.60)  -0.22%  $2,894.66  68.02%    $3.44  $13.78
   Sell  2014-03-24 16:10  Sell  â‚¬9,337.5    ($723.16)  $14,239.87    ($1,359.47)  14.98%  -17.00%  $3.44  $13.77
 19  Sell Short  2014-03-24 16:10  Sell  â‚¬9,337.5  $0.00  1  $1,972.18  0.62%  $3,291.10  100.00%    $3.44  $13.77
   Buy to Cover  2014-03-24 21:10  Exit Short  â‚¬9,279.5    $2,006.70  $16,212.06    $0.00  60.73%  60.73%  $3.46  $13.84
 20  Buy  2014-03-31 16:10  Buy  â‚¬9,685.0  $0.00  1  ($1,257.59)  -0.37%  $51.74  4.05%    $3.45  $13.80
   Sell  2014-03-31 17:10  Stop Loss  â‚¬9,649.5    ($1,223.12)  $14,954.46    ($1,223.12)  0.00%  -95.95%  $3.45  $13.78
 21  Buy  2014-04-01 21:10  Buy  â‚¬9,670.5  $0.00  1  ($411.96)  -0.11%  $1,412.92  72.57%    $3.45  $13.79
   Sell  2014-04-03 15:10  Sell  â‚¬9,659.5    ($377.56)  $14,542.50    ($533.82)  7.96%  -19.47%  $3.43  $13.73
 22  Sell Short  2014-04-03 15:10  Sell  â‚¬9,659.5  $0.00  1  ($892.41)  -0.26%  $137.28  13.79%    $3.43  $13.73
   Buy to Cover  2014-04-03 15:10  Stop Loss  â‚¬9,684.5    ($858.09)  $13,650.09    ($858.09)  0.00%  -86.21%  $3.43  $13.73
 23  Sell Short  2014-04-08 13:10  Sell  â‚¬9,518.0  $0.00  1  $551.98  0.18%  $2,150.84  94.70%    $3.44  $13.77
   Buy to Cover  2014-04-08 15:10  Exit Short  â‚¬9,501.0    $586.44  $14,202.07    ($120.46)  31.06%  25.76%  $3.45  $13.80
 24  Buy  2014-04-09 21:10  Buy  â‚¬9,592.0  $0.00  1  ($1,056.39)  -0.31%  $1,853.87  64.46%    $3.46  $13.85
   Sell  2014-04-10 11:10  Stop Loss  â‚¬9,562.5    ($1,021.76)  $13,145.68    ($1,021.76)  0.00%  -35.54%  $3.46  $13.85
 25  Sell Short  2014-04-10 19:10  Sell  â‚¬9,498.0  $0.00  1  $2,344.99  0.72%  $3,523.14  100.00%    $3.47  $13.89
   Buy to Cover  2014-04-11 09:10  Exit Short  â‚¬9,429.5    $2,379.72  $15,490.67    $0.00  67.49%  67.49%  $3.47  $13.90
 26  Buy  2014-04-15 14:10  Buy  â‚¬9,374.0  $0.00  1  ($1,813.87)  -0.55%  $759.14  29.93%    $3.45  $13.80
   Sell  2014-04-15 17:10  Stop Loss  â‚¬9,322.5    ($1,779.34)  $13,676.80    ($1,779.34)  0.00%  -70.07%  $3.46  $13.82
 27  Buy  2014-04-17 15:10  Buy  â‚¬9,380.0  $0.00  1  $9,259.04  2.86%  $10,322.35  99.17%    $3.46  $13.85
   Sell  2014-04-23 11:10  Exit Long  â‚¬9,648.5    $9,293.66  $22,935.84    ($86.55)  90.03%  89.20%  $3.46  $13.85
 28  Buy  2014-04-23 16:10  Buy  â‚¬9,643.0  $0.00  1  ($969.11)  -0.28%  $484.50  34.15%    $3.46  $13.84
   Sell  2014-04-23 16:10  Stop Loss  â‚¬9,616.0    ($934.50)  $21,966.73    ($934.50)  0.00%  -65.85%  $3.46  $13.84
 29  Sell Short  2014-04-24 16:10  Sell  â‚¬9,590.5  $0.00  1  $190.15  0.07%  $4,248.67  93.54%    $3.45  $13.82
   Buy to Cover  2014-04-24 18:10  Exit Short  â‚¬9,584.0    $224.70  $22,156.87    ($293.64)  11.41%  4.94%  $3.46  $13.83
 30  Buy  2014-04-29 10:10  Buy  â‚¬9,597.0  $0.00  1  ($1,872.33)  -0.55%  $225.19  10.92%    $3.46  $13.86
   Sell  2014-04-29 11:10  Stop Loss  â‚¬9,544.0    ($1,837.67)  $20,284.55    ($1,837.67)  0.00%  -89.08%  $3.47  $13.87
 31  Sell Short  2014-05-06 14:10  Sell  â‚¬9,547.0  $0.00  1  ($1,827.90)  -0.54%  $3,513.59  66.23%    $3.49  $13.94
   Buy to Cover  2014-05-07 14:10  Stop Loss  â‚¬9,598.5    ($1,793.06)  $18,456.65    ($1,793.06)  0.00%  -33.77%  $3.48  $13.93
 32  Buy  2014-05-07 15:10  Buy  â‚¬9,597.5  $0.00  1  ($1,706.12)  -0.50%  $208.91  11.11%    $3.48  $13.93
   Sell  2014-05-07 16:10  Stop Loss  â‚¬9,549.5    ($1,671.30)  $16,750.53    ($1,671.30)  0.00%  -88.89%  $3.48  $13.93
 33  Buy  2014-05-09 20:10  Buy  â‚¬9,657.5  $0.00  1  $4,968.11  1.51%  $6,218.69  90.07%    $3.44  $13.76
   Sell  2014-05-13 17:10  Exit Long  â‚¬9,803.5    $5,002.43  $21,718.63    ($688.42)  82.38%  72.46%  $3.43  $13.71
 34  Sell Short  2014-05-21 10:10  Sell  â‚¬9,653.5  $0.00  1  ($994.10)  -0.29%  $788.33  45.10%    $3.43  $13.71
   Buy to Cover  2014-05-21 10:10  Stop Loss  â‚¬9,681.5    ($959.82)  $20,724.54    ($959.82)  0.00%  -54.90%  $3.43  $13.71
 35  Buy  2014-05-21 16:10  Buy  â‚¬9,731.5  $0.00  1  $7,961.38  2.41%  $8,854.59  96.83%    $3.42  $13.66
   Sell  2014-05-27 15:10  Exit Long  â‚¬9,966.0    $7,995.51  $28,685.92    ($290.35)  90.67%  87.50%  $3.41  $13.64
 36  Buy  2014-05-28 13:10  Buy  â‚¬9,999.5  $0.00  1  ($885.17)  -0.25%  $204.30  19.35%    $3.41  $13.62
   Sell  2014-05-28 15:10  Stop Loss  â‚¬9,974.5    ($851.12)  $27,800.75    ($851.12)  0.00%  -80.65%  $3.40  $13.62
 37  Buy  2014-06-02 10:10  Buy  â‚¬10,033.5  $0.00  1  ($663.22)  -0.18%  $17.00  2.63%    $3.40  $13.60
   Sell  2014-06-02 10:10  Stop Loss  â‚¬10,015.0    ($629.21)  $27,137.52    ($629.21)  0.00%  -97.37%  $3.40  $13.60
 38  Buy  2014-06-04 20:10  Buy  â‚¬9,985.0  $0.00  1  ($697.43)  -0.20%  $68.01  9.30%    $3.40  $13.60
   Sell  2014-06-05 10:10  Stop Loss  â‚¬9,965.5    ($663.42)  $26,440.09    ($663.42)  0.00%  -90.70%  $3.40  $13.61
 39  Sell Short  2014-06-13 10:10  Sell  â‚¬9,955.5  $0.00  1  $1,675.07  0.51%  $2,809.26  93.79%    $3.39  $13.57
   Buy to Cover  2014-06-13 15:10  Exit Short  â‚¬9,905.0    $1,708.96  $28,115.16    ($186.65)  63.28%  57.06%  $3.38  $13.54
 40  Buy  2014-06-17 10:10  Buy  â‚¬9,997.5  $0.00  1  ($169.53)  -0.04%  $1,118.45  84.62%    $3.39  $13.56
   Sell  2014-06-17 12:10  Exit Long  â‚¬9,993.5    ($135.63)  $27,945.62    ($203.61)  5.13%  -10.26%  $3.39  $13.56
 41  Sell Short  2014-06-17 16:10  Sell  â‚¬9,927.5  $0.00  1  ($1,438.99)  -0.42%  $169.27  10.75%    $3.39  $13.54
   Buy to Cover  2014-06-17 16:10  Stop Loss  â‚¬9,969.0    ($1,405.13)  $26,506.64    ($1,405.13)  0.00%  -89.25%  $3.39  $13.54
 42  Sell Short  2014-06-23 10:10  Sell  â‚¬10,033.5  $0.00  1  $1,239.47  0.37%  $3,923.59  98.72%    $3.40  $13.59
   Buy to Cover  2014-06-23 13:10  Exit Short  â‚¬9,996.0    $1,273.43  $27,746.10    ($50.96)  33.33%  32.05%  $3.40  $13.58
 43  Sell Short  2014-06-25 15:10  Sell  â‚¬9,932.5  $0.00  1  ($17.05)  0.01%  $1,824.12  86.99%    $3.41  $13.64
   Buy to Cover  2014-06-25 18:10  Exit Short  â‚¬9,932.0    $17.05  $27,729.06    ($272.69)  13.82%  0.81%  $3.41  $13.64
 44  Sell Short  2014-06-27 10:10  Sell  â‚¬9,846.5  $0.00  1  ($851.33)  -0.24%  $17.02  2.04%    $3.41  $13.62
   Buy to Cover  2014-06-27 10:10  Stop Loss  â‚¬9,870.5    ($817.27)  $26,877.73    ($817.27)  0.00%  -97.96%  $3.41  $13.62
 45  Sell Short  2014-06-27 17:10  Sell  â‚¬9,847.0  $0.00  1  ($835.12)  -0.24%  $460.11  36.49%    $3.41  $13.63
   Buy to Cover  2014-06-27 17:10  Stop Loss  â‚¬9,870.5    ($801.03)  $26,042.61    ($801.03)  0.00%  -63.51%  $3.41  $13.63
 46  Sell Short  2014-06-30 14:10  Sell  â‚¬9,850.0  $0.00  1  ($1,382.68)  -0.40%  $119.44  8.14%    $3.41  $13.65
   Buy to Cover  2014-06-30 15:10  Stop Loss  â‚¬9,889.5    ($1,348.54)  $24,659.94    ($1,348.54)  0.00%  -91.86%  $3.41  $13.66
 47  Buy  2014-07-01 20:10  Buy  â‚¬9,965.0  $0.00  1  $3,328.94  0.99%  $3,945.25  78.38%    $3.42  $13.68
   Sell  2014-07-04 10:10  Exit Long  â‚¬10,064.0    $3,363.03  $27,988.88    ($1,092.55)  88.51%  66.89%  $3.40  $13.59
 48  Sell Short  2014-07-10 11:10  Sell  â‚¬9,805.5  $0.00  1  $2,821.87  0.86%  $5,034.11  94.57%    $3.41  $13.63
   Buy to Cover  2014-07-10 17:10  Exit Short  â‚¬9,721.5    $2,855.92  $30,810.75    ($289.71)  59.11%  53.67%  $3.40  $13.60
 49  Buy  2014-07-16 10:10  Buy  â‚¬9,805.5  $0.00  1  $2,587.04  0.79%  $3,669.12  93.53%    $3.39  $13.55
   Sell  2014-07-16 18:10  Exit Long  â‚¬9,883.0    $2,620.90  $33,397.80    ($254.15)  73.28%  66.81%  $3.38  $13.53
 50  Buy  2014-07-17 17:10  Buy  â‚¬9,881.5  $0.00  1  ($2,012.08)  -0.59%  $169.01  7.87%    $3.38  $13.52
   Sell  2014-07-17 18:10  Stop Loss  â‚¬9,823.0    ($1,978.27)  $31,385.72    ($1,978.27)  0.00%  -92.13%  $3.38  $13.53
 51  Sell Short  2014-07-21 10:10  Sell  â‚¬9,732.5  $0.00  1  $1,656.32  0.51%  $3,397.70  95.26%    $3.38  $13.53
   Buy to Cover  2014-07-21 21:10  Exit Short  â‚¬9,682.5    $1,690.13  $33,042.04    ($169.06)  52.13%  47.39%  $3.38  $13.52
 52  Buy  2014-07-23 10:10  Buy  â‚¬9,806.0  $0.00  1  $185.14  0.07%  $1,246.13  75.51%    $3.36  $13.46
   Sell  2014-07-23 15:10  Exit Long  â‚¬9,812.5    $218.79  $33,227.17    ($403.75)  37.76%  13.27%  $3.37  $13.46
 53  Buy  2014-07-30 10:10  Buy  â‚¬9,700.5  $0.00  1  ($1,021.90)  -0.30%  $150.75  13.24%    $3.35  $13.40
   Sell  2014-07-30 10:10  Stop Loss  â‚¬9,671.0    ($988.40)  $32,205.27    ($988.40)  0.00%  -86.76%  $3.35  $13.40
 54  Buy  2014-07-30 14:10  Buy  â‚¬9,705.0  $0.00  1  ($1,237.74)  -0.37%  $1,404.43  53.85%    $3.35  $13.40
   Sell  2014-07-30 16:10  Stop Loss  â‚¬9,669.0    ($1,204.26)  $30,967.53    ($1,204.26)  0.00%  -46.15%  $3.35  $13.38
 55  Sell Short  2014-08-04 11:10  Sell  â‚¬9,241.5  $0.00  1  $2,689.14  0.88%  $4,676.07  77.35%    $3.36  $13.43
   Buy to Cover  2014-08-06 11:10  Exit Short  â‚¬9,160.0    $2,722.63  $33,656.67    ($1,375.81)  67.68%  45.03%  $3.34  $13.36
 56  Buy  2014-08-14 14:10  Buy  â‚¬9,281.5  $0.00  1  ($1,556.41)  -0.49%  $183.86  10.78%    $3.34  $13.37
   Sell  2014-08-14 15:10  Stop Loss  â‚¬9,236.0    ($1,522.95)  $32,100.26    ($1,522.95)  0.00%  -89.22%  $3.35  $13.39
 57  Buy  2014-08-18 19:10  Buy  â‚¬9,291.0  $0.00  1  $332.09  0.12%  $3,303.65  92.09%    $3.34  $13.36
   Sell  2014-08-20 16:10  Sell  â‚¬9,302.0    $365.40  $32,432.35    ($282.26)  18.14%  10.23%  $3.32  $13.29
 58  Sell Short  2014-08-20 16:10  Sell  â‚¬9,302.0  $0.00  1  ($1,146.18)  -0.36%  $365.40  24.72%    $3.32  $13.29
   Buy to Cover  2014-08-20 17:10  Stop Loss  â‚¬9,335.5    ($1,112.96)  $31,286.17    ($1,112.96)  0.00%  -75.28%  $3.32  $13.29
 59  Buy  2014-08-21 11:10  Buy  â‚¬9,388.0  $0.00  1  ($1,609.23)  -0.51%  $2,142.32  57.59%    $3.32  $13.27
   Sell  2014-08-22 13:10  Stop Loss  â‚¬9,340.5    ($1,576.05)  $29,676.94    ($1,576.05)  0.00%  -42.41%  $3.32  $13.27
 60  Buy  2014-09-03 10:10  Buy  â‚¬9,581.5  $0.00  1  $2,613.51  0.84%  $4,632.87  89.52%    $3.29  $13.14
   Sell  2014-09-03 14:10  Exit Long  â‚¬9,662.0    $2,646.38  $32,290.45    ($542.17)  61.59%  51.11%  $3.29  $13.15
 61  Buy  2014-09-04 14:10  Buy  â‚¬9,668.0  $0.00  1  $2,168.60  0.70%  $3,413.40  89.41%    $3.26  $13.03
   Sell  2014-09-04 22:00  Exit Long  â‚¬9,736.0    $2,201.07  $34,459.06    ($407.17)  68.22%  57.63%  $3.24  $12.95
 62  Buy  2014-09-08 17:10  Buy  â‚¬9,791.0  $0.00  1  ($951.60)  -0.29%  $242.72  20.83%    $3.24  $12.95
   Sell  2014-09-08 20:10  Stop Loss  â‚¬9,762.5    ($919.29)  $33,507.45    ($919.29)  0.00%  -79.17%  $3.23  $12.90
 63  Sell Short  2014-09-09 16:10  Sell  â‚¬9,749.5  $0.00  1  $145.74  0.06%  $2,473.51  86.44%    $3.22  $12.89
   Buy to Cover  2014-09-10 13:10  Exit Short  â‚¬9,744.0    $178.04  $33,653.20    ($387.23)  19.77%  6.21%  $3.24  $12.95
 64  Buy  2014-09-10 20:10  Buy  â‚¬9,776.0  $0.00  1  ($1,179.77)  -0.36%  $258.17  18.39%    $3.23  $12.91
   Sell  2014-09-11 11:10  Stop Loss  â‚¬9,740.5    ($1,147.47)  $32,473.43    ($1,147.47)  0.00%  -81.61%  $3.23  $12.93
 65  Sell Short  2014-09-11 12:10  Sell  â‚¬9,721.5  $0.00  1  ($1,049.97)  -0.32%  $0.00  0.00%    $3.23  $12.92
   Buy to Cover  2014-09-11 12:10  Stop Loss  â‚¬9,753.0    ($1,017.66)  $31,423.46    ($1,017.66)  0.00%  -100.00%  $3.23  $12.92
 66  Sell Short  2014-09-11 16:10  Sell  â‚¬9,684.0  $0.00  1  ($1,051.21)  -0.33%  $194.04  10.71%    $3.23  $12.94
   Buy to Cover  2014-09-11 17:10  Exit Short  â‚¬9,715.5    ($1,018.87)  $30,372.25    ($1,617.24)  33.04%  -56.25%  $3.23  $12.94
 67  Buy  2014-09-16 20:10  Buy  â‚¬9,709.0  $0.00  1  $2,222.47  0.72%  $3,059.52  80.51%    $3.24  $12.97
   Sell  2014-09-18 15:10  Exit Long  â‚¬9,779.0    $2,254.79  $32,594.72    ($745.40)  78.81%  59.32%  $3.22  $12.88
 68  Sell Short  2014-09-22 18:10  Sell  â‚¬9,785.5  $0.00  1  $3,054.27  0.98%  $4,977.60  95.67%    $3.21  $12.83
   Buy to Cover  2014-09-23 17:10  Exit Short  â‚¬9,689.5    $3,086.38  $35,648.99    ($224.50)  63.78%  59.44%  $3.21  $12.86
 69  Buy  2014-09-25 11:10  Buy  â‚¬9,736.0  $0.00  1  ($1,050.83)  -0.33%  $731.72  41.82%    $3.18  $12.73
   Sell  2014-09-25 16:10  Stop Loss  â‚¬9,704.0    ($1,019.00)  $34,598.15    ($1,019.00)  0.00%  -58.18%  $3.18  $12.74
 70  Buy  2014-09-30 18:10  Buy  â‚¬9,529.5  $0.00  1  ($1,815.57)  -0.59%  $126.22  6.61%    $3.16  $12.62
   Sell  2014-09-30 20:10  Stop Loss  â‚¬9,473.0    ($1,784.00)  $32,782.58    ($1,784.00)  0.00%  -93.39%  $3.16  $12.63
 71  Sell Short  2014-10-01 17:10  Sell  â‚¬9,409.5  $0.00  1  ($1,308.70)  -0.43%  $267.66  15.89%    $3.15  $12.60
   Buy to Cover  2014-10-01 18:10  Exit Short  â‚¬9,450.0    ($1,277.19)  $31,473.88    ($1,417.21)  8.41%  -75.70%  $3.15  $12.61
 72  Sell Short  2014-10-02 16:10  Sell  â‚¬9,376.0  $0.00  1  $3,167.35  1.08%  $5,569.17  97.24%    $3.16  $12.63
   Buy to Cover  2014-10-02 21:10  Exit Short  â‚¬9,275.0    $3,198.97  $34,641.23    ($157.88)  58.56%  55.80%  $3.17  $12.67
 73  Sell Short  2014-10-06 18:10  Sell  â‚¬9,249.5  $0.00  1  $2,015.36  0.70%  $3,479.20  94.85%    $3.15  $12.58
   Buy to Cover  2014-10-07 13:10  Exit Short  â‚¬9,184.5    $2,046.83  $36,656.59    ($188.76)  60.94%  55.79%  $3.15  $12.60
 74  Sell Short  2014-10-09 19:10  Sell  â‚¬8,985.0  $0.00  1  $94.94  0.04%  $1,919.33  96.03%    $3.17  $12.69
   Buy to Cover  2014-10-10 10:10  Exit Short  â‚¬8,981.0    $126.64  $36,751.53    ($79.34)  10.32%  6.35%  $3.17  $12.66
 75  Buy  2014-10-14 19:10  Buy  â‚¬8,888.0  $0.00  1  ($1,739.36)  -0.61%  $47.47  2.70%    $3.17  $12.66
   Sell  2014-10-14 21:10  Stop Loss  â‚¬8,834.0    ($1,707.72)  $35,012.17    ($1,707.72)  0.00%  -97.30%  $3.16  $12.65
 76  Sell Short  2014-10-15 12:10  Sell  â‚¬8,776.0  $0.00  1  $5,588.66  2.00%  $8,468.01  85.76%    $3.16  $12.64
   Buy to Cover  2014-10-15 22:00  Exit Short  â‚¬8,600.5    $5,620.48  $40,600.83    ($1,391.36)  71.04%  56.80%  $3.20  $12.81
 77  Sell Short  2014-10-21 10:10  Sell  â‚¬8,697.0  $0.00  1  ($1,634.30)  -0.57%  $160.20  9.09%    $3.20  $12.82
   Buy to Cover  2014-10-21 10:10  Stop Loss  â‚¬8,747.0    ($1,602.25)  $38,966.53    ($1,602.25)  0.00%  -90.91%  $3.20  $12.82
 78  Buy  2014-10-21 13:10  Buy  â‚¬8,870.0  $0.00  1  $3,497.59  1.26%  $5,808.78  79.44%    $3.19  $12.76
   Sell  2014-10-23 14:10  Exit Long  â‚¬8,981.5    $3,529.37  $42,464.13    ($1,516.69)  68.83%  48.27%  $3.17  $12.66
 79  Buy  2014-10-24 11:10  Buy  â‚¬9,064.5  $0.00  1  ($1,535.02)  -0.52%  $426.73  22.13%    $3.16  $12.65
   Sell  2014-10-24 14:10  Stop Loss  â‚¬9,017.0    ($1,503.38)  $40,929.11    ($1,503.38)  0.00%  -77.87%  $3.17  $12.66
 80  Buy  2014-10-27 09:10  Buy  â‚¬9,102.0  $0.00  1  ($1,380.15)  -0.47%  $888.40  39.72%    $3.17  $12.69
   Sell  2014-10-27 10:10  Stop Loss  â‚¬9,059.5    ($1,348.42)  $39,548.96    ($1,348.42)  0.00%  -60.28%  $3.17  $12.69
 81  Sell Short  2014-10-27 11:10  Sell  â‚¬9,022.0  $0.00  1  $1,509.86  0.54%  $4,860.89  93.87%    $3.17  $12.69
   Buy to Cover  2014-10-27 17:10  Exit Short  â‚¬8,973.5    $1,541.61  $41,058.82    ($317.13)  35.89%  29.75%  $3.18  $12.71
 82  Buy  2014-10-30 10:10  Buy  â‚¬9,167.0  $0.00  1  ($1,621.01)  -0.55%  $298.69  15.83%    $3.14  $12.58
   Sell  2014-10-30 11:10  Stop Loss  â‚¬9,116.5    ($1,589.55)  $39,437.81    ($1,589.55)  0.00%  -84.17%  $3.15  $12.59
 83  Buy  2014-10-30 18:10  Buy  â‚¬9,145.0  $0.00  1  $4,739.62  1.66%  $7,194.15  91.05%    $3.15  $12.62
   Sell  2014-10-31 10:10  Exit Long  â‚¬9,297.0    $4,771.09  $44,177.43    ($709.74)  69.38%  60.44%  $3.14  $12.56
 84  Sell Short  2014-11-07 17:10  Sell  â‚¬9,311.5  $0.00  1  ($1,029.93)  -0.34%  $1,761.47  53.30%    $3.10  $12.42
   Buy to Cover  2014-11-10 11:10  Exit Short  â‚¬9,343.5    ($998.80)  $43,147.50    ($1,544.05)  16.51%  -30.19%  $3.12  $12.48
 85  Buy  2014-11-11 18:10  Buy  â‚¬9,397.5  $0.00  1  ($1,106.62)  -0.37%  $264.66  19.77%    $3.11  $12.46
   Sell  2014-11-12 10:10  Stop Loss  â‚¬9,363.0    ($1,075.46)  $42,040.89    ($1,075.46)  0.00%  -80.23%  $3.12  $12.47
 86  Sell Short  2014-11-13 15:10  Sell  â‚¬9,231.0  $0.00  1  ($1,825.44)  -0.62%  $950.15  34.66%    $3.12  $12.46
   Buy to Cover  2014-11-13 16:10  Stop Loss  â‚¬9,288.5    ($1,794.26)  $40,215.45    ($1,794.26)  0.00%  -65.34%  $3.12  $12.48
 87  Buy  2014-11-17 18:10  Buy  â‚¬9,347.5  $0.00  1  $4,559.45  1.57%  $5,514.21  91.43%    $3.11  $12.46
   Sell  2014-11-19 09:10  Exit Long  â‚¬9,494.0    $4,590.69  $44,774.90    ($513.80)  84.68%  76.10%  $3.13  $12.53
 88  Buy  2014-11-19 12:10  Buy  â‚¬9,518.5  $0.00  1  ($1,286.04)  -0.42%  $1,221.74  49.37%    $3.14  $12.54
   Sell  2014-11-19 17:10  Stop Loss  â‚¬9,478.5    ($1,254.68)  $43,488.85    ($1,254.68)  0.00%  -50.63%  $3.14  $12.55
 89  Buy  2014-11-19 21:10  Buy  â‚¬9,527.5  $0.00  1  ($1,254.99)  -0.41%  $250.74  17.02%    $3.13  $12.54
   Sell  2014-11-20 09:10  Stop Loss  â‚¬9,488.5    ($1,223.62)  $42,233.87    ($1,223.62)  0.00%  -82.98%  $3.14  $12.55
 90  Buy  2014-11-20 19:10  Buy  â‚¬9,512.5  $0.00  1  $6,563.17  2.24%  $8,019.87  97.37%    $3.13  $12.54
   Sell  2014-11-21 20:10  Exit Long  â‚¬9,725.5    $6,594.32  $48,797.03    ($219.63)  82.71%  80.08%  $3.10  $12.38
 91  Buy  2014-11-25 19:10  Buy  â‚¬9,909.5  $0.00  1  $3,110.57  1.02%  $5,210.55  93.31%    $3.12  $12.47
   Sell  2014-12-02 12:10  Exit Long  â‚¬10,010.5    $3,141.71  $51,907.60    ($374.27)  62.95%  56.27%  $3.11  $12.44
 92  Buy  2014-12-08 17:10  Buy  â‚¬10,092.5  $0.00  1  ($891.34)  -0.28%  $61.46  6.67%    $3.07  $12.29
   Sell  2014-12-08 17:10  Stop Loss  â‚¬10,064.5    ($860.60)  $51,016.26    ($860.60)  0.00%  -93.33%  $3.07  $12.29
 93  Sell Short  2014-12-08 20:10  Sell  â‚¬10,037.0  $0.00  1  $2,083.40  0.68%  $3,722.06  98.77%    $3.08  $12.34
   Buy to Cover  2014-12-09 11:10  Exit Short  â‚¬9,968.5    $2,114.25  $53,099.66    ($46.27)  57.38%  56.15%  $3.09  $12.35
 94  Sell Short  2014-12-10 17:10  Sell  â‚¬9,832.0  $0.00  1  $561.39  0.19%  $1,957.25  67.38%    $3.10  $12.42
   Buy to Cover  2014-12-11 09:10  Exit Short  â‚¬9,813.0    $592.50  $53,661.05    ($946.69)  52.94%  20.32%  $3.12  $12.47
 95  Buy  2014-12-11 17:10  Buy  â‚¬9,915.0  $0.00  1  ($2,167.01)  -0.70%  $928.69  30.30%    $3.10  $12.38
   Sell  2014-12-11 21:10  Stop Loss  â‚¬9,846.0    ($2,136.05)  $51,494.04    ($2,136.05)  0.00%  -69.70%  $3.10  $12.38
 96  Sell Short  2014-12-15 17:10  Sell  â‚¬9,593.5  $0.00  1  $5,238.31  1.77%  $8,144.81  90.48%    $3.10  $12.42
   Buy to Cover  2014-12-15 20:10  Exit Short  â‚¬9,424.0    $5,269.37  $56,732.35    ($853.72)  68.17%  58.65%  $3.11  $12.44
 97  Buy  2014-12-17 19:10  Buy  â‚¬9,626.5  $0.00  1  $8,460.17  2.87%  $10,138.67  89.19%    $3.10  $12.41
   Sell  2014-12-19 10:10  Exit Long  â‚¬9,903.0    $8,491.04  $65,192.52    ($1,241.31)  85.54%  74.73%  $3.07  $12.28
 98  Buy  2014-12-22 10:10  Buy  â‚¬9,893.0  $0.00  1  ($1,630.56)  -0.53%  $2,574.21  61.68%    $3.07  $12.27
   Sell  2014-12-29 12:10  Stop Loss  â‚¬9,840.5    ($1,599.99)  $63,561.95    ($1,599.99)  0.00%  -38.32%  $3.05  $12.19
 99  Sell Short  2015-01-06 19:10  Sell  â‚¬9,476.5  $0.00  1  ($2,671.43)  -0.94%  $864.80  24.58%    $2.98  $11.93
   Buy to Cover  2015-01-07 10:10  Stop Loss  â‚¬9,565.5    ($2,641.68)  $60,890.52    ($2,641.68)  0.00%  -75.42%  $2.97  $11.87
 100  Buy  2015-01-07 19:10  Buy  â‚¬9,602.5  $0.00  1  $6,274.62  2.22%  $8,404.49  97.10%    $2.96  $11.83
   Sell  2015-01-09 13:10  Exit Long  â‚¬9,816.0    $6,304.17  $67,165.14    ($251.48)  75.77%  72.87%  $2.95  $11.81
 101  Buy  2015-01-12 12:10  Buy  â‚¬9,824.5  $0.00  1  ($2,485.74)  -0.84%  $309.76  11.23%    $2.95  $11.79
   Sell  2015-01-12 16:10  Stop Loss  â‚¬9,741.5    ($2,456.20)  $64,679.40    ($2,456.20)  0.00%  -88.77%  $2.96  $11.84
 102  Sell Short  2015-01-12 17:10  Sell  â‚¬9,692.0  $0.00  1  ($2,348.61)  -0.81%  $221.54  8.72%    $2.95  $11.82
   Buy to Cover  2015-01-12 17:10  Stop Loss  â‚¬9,770.5    ($2,319.07)  $62,330.79    ($2,319.07)  0.00%  -91.28%  $2.95  $11.82
 103  Buy  2015-01-13 14:10  Buy  â‚¬9,923.0  $0.00  1  ($2,117.83)  -0.72%  $2,411.27  53.59%    $2.95  $11.79
   Sell  2015-01-13 20:10  Stop Loss  â‚¬9,852.0    ($2,088.39)  $60,212.96    ($2,088.39)  0.00%  -46.41%  $2.94  $11.77
 104  Buy  2015-01-14 12:10  Buy  â‚¬9,965.5  $0.00  1  ($3,358.25)  -1.13%  $73.44  2.17%    $2.94  $11.75
   Sell  2015-01-14 15:10  Stop Loss  â‚¬9,853.0    ($3,328.76)  $56,854.71    ($3,328.76)  0.00%  -97.83%  $2.96  $11.84
 105  Buy  2015-01-14 17:10  Buy  â‚¬9,928.0  $0.00  1  ($2,976.08)  -1.01%  $147.40  4.76%    $2.95  $11.79
   Sell  2015-01-14 20:10  Stop Loss  â‚¬9,828.0    ($2,946.60)  $53,878.64    ($2,946.60)  0.00%  -95.24%  $2.95  $11.79
 106  Buy  2015-01-16 18:10  Buy  â‚¬10,192.0  $0.00  1  $1,805.62  0.62%  $4,135.27  92.86%    $2.88  $11.54
   Sell  2015-01-19 09:10  Exit Long  â‚¬10,255.5    $1,834.48  $55,684.26    ($317.24)  48.38%  41.23%  $2.89  $11.56
 107  Sell Short  2015-01-21 15:10  Sell  â‚¬10,213.5  $0.00  1  ($1,558.44)  -0.51%  $1,208.69  44.15%    $2.91  $11.63
   Buy to Cover  2015-01-21 16:10  Stop Loss  â‚¬10,266.0    ($1,529.34)  $54,125.82    ($1,529.34)  0.00%  -55.85%  $2.91  $11.65
 108  Sell Short  2015-01-28 11:10  Sell  â‚¬10,642.0  $0.00  1  ($1,106.39)  -0.36%  $1,988.49  58.33%    $2.84  $11.37
   Buy to Cover  2015-01-28 15:10  Exit Short  â‚¬10,680.0    ($1,077.99)  $53,019.43    ($1,418.59)  10.00%  -31.67%  $2.84  $11.35
 109  Buy  2015-01-28 17:10  Buy  â‚¬10,732.5  $0.00  1  ($1,729.90)  -0.56%  $141.77  7.69%    $2.84  $11.34
   Sell  2015-01-28 17:10  Stop Loss  â‚¬10,672.5    ($1,701.54)  $51,289.53    ($1,701.54)  0.00%  -92.31%  $2.84  $11.34
 110  Buy  2015-01-28 19:10  Buy  â‚¬10,759.5  $0.00  1  ($1,936.54)  -0.63%  $453.72  19.16%    $2.84  $11.34
   Sell  2015-01-28 21:10  Stop Loss  â‚¬10,692.0    ($1,908.23)  $49,352.99    ($1,908.23)  0.00%  -80.84%  $2.83  $11.31
 111  Sell Short  2015-01-30 18:10  Sell  â‚¬10,690.0  $0.00  1  ($2,262.12)  -0.74%  $776.42  25.82%    $2.82  $11.30
   Buy to Cover  2015-02-02 09:10  Stop Loss  â‚¬10,769.0    ($2,233.86)  $47,090.87    ($2,233.86)  0.00%  -74.18%  $2.83  $11.31
 112  Buy  2015-02-02 11:10  Buy  â‚¬10,797.0  $0.00  1  ($2,226.01)  -0.72%  $127.61  5.49%    $2.84  $11.34
   Sell  2015-02-02 12:10  Stop Loss  â‚¬10,719.5    ($2,197.65)  $44,864.86    ($2,197.65)  0.00%  -94.51%  $2.84  $11.34
 113  Buy  2015-02-02 18:10  Buy  â‚¬10,799.0  $0.00  1  $4,043.18  1.32%  $5,938.07  95.23%    $2.84  $11.35
   Sell  2015-02-03 15:10  Exit Long  â‚¬10,941.5    $4,071.65  $48,908.04    ($297.82)  69.55%  64.77%  $2.86  $11.43
 114  Buy  2015-02-05 18:10  Buy  â‚¬10,919.0  $0.00  1  ($1,632.47)  -0.51%  $457.34  22.22%    $2.86  $11.44
   Sell  2015-02-06 10:10  Stop Loss  â‚¬10,863.0    ($1,603.85)  $47,275.58    ($1,603.85)  0.00%  -77.78%  $2.86  $11.46
 115  Sell Short  2015-02-06 12:10  Sell  â‚¬10,840.5  $0.00  1  ($1,250.52)  -0.40%  $271.69  18.10%    $2.86  $11.44
   Buy to Cover  2015-02-06 15:10  Stop Loss  â‚¬10,883.5    ($1,222.01)  $46,025.06    ($1,222.01)  0.00%  -81.90%  $2.84  $11.37
 116  Sell Short  2015-02-06 19:10  Sell  â‚¬10,852.0  $0.00  1  $3,677.24  1.21%  $6,113.41  97.07%    $2.83  $11.32
   Buy to Cover  2015-02-09 13:10  Exit Short  â‚¬10,721.0    $3,705.53  $49,702.30    ($183.89)  61.94%  59.01%  $2.83  $11.31
 117  Buy  2015-02-11 16:10  Buy  â‚¬10,767.5  $0.00  1  $4,747.42  1.56%  $5,956.82  82.48%    $2.83  $11.30
   Sell  2015-02-12 18:10  Exit Long  â‚¬10,935.0    $4,775.80  $54,449.72    ($1,257.60)  83.46%  65.94%  $2.85  $11.40
 118  Sell Short  2015-02-16 18:10  Sell  â‚¬10,943.5  $0.00  1  $2,196.10  0.71%  $4,520.61  96.07%    $2.84  $11.38
   Buy to Cover  2015-02-17 12:10  Exit Short  â‚¬10,865.5    $2,224.58  $56,645.82    ($184.90)  51.06%  47.13%  $2.85  $11.41
 119  Buy  2015-02-18 10:10  Buy  â‚¬10,953.0  $0.00  1  ($1,058.77)  -0.33%  $1,424.04  58.14%    $2.85  $11.41
   Sell  2015-02-19 10:10  Stop Loss  â‚¬10,917.0    ($1,030.19)  $55,587.05    ($1,030.19)  0.00%  -41.86%  $2.86  $11.45
 120  Buy  2015-02-23 16:10  Buy  â‚¬11,132.5  $0.00  1  $2,657.14  0.85%  $3,430.83  79.87%    $2.83  $11.34
   Sell  2015-02-25 11:10  Exit Long  â‚¬11,227.0    $2,685.52  $58,244.19    ($865.78)  82.51%  62.38%  $2.84  $11.37
 121  Buy  2015-02-25 19:10  Buy  â‚¬11,224.5  $0.00  1  $3,294.84  1.06%  $4,257.44  90.21%    $2.84  $11.36
   Sell  2015-02-27 11:10  Exit Long  â‚¬11,343.0    $3,323.07  $61,539.04    ($468.29)  80.12%  70.33%  $2.80  $11.22
 122  Buy  2015-02-27 14:10  Buy  â‚¬11,364.5  $0.00  1  ($966.50)  -0.29%  $140.31  12.99%    $2.81  $11.24
   Sell  2015-02-27 16:10  Stop Loss  â‚¬11,331.0    ($938.44)  $60,572.54    ($938.44)  0.00%  -87.01%  $2.80  $11.21
 123  Sell Short  2015-03-10 13:10  Sell  â‚¬11,517.0  $0.00  1  $805.24  0.27%  $2,550.63  98.96%    $2.69  $10.74
   Buy to Cover  2015-03-10 16:10  Exit Short  â‚¬11,486.0    $832.09  $61,377.78    ($26.86)  33.33%  32.29%  $2.68  $10.74
 124  Buy  2015-03-10 17:10  Buy  â‚¬11,570.0  $0.00  1  $6,630.90  2.17%  $7,998.89  82.25%    $2.68  $10.71
   Sell  2015-03-12 11:10  Exit Long  â‚¬11,821.5    $6,657.52  $68,008.68    ($1,753.01)  85.91%  68.16%  $2.65  $10.59
 125  Buy  2015-03-13 17:10  Buy  â‚¬11,852.5  $0.00  1  $8,390.28  2.68%  $10,314.14  99.87%    $2.63  $10.52
   Sell  2015-03-16 19:10  Exit Long  â‚¬12,170.5    $8,416.66  $76,398.96    ($13.15)  81.56%  81.43%  $2.65  $10.59
 126  Sell Short  2015-03-19 15:10  Sell  â‚¬11,859.0  $0.00  1  ($1,808.78)  -0.56%  $1,451.81  44.86%    $2.67  $10.66
   Buy to Cover  2015-03-19 17:10  Stop Loss  â‚¬11,926.0    ($1,782.15)  $74,590.18    ($1,782.15)  0.00%  -55.14%  $2.66  $10.64
 127  Sell Short  2015-03-23 11:10  Sell  â‚¬11,942.0  $0.00  1  ($27.18)  0.00%  $1,873.59  91.39%    $2.71  $10.83
   Buy to Cover  2015-03-23 14:10  Exit Short  â‚¬11,942.0    $0.00  $74,563.01    ($176.97)  8.61%  0.00%  $2.73  $10.91
 128  Buy  2015-03-24 16:10  Buy  â‚¬11,965.5  $0.00  1  ($2,127.30)  -0.64%  $2,332.74  52.78%    $2.73  $10.91
   Sell  2015-03-25 17:10  Stop Loss  â‚¬11,889.0    ($2,099.94)  $72,435.70    ($2,099.94)  0.00%  -47.22%  $2.75  $10.98
 129  Sell Short  2015-03-25 18:10  Sell  â‚¬11,904.0  $0.00  1  $5,265.77  1.62%  $7,278.02  94.96%    $2.74  $10.96
   Buy to Cover  2015-03-26 13:10  Exit Short  â‚¬11,711.5    $5,293.22  $77,701.47    ($383.76)  74.28%  69.24%  $2.75  $11.00
 130  Buy  2015-03-27 13:10  Buy  â‚¬11,926.5  $0.00  1  $3,784.79  1.19%  $5,491.91  72.63%    $2.72  $10.86
   Sell  2015-03-31 09:10  Exit Long  â‚¬12,068.0    $3,811.83  $81,486.26    ($2,078.41)  78.00%  50.63%  $2.69  $10.78
 131  Buy  2015-03-31 10:10  Buy  â‚¬12,095.5  $0.00  1  ($1,181.46)  -0.36%  $1,301.35  53.01%    $2.69  $10.75
   Sell  2015-03-31 12:10  Stop Loss  â‚¬12,052.5    ($1,154.59)  $80,304.80    ($1,154.59)  0.00%  -46.99%  $2.69  $10.74
 132  Buy  2015-04-01 13:10  Buy  â‚¬12,110.5  $0.00  1  ($578.99)  -0.17%  $564.65  35.59%    $2.69  $10.76
   Sell  2015-04-01 15:10  Exit Long  â‚¬12,090.0    ($552.08)  $79,725.81    ($1,021.36)  29.66%  -34.75%  $2.69  $10.77
 133  Sell Short  2015-04-01 17:10  Sell  â‚¬12,013.0  $0.00  1  ($1,992.70)  -0.60%  $1,739.73  47.06%    $2.69  $10.76
   Buy to Cover  2015-04-07 08:10  Stop Loss  â‚¬12,085.0    ($1,965.60)  $77,733.11    ($1,965.60)  0.00%  -52.94%  $2.73  $10.92
 134  Sell Short  2015-04-08 18:10  Sell  â‚¬12,065.5  $0.00  1  ($1,280.10)  -0.39%  $527.61  29.55%    $2.71  $10.82
   Buy to Cover  2015-04-09 09:10  Stop Loss  â‚¬12,112.0    ($1,253.09)  $76,453.01    ($1,253.09)  0.00%  -70.45%  $2.69  $10.78
 135  Buy  2015-04-09 10:10  Buy  â‚¬12,126.5  $0.00  1  ($1,034.67)  -0.31%  $241.83  19.35%    $2.69  $10.75
   Sell  2015-04-09 10:10  Stop Loss  â‚¬12,089.0    ($1,007.79)  $75,418.34    ($1,007.79)  0.00%  -80.65%  $2.69  $10.75
 136  Sell Short  2015-04-14 16:10  Sell  â‚¬12,263.0  $0.00  1  ($0.01)  0.01%  $1,589.83  67.23%    $2.67  $10.66
   Buy to Cover  2015-04-14 19:10  Exit Short  â‚¬12,262.0    $26.65  $75,418.33    ($773.20)  33.90%  1.13%  $2.66  $10.66
 137  Sell Short  2015-04-15 21:10  Sell  â‚¬12,234.0  $0.00  1  $6,136.77  1.86%  $8,044.95  88.71%    $2.67  $10.68
   Buy to Cover  2015-04-17 11:10  Exit Short  â‚¬12,006.0    $6,163.64  $81,555.10    ($1,015.13)  79.05%  67.76%  $2.70  $10.81
 138  Sell Short  2015-04-22 17:10  Sell  â‚¬11,843.5  $0.00  1  ($2,797.11)  -0.87%  $415.26  13.03%    $2.68  $10.72
   Buy to Cover  2015-04-23 08:10  Stop Loss  â‚¬11,947.0    ($2,770.33)  $78,757.98    ($2,770.33)  0.00%  -86.97%  $2.68  $10.71
 139  Sell Short  2015-04-23 11:10  Sell  â‚¬11,770.0  $0.00  1  ($67.59)  -0.01%  $2,071.61  54.23%    $2.68  $10.73
   Buy to Cover  2015-04-23 19:10  Exit Short  â‚¬11,771.5    ($40.64)  $78,690.39    ($1,747.75)  44.72%  -1.06%  $2.71  $10.84
 140  Sell Short  2015-04-29 11:10  Sell  â‚¬11,814.5  $0.00  1  ($1,775.48)  -0.54%  $41.28  2.31%    $2.75  $11.01
   Buy to Cover  2015-04-29 11:10  Stop Loss  â‚¬11,878.0    ($1,747.95)  $76,914.92    ($1,747.95)  0.00%  -97.69%  $2.75  $11.01
 141  Sell Short  2015-05-07 10:10  Sell  â‚¬11,290.0  $0.00  1  ($2,260.16)  -0.70%  $3,468.73  60.70%    $2.84  $11.36
   Buy to Cover  2015-05-07 15:10  Stop Loss  â‚¬11,369.0    ($2,231.83)  $74,654.76    ($2,231.83)  0.00%  -39.30%  $2.83  $11.30
 142  Sell Short  2015-05-13 16:10  Sell  â‚¬11,429.0  $0.00  1  ($2,183.66)  -0.66%  $269.37  11.11%    $2.84  $11.34
   Buy to Cover  2015-05-13 16:10  Stop Loss  â‚¬11,505.0    ($2,155.30)  $72,471.10    ($2,155.30)  0.00%  -88.89%  $2.84  $11.34
 143  Sell Short  2015-05-18 10:10  Sell  â‚¬11,433.5  $0.00  1  ($1,166.19)  -0.35%  $170.64  13.04%    $2.84  $11.38
   Buy to Cover  2015-05-18 10:10  Stop Loss  â‚¬11,473.5    ($1,137.75)  $71,304.90    ($1,137.75)  0.00%  -86.96%  $2.84  $11.38
 144  Buy  2015-05-18 11:10  Buy  â‚¬11,571.0  $0.00  1  ($2,454.81)  -0.73%  $327.42  11.92%    $2.85  $11.39
   Sell  2015-05-18 13:10  Stop Loss  â‚¬11,486.0    ($2,426.30)  $68,850.09    ($2,426.30)  0.00%  -88.08%  $2.85  $11.42
 145  Buy  2015-05-18 19:10  Buy  â‚¬11,599.0  $0.00  1  $6,060.65  1.88%  $7,777.47  97.38%    $2.84  $11.35
   Sell  2015-05-19 22:00  Exit Long  â‚¬11,817.5    $6,088.78  $74,910.74    ($212.84)  78.88%  76.27%  $2.79  $11.15
 146  Buy  2015-05-21 16:10  Buy  â‚¬11,829.5  $0.00  1  ($880.67)  -0.26%  $1,750.88  63.32%    $2.78  $11.13
   Sell  2015-05-22 13:10  Sell  â‚¬11,799.0    ($852.77)  $74,030.08    ($1,021.91)  6.03%  -30.65%  $2.80  $11.18
 147  Sell Short  2015-05-22 13:10  Sell  â‚¬11,799.0  $0.00  1  ($1,353.60)  -0.41%  $349.01  20.66%    $2.80  $11.18
   Buy to Cover  2015-05-22 15:10  Stop Loss  â‚¬11,847.0    ($1,325.81)  $72,676.48    ($1,325.81)  0.00%  -79.34%  $2.76  $11.05
 148  Sell Short  2015-05-28 18:10  Sell  â‚¬11,630.5  $0.00  1  ($2,027.16)  -0.63%  $108.98  5.19%    $2.72  $10.90
   Buy to Cover  2015-05-29 08:10  Stop Loss  â‚¬11,703.5    ($1,999.84)  $70,649.32    ($1,999.84)  0.00%  -94.81%  $2.74  $10.96
 149  Sell Short  2015-05-29 10:10  Sell  â‚¬11,650.5  $0.00  1  $905.08  0.29%  $4,043.12  94.25%    $2.74  $10.97
   Buy to Cover  2015-05-29 14:10  Exit Short  â‚¬11,616.5    $932.50  $71,554.40    ($246.74)  27.48%  21.73%  $2.74  $10.97
 150  Sell Short  2015-06-02 12:10  Sell  â‚¬11,299.0  $0.00  1  ($2,363.26)  -0.75%  $288.49  10.99%    $2.75  $10.99
   Buy to Cover  2015-06-02 12:10  Stop Loss  â‚¬11,384.0    ($2,335.78)  $69,191.14    ($2,335.78)  0.00%  -89.01%  $2.75  $10.99
 151  Buy  2015-06-04 17:10  Buy  â‚¬11,421.5  $0.00  1  ($2,537.10)  -0.78%  $450.97  15.24%    $2.82  $11.28
   Sell  2015-06-04 17:10  Stop Loss  â‚¬11,332.5    ($2,508.91)  $66,654.04    ($2,508.91)  0.00%  -84.76%  $2.82  $11.28
 152  Sell Short  2015-06-04 20:10  Sell  â‚¬11,255.0  $0.00  1  $8,607.20  2.73%  $11,366.24  93.84%    $2.81  $11.24
   Buy to Cover  2015-06-09 15:10  Exit Short  â‚¬10,947.5    $8,635.29  $75,261.24    ($745.33)  77.58%  71.43%  $2.81  $11.23
 153  Sell Short  2015-06-09 17:10  Sell  â‚¬10,930.0  $0.00  1  ($2,586.88)  -0.82%  $816.16  24.37%    $2.81  $11.26
   Buy to Cover  2015-06-10 10:10  Stop Loss  â‚¬11,020.0    ($2,558.59)  $72,674.36    ($2,558.59)  0.00%  -75.63%  $2.84  $11.37
 154  Sell Short  2015-06-17 19:10  Sell  â‚¬10,956.0  $0.00  1  ($1,983.20)  -0.63%  $4,587.49  67.51%    $2.82  $11.26
   Buy to Cover  2015-06-18 17:10  Buy  â‚¬11,024.5    ($1,954.85)  $70,691.16    ($2,208.92)  3.77%  -28.72%  $2.85  $11.42
 155  Buy  2015-06-18 17:10  Buy  â‚¬11,024.5  $0.00  1  $1,431.52  0.47%  $7,267.95  92.24%    $2.85  $11.42
   Sell  2015-06-19 08:10  Exit Long  â‚¬11,076.0    $1,459.96  $72,122.68    ($613.57)  26.35%  18.59%  $2.83  $11.34
 156  Buy  2015-06-26 17:10  Buy  â‚¬11,532.5  $0.00  1  ($2,089.12)  -0.64%  $41.78  1.99%    $2.79  $11.14
   Sell  2015-06-26 17:10  Stop Loss  â‚¬11,458.5    ($2,061.27)  $70,033.56    ($2,061.27)  0.00%  -98.01%  $2.79  $11.14
 157  Sell Short  2015-06-29 20:10  Sell  â‚¬11,015.5  $0.00  1  ($2,476.62)  -0.79%  $3,766.47  60.67%    $2.81  $11.24
   Buy to Cover  2015-06-30 12:10  Stop Loss  â‚¬11,103.0    ($2,448.58)  $67,556.94    ($2,448.58)  0.00%  -39.33%  $2.80  $11.19
 158  Buy  2015-07-01 12:10  Buy  â‚¬11,161.0  $0.00  1  ($3,167.48)  -1.01%  $3,027.57  47.00%    $2.78  $11.13
   Sell  2015-07-03 10:10  Sell  â‚¬11,048.0    ($3,139.68)  $64,389.46    ($3,428.05)  4.51%  -48.50%  $2.78  $11.11
 159  Sell Short  2015-07-03 10:10  Sell  â‚¬11,048.0  $0.00  1  ($1,388.61)  -0.44%  $166.68  8.82%    $2.78  $11.11
   Buy to Cover  2015-07-03 11:10  Stop Loss  â‚¬11,097.0    ($1,360.83)  $63,000.85    ($1,722.65)  19.12%  -72.06%  $2.78  $11.11
 160  Sell Short  2015-07-07 12:10  Sell  â‚¬10,865.5  $0.00  1  $3,536.38  1.20%  $6,106.46  96.54%    $2.75  $10.99
   Buy to Cover  2015-07-07 20:10  Exit Short  â‚¬10,735.5    $3,563.82  $66,537.23    ($219.75)  59.74%  56.28%  $2.74  $10.97
 161  Sell Short  2015-07-08 17:10  Sell  â‚¬10,721.0  $0.00  1  ($2,486.06)  -0.83%  $1,880.69  43.45%    $2.77  $11.07
   Buy to Cover  2015-07-09 08:10  Stop Loss  â‚¬10,809.5    ($2,458.33)  $64,051.18    ($2,458.33)  0.00%  -56.55%  $2.78  $11.11
 162  Buy  2015-07-13 10:10  Buy  â‚¬11,426.0  $0.00  1  $165.00  0.06%  $1,975.01  76.60%    $2.77  $11.06
   Sell  2015-07-14 10:10  Exit Long  â‚¬11,433.0    $192.58  $64,216.18    ($608.35)  30.85%  7.45%  $2.75  $11.00
 163  Buy  2015-07-14 19:10  Buy  â‚¬11,507.0  $0.00  1  $5,228.11  1.68%  $7,266.30  85.33%    $2.75  $11.01
   Sell  2015-07-16 17:10  Exit Long  â‚¬11,700.0    $5,255.49  $69,444.29    ($1,268.28)  76.24%  61.56%  $2.72  $10.89
 164  Buy  2015-07-30 13:10  Buy  â‚¬11,261.0  $0.00  1  ($2,089.61)  -0.67%  $643.99  23.74%    $2.74  $10.96
   Sell  2015-07-30 16:10  Stop Loss  â‚¬11,185.5    ($2,062.24)  $67,354.68    ($2,062.24)  0.00%  -76.26%  $2.73  $10.93
 165  Sell Short  2015-08-07 15:10  Sell  â‚¬11,510.0  $0.00  1  ($1,264.17)  -0.40%  $122.32  9.00%    $2.72  $10.87
   Buy to Cover  2015-08-07 15:10  Stop Loss  â‚¬11,555.5    ($1,236.99)  $66,090.51    ($1,236.99)  0.00%  -91.00%  $2.72  $10.87
 166  Sell Short  2015-08-07 18:10  Sell  â‚¬11,476.5  $0.00  1  ($1,604.39)  -0.50%  $301.58  16.06%    $2.74  $10.97
   Buy to Cover  2015-08-10 08:10  Stop Loss  â‚¬11,534.0    ($1,576.97)  $64,486.12    ($1,576.97)  0.00%  -83.94%  $2.74  $10.97
 167  Buy  2015-08-10 17:10  Buy  â‚¬11,571.0  $0.00  1  ($1,385.58)  -0.43%  $918.84  40.36%    $2.74  $10.97
   Sell  2015-08-11 08:10  Stop Loss  â‚¬11,521.5    ($1,358.14)  $63,100.54    ($1,358.14)  0.00%  -59.64%  $2.74  $10.97
 168  Sell Short  2015-08-11 12:10  Sell  â‚¬11,443.0  $0.00  1  $13,541.01  4.25%  $15,887.16  96.27%    $2.76  $11.03
   Buy to Cover  2015-08-12 20:10  Exit Short  â‚¬10,957.0    $13,568.76  $76,641.56    ($606.43)  86.17%  82.44%  $2.79  $11.17
 169  Sell Short  2015-08-13 18:10  Sell  â‚¬10,969.5  $0.00  1  ($2,282.66)  -0.74%  $265.02  10.50%    $2.78  $11.14
   Buy to Cover  2015-08-14 10:10  Stop Loss  â‚¬11,050.5    ($2,254.82)  $74,358.90    ($2,254.82)  0.00%  -89.50%  $2.78  $11.13
 170  Sell Short  2015-08-14 14:10  Sell  â‚¬10,910.5  $0.00  1  ($2,411.36)  -0.78%  $516.42  17.79%    $2.79  $11.17
   Buy to Cover  2015-08-14 16:10  Stop Loss  â‚¬10,996.0    ($2,383.46)  $71,947.54    ($2,383.46)  0.00%  -82.21%  $2.79  $11.15
 171  Sell Short  2015-08-17 16:10  Sell  â‚¬10,861.5  $0.00  1  ($2,103.79)  -0.69%  $1,427.17  39.62%    $2.77  $11.09
   Buy to Cover  2015-08-17 18:10  Exit Short  â‚¬10,936.5    ($2,076.09)  $69,843.75    ($2,173.04)  2.69%  -57.69%  $2.77  $11.07
 172  Sell Short  2015-08-20 17:10  Sell  â‚¬10,496.0  $0.00  1  $7,067.83  2.41%  $10,659.03  96.43%    $2.80  $11.20
   Buy to Cover  2015-08-21 10:10  Exit Short  â‚¬10,243.5    $7,095.88  $76,911.58    ($392.02)  67.98%  64.41%  $2.81  $11.24
 173  Sell Short  2015-08-21 18:10  Sell  â‚¬10,179.5  $0.00  1  $9,045.44  3.11%  $12,842.93  99.89%    $2.84  $11.36
   Buy to Cover  2015-08-24 11:10  Exit Short  â‚¬9,863.0    $9,073.98  $85,957.02    ($14.20)  70.68%  70.57%  $2.87  $11.47
 174  Buy  2015-08-26 21:10  Buy  â‚¬10,020.5  $0.00  1  $4,676.69  1.67%  $9,705.53  83.25%    $2.83  $11.34
   Sell  2015-08-31 16:10  Sell  â‚¬10,188.0    $4,704.91  $90,633.71    ($1,969.93)  57.11%  40.36%  $2.81  $11.24
 175  Sell Short  2015-08-31 16:10  Sell  â‚¬10,188.0  $0.00  1  ($1,834.42)  -0.63%  $646.05  26.29%    $2.81  $11.24
   Buy to Cover  2015-08-31 18:10  Stop Loss  â‚¬10,252.5    ($1,806.37)  $88,799.29    ($1,806.37)  0.00%  -73.71%  $2.80  $11.20
 176  Sell Short  2015-09-11 10:10  Sell  â‚¬10,167.5  $0.00  1  ($1,677.64)  -0.58%  $3,308.03  66.67%    $2.82  $11.30
   Buy to Cover  2015-09-15 17:10  Stop Loss  â‚¬10,226.0    ($1,649.42)  $87,121.65    ($1,649.42)  0.00%  -33.33%  $2.82  $11.28
 177  Buy  2015-09-15 18:10  Buy  â‚¬10,218.0  $0.00  1  $912.74  0.33%  $2,928.02  66.88%    $2.82  $11.27
   Sell  2015-09-16 12:10  Exit Long  â‚¬10,251.5    $940.86  $88,034.39    ($1,450.61)  54.66%  21.54%  $2.81  $11.23
 178  Sell Short  2015-09-22 11:10  Sell  â‚¬9,806.0  $0.00  1  $8,646.41  3.18%  $8,674.30  93.98%    $2.80  $11.19
   Buy to Cover  2015-09-23 08:10  Exit Short  â‚¬9,494.0    $8,674.30  $96,680.80    ($559.53)  100.00%  93.98%  $2.78  $11.12
 179  Sell Short  2015-09-24 14:10  Sell  â‚¬9,432.0  $0.00  1  ($717.25)  -0.26%  $2,453.81  72.50%    $2.81  $11.25
   Buy to Cover  2015-09-24 19:10  Exit Short  â‚¬9,456.5    ($689.13)  $95,963.55    ($928.03)  7.08%  -20.42%  $2.81  $11.25
 180  Buy  2015-09-28 10:10  Buy  â‚¬9,634.5  $0.00  1  ($2,656.37)  -0.98%  $643.37  19.66%    $2.80  $11.19
   Sell  2015-09-28 12:10  Stop Loss  â‚¬9,540.5    ($2,628.40)  $93,307.18    ($2,628.40)  0.00%  -80.34%  $2.80  $11.18
 181  Buy  2015-10-02 20:10  Buy  â‚¬9,602.0  $0.00  1  $10,589.76  3.93%  $13,344.79  95.67%    $2.80  $11.22
   Sell  2015-10-07 18:10  Exit Long  â‚¬9,979.5    $10,617.85  $103,896.94    ($603.05)  80.28%  75.96%  $2.81  $11.25
 182  Buy  2015-10-07 21:10  Buy  â‚¬10,009.5  $0.00  1  ($2,461.70)  -0.86%  $309.18  11.28%    $2.81  $11.25
   Sell  2015-10-08 08:10  Stop Loss  â‚¬9,923.0    ($2,433.57)  $101,435.24    ($2,433.57)  0.00%  -88.72%  $2.81  $11.25
 183  Buy  2015-10-12 11:10  Buy  â‚¬10,131.5  $0.00  1  ($1,976.26)  -0.68%  $896.51  31.50%    $2.85  $11.39
   Sell  2015-10-12 16:10  Stop Loss  â‚¬10,063.0    ($1,947.81)  $99,458.97    ($1,947.81)  0.00%  -68.50%  $2.84  $11.37
 184  Buy  2015-10-12 18:10  Buy  â‚¬10,108.0  $0.00  1  ($1,338.16)  -0.46%  $326.90  20.00%    $2.84  $11.37
   Sell  2015-10-13 09:10  Stop Loss  â‚¬10,062.0    ($1,309.71)  $98,120.81    ($1,309.71)  0.00%  -80.00%  $2.85  $11.39
 185  Buy  2015-10-15 12:10  Buy  â‚¬10,020.5  $0.00  1  $2,621.27  0.93%  $4,870.43  91.22%    $2.86  $11.44
   Sell  2015-10-19 15:10  Exit Long  â‚¬10,114.0    $2,649.74  $100,742.08    ($470.87)  58.51%  49.73%  $2.83  $11.34
 186  Buy  2015-10-19 18:10  Buy  â‚¬10,157.5  $0.00  1  ($1,246.13)  -0.42%  $99.07  7.53%    $2.83  $11.32
   Sell  2015-10-19 20:10  Stop Loss  â‚¬10,114.5    ($1,217.81)  $99,495.95    ($1,217.81)  0.00%  -92.47%  $2.83  $11.33
 187  Buy  2015-10-22 10:10  Buy  â‚¬10,216.5  $0.00  1  $9,832.54  3.47%  $11,509.42  99.76%    $2.83  $11.31
   Sell  2015-10-23 10:10  Exit Long  â‚¬10,571.5    $9,860.57  $109,328.49    ($28.28)  85.68%  85.44%  $2.78  $11.11
 188  Buy  2015-10-26 12:10  Buy  â‚¬10,828.5  $0.00  1  ($1,643.68)  -0.54%  $634.45  28.22%    $2.76  $11.03
   Sell  2015-10-26 17:10  Stop Loss  â‚¬10,770.0    ($1,616.08)  $107,684.81    ($1,616.08)  0.00%  -71.78%  $2.76  $11.05
 189  Sell Short  2015-10-28 15:10  Sell  â‚¬10,728.0  $0.00  1  ($1,024.45)  -0.34%  $165.98  12.37%    $2.77  $11.07
   Buy to Cover  2015-10-28 16:10  Buy  â‚¬10,764.0    ($996.77)  $106,660.36    ($1,175.85)  13.40%  -74.23%  $2.77  $11.08
 190  Buy  2015-10-28 16:10  Buy  â‚¬10,764.0  $0.00  1  $2,715.56  0.93%  $4,012.14  92.16%    $2.77  $11.08
   Sell  2015-10-29 09:10  Exit Long  â‚¬10,864.5    $2,743.05  $109,375.92    ($346.10)  70.85%  63.01%  $2.73  $10.92
 191  Sell Short  2015-10-30 11:10  Sell  â‚¬10,801.0  $0.00  1  ($1,157.29)  -0.38%  $1,940.76  63.23%    $2.75  $11.01
   Buy to Cover  2015-10-30 18:10  Stop Loss  â‚¬10,842.0    ($1,129.76)  $108,218.63    ($1,129.76)  0.00%  -36.77%  $2.76  $11.02
 192  Buy  2015-10-30 19:10  Buy  â‚¬10,841.0  $0.00  1  ($2,674.99)  -0.89%  $632.95  19.33%    $2.75  $11.01
   Sell  2015-11-02 08:10  Stop Loss  â‚¬10,745.0    ($2,647.44)  $105,543.64    ($2,647.44)  0.00%  -80.67%  $2.76  $11.03
 193  Sell Short  2015-11-02 09:10  Sell  â‚¬10,727.0  $0.00  1  ($1,407.15)  -0.47%  $234.48  14.53%    $2.76  $11.04
   Buy to Cover  2015-11-02 09:10  Stop Loss  â‚¬10,777.0    ($1,379.56)  $104,136.48    ($1,379.56)  0.00%  -85.47%  $2.76  $11.04
 194  Buy  2015-11-02 11:10  Buy  â‚¬10,855.5  $0.00  1  $1,818.85  0.62%  $2,967.13  95.13%    $2.75  $11.01
   Sell  2015-11-02 18:10  Exit Long  â‚¬10,922.5    $1,846.39  $105,955.33    ($151.34)  64.16%  59.29%  $2.76  $11.02
 195  Buy  2015-11-03 21:10  Buy  â‚¬10,961.0  $0.00  1  ($1,134.45)  -0.37%  $874.58  44.14%    $2.74  $10.96
   Sell  2015-11-04 09:10  Stop Loss  â‚¬10,920.5    ($1,107.08)  $104,820.88    ($1,107.08)  0.00%  -55.86%  $2.73  $10.93
 196  Sell Short  2015-11-04 17:10  Sell  â‚¬10,870.5  $0.00  1  $366.08  0.13%  $2,022.66  69.30%    $2.72  $10.86
   Buy to Cover  2015-11-05 09:10  Exit Short  â‚¬10,856.0    $393.22  $105,186.97    ($895.99)  44.19%  13.49%  $2.71  $10.85
 197  Sell Short  2015-11-05 18:10  Sell  â‚¬10,851.5  $0.00  1  ($1,795.38)  -0.61%  $706.58  28.26%    $2.72  $10.87
   Buy to Cover  2015-11-06 15:10  Stop Loss  â‚¬10,917.5    ($1,768.39)  $103,391.59    ($1,768.39)  0.00%  -71.74%  $2.68  $10.72
 198  Sell Short  2015-11-09 17:10  Sell  â‚¬10,877.0  $0.00  1  $1,020.51  0.36%  $2,879.64  94.27%    $2.69  $10.75
   Buy to Cover  2015-11-10 08:10  Exit Short  â‚¬10,838.0    $1,047.37  $104,412.10    ($174.73)  40.09%  34.36%  $2.69  $10.74
 199  Sell Short  2015-11-10 12:10  Sell  â‚¬10,754.0  $0.00  1  ($441.67)  -0.14%  $1,153.68  60.14%    $2.68  $10.73
   Buy to Cover  2015-11-10 14:10  Exit Short  â‚¬10,769.5    ($414.87)  $103,970.42    ($764.51)  18.18%  -21.68%  $2.68  $10.71
 200  Sell Short  2015-11-12 10:10  Sell  â‚¬10,813.5  $0.00  1  ($1,313.03)  -0.44%  $93.77  6.80%    $2.68  $10.72
   Buy to Cover  2015-11-12 10:10  Stop Loss  â‚¬10,861.5    ($1,286.23)  $102,657.40    ($1,286.23)  0.00%  -93.20%  $2.68  $10.72
 201  Sell Short  2015-11-13 13:10  Sell  â‚¬10,715.5  $0.00  1  ($93.94)  -0.02%  $3,379.35  93.68%    $2.70  $10.79
   Buy to Cover  2015-11-13 19:10  Exit Short  â‚¬10,718.0    ($67.04)  $102,563.45    ($228.26)  4.46%  -1.86%  $2.68  $10.73
 202  Buy  2015-11-16 21:10  Buy  â‚¬10,764.0  $0.00  1  $8,500.23  2.96%  $9,995.05  98.81%    $2.67  $10.68
   Sell  2015-11-19 15:10  Exit Long  â‚¬11,083.0    $8,526.95  $111,063.69    ($120.16)  85.58%  84.39%  $2.67  $10.69
 203  Sell Short  2015-11-24 10:10  Sell  â‚¬10,990.0  $0.00  1  ($226.41)  -0.07%  $2,079.23  72.22%    $2.67  $10.66
   Buy to Cover  2015-11-24 12:10  Exit Short  â‚¬10,997.5    ($199.76)  $110,837.28    ($799.85)  20.83%  -6.94%  $2.66  $10.65
 204  Sell Short  2015-12-01 17:10  Sell  â‚¬11,282.5  $0.00  1  ($451.16)  -0.14%  $1,710.78  80.12%    $2.65  $10.61
   Buy to Cover  2015-12-02 08:10  Exit Short  â‚¬11,298.5    ($424.63)  $110,386.12    ($424.63)  0.00%  -19.88%  $2.65  $10.62
 205  Sell Short  2015-12-02 10:10  Sell  â‚¬11,260.5  $0.00  1  ($1,350.29)  -0.44%  $913.59  40.83%    $2.65  $10.61
   Buy to Cover  2015-12-02 12:10  Stop Loss  â‚¬11,310.5    ($1,323.79)  $109,035.82    ($1,323.79)  0.00%  -59.17%  $2.65  $10.59
 206  Sell Short  2015-12-02 14:10  Sell  â‚¬11,243.5  $0.00  1  $383.14  0.14%  $1,921.29  88.41%    $2.65  $10.60
   Buy to Cover  2015-12-02 17:10  Exit Short  â‚¬11,228.0    $409.61  $109,418.96    ($251.08)  30.49%  18.90%  $2.64  $10.57
 207  Sell Short  2015-12-03 15:10  Sell  â‚¬11,107.5  $0.00  1  $10,824.73  3.60%  $13,232.20  87.25%    $2.70  $10.80
   Buy to Cover  2015-12-04 09:10  Exit Short  â‚¬10,708.0    $10,851.82  $120,243.69    ($1,904.33)  84.99%  72.24%  $2.72  $10.87
 208  Sell Short  2015-12-09 11:10  Sell  â‚¬10,642.0  $0.00  1  ($109.45)  -0.03%  $2,610.37  78.93%    $2.73  $10.94
   Buy to Cover  2015-12-09 14:10  Exit Short  â‚¬10,645.0    ($82.10)  $120,134.24    ($696.43)  18.60%  -2.48%  $2.74  $10.95
 209  Sell Short  2015-12-09 19:10  Sell  â‚¬10,555.0  $0.00  1  $1,648.28  0.58%  $3,402.18  95.74%    $2.76  $11.02
   Buy to Cover  2015-12-10 08:10  Exit Short  â‚¬10,494.0    $1,675.79  $121,782.52    ($151.54)  51.55%  47.29%  $2.75  $10.99
 210  Sell Short  2015-12-14 14:10  Sell  â‚¬10,269.5  $0.00  1  ($54.95)  -0.01%  $2,261.47  77.10%    $2.74  $10.97
   Buy to Cover  2015-12-14 16:10  Exit Short  â‚¬10,270.5    ($27.50)  $121,727.57    ($672.71)  21.96%  -0.93%  $2.75  $11.00
 211  Buy  2015-12-16 21:10  Buy  â‚¬10,567.5  $0.00  1  $5,059.71  1.78%  $6,765.13  77.36%    $2.74  $10.97
   Sell  2015-12-17 17:10  Exit Long  â‚¬10,755.5    $5,086.95  $126,787.28    ($2,002.04)  80.93%  58.29%  $2.71  $10.82
 212  Sell Short  2015-12-21 18:10  Sell  â‚¬10,564.5  $0.00  1  ($313.67)  -0.10%  $2,974.88  91.21%    $2.73  $10.92
   Buy to Cover  2015-12-22 08:10  Exit Short  â‚¬10,575.0    ($286.38)  $126,473.61    ($286.38)  0.00%  -8.79%  $2.73  $10.91
 213  Sell Short  2015-12-22 11:10  Sell  â‚¬10,527.5  $0.00  1  $603.83  0.22%  $3,989.41  94.81%    $2.73  $10.93
   Buy to Cover  2015-12-22 16:10  Exit Short  â‚¬10,504.5    $631.21  $127,077.44    ($218.64)  20.13%  14.94%  $2.74  $10.98
 214  Buy  2015-12-23 10:10  Buy  â‚¬10,615.0  $0.00  1  $5,523.30  1.91%  $6,860.58  95.26%    $2.73  $10.93
   Sell  2015-12-30 10:10  Exit Long  â‚¬10,818.0    $5,550.63  $132,600.74    ($341.42)  81.78%  77.04%  $2.73  $10.94
 215  Sell Short  2016-01-05 11:10  Sell  â‚¬10,272.0  $0.00  1  ($107.46)  -0.03%  $3,229.20  96.39%    $2.69  $10.77
   Buy to Cover  2016-01-05 15:10  Exit Short  â‚¬10,275.0    ($80.57)  $132,493.28    ($120.96)  1.20%  -2.41%  $2.69  $10.74
 216  Sell Short  2016-01-05 17:10  Sell  â‚¬10,248.0  $0.00  1  ($1,917.04)  -0.69%  $308.29  14.02%    $2.68  $10.72
   Buy to Cover  2016-01-05 17:10  Stop Loss  â‚¬10,318.5    ($1,890.23)  $130,576.24    ($1,890.23)  0.00%  -85.98%  $2.68  $10.72
 217  Buy  2016-01-12 11:10  Buy  â‚¬9,926.5  $0.00  1  ($515.86)  -0.18%  $5,924.83  91.06%    $2.71  $10.85
   Sell  2016-01-13 18:10  Sell  â‚¬9,908.5    ($488.71)  $130,060.38    ($583.40)  1.46%  -7.48%  $2.72  $10.86
 218  Sell Short  2016-01-13 18:10  Sell  â‚¬9,908.5  $0.00  1  $3,053.84  1.15%  $5,274.04  78.38%    $2.72  $10.86
   Buy to Cover  2016-01-14 09:10  Exit Short  â‚¬9,795.0    $3,080.99  $133,114.22    ($1,452.57)  67.47%  45.86%  $2.71  $10.86
 219  Sell Short  2016-01-15 09:10  Sell  â‚¬9,722.5  $0.00  1  $6,767.23  2.56%  $9,104.43  78.42%    $2.72  $10.87
   Buy to Cover  2016-01-15 22:00  Exit Short  â‚¬9,473.5    $6,794.46  $139,881.45    ($2,486.47)  80.31%  58.73%  $2.73  $10.91
 220  Sell Short  2016-01-20 18:10  Sell  â‚¬9,322.0  $0.00  1  ($2,886.19)  -1.13%  $2,469.81  46.29%    $2.73  $10.91
   Buy to Cover  2016-01-20 21:10  Stop Loss  â‚¬9,427.0    ($2,858.94)  $136,995.26    ($2,858.94)  0.00%  -53.71%  $2.72  $10.89
 221  Buy  2016-01-26 16:10  Buy  â‚¬9,740.5  $0.00  1  $108.74  0.05%  $2,980.48  94.02%    $2.71  $10.83
   Sell  2016-01-27 10:10  Exit Long  â‚¬9,745.5    $135.87  $137,104.00    ($189.60)  10.26%  4.27%  $2.72  $10.87
 222  Buy  2016-01-27 19:10  Buy  â‚¬9,888.5  $0.00  1  ($2,275.39)  -0.83%  $407.78  15.38%    $2.72  $10.88
   Sell  2016-01-27 20:10  Stop Loss  â‚¬9,806.0    ($2,248.17)  $134,828.61    ($2,248.17)  0.00%  -84.62%  $2.73  $10.90
 223  Sell Short  2016-01-28 14:10  Sell  â‚¬9,685.5  $0.00  1  ($2,472.04)  -0.92%  $669.00  21.49%    $2.73  $10.90
   Buy to Cover  2016-01-28 16:10  Stop Loss  â‚¬9,775.0    ($2,444.76)  $132,356.57    ($2,444.76)  0.00%  -78.51%  $2.73  $10.93
 224  Sell Short  2016-01-28 18:10  Sell  â‚¬9,630.5  $0.00  1  ($3,991.68)  -1.51%  $1,314.11  24.81%    $2.74  $10.95
   Buy to Cover  2016-01-29 08:10  Stop Loss  â‚¬9,776.0    ($3,964.37)  $128,364.89    ($3,964.37)  0.00%  -75.19%  $2.72  $10.90
 225  Buy  2016-01-29 19:10  Buy  â‚¬9,782.5  $0.00  1  ($2,389.11)  -0.89%  $1,180.19  33.33%    $2.71  $10.84
   Sell  2016-02-01 11:10  Stop Loss  â‚¬9,695.5    ($2,361.98)  $125,975.78    ($2,361.98)  0.00%  -66.67%  $2.71  $10.86
 226  Sell Short  2016-02-01 15:10  Sell  â‚¬9,657.0  $0.00  1  ($1,632.78)  -0.61%  $1,267.97  44.08%    $2.72  $10.89
   Buy to Cover  2016-02-01 17:10  Stop Loss  â‚¬9,716.0    ($1,605.57)  $124,343.00    ($1,605.57)  0.00%  -55.92%  $2.72  $10.89
 227  Sell Short  2016-02-02 09:10  Sell  â‚¬9,687.5  $0.00  1  $4,423.44  1.68%  $6,939.20  93.22%    $2.72  $10.90
   Buy to Cover  2016-02-03 11:10  Exit Short  â‚¬9,524.5    $4,450.72  $128,766.44    ($504.10)  66.48%  59.71%  $2.73  $10.92
 228  Sell Short  2016-02-04 11:10  Sell  â‚¬9,448.0  $0.00  1  $1,356.85  0.52%  $5,808.03  78.45%    $2.79  $11.16
   Buy to Cover  2016-02-04 18:10  Exit Short  â‚¬9,398.5    $1,384.79  $130,123.28    ($1,590.41)  40.26%  18.71%  $2.80  $11.19
 229  Sell Short  2016-02-04 21:10  Sell  â‚¬9,335.5  $0.00  1  ($2,697.44)  -1.03%  $2,031.01  43.20%    $2.80  $11.21
   Buy to Cover  2016-02-05 16:10  Stop Loss  â‚¬9,431.5    ($2,669.52)  $127,425.85    ($2,669.52)  0.00%  -56.80%  $2.78  $11.12
 230  Sell Short  2016-02-08 11:10  Sell  â‚¬9,170.5  $0.00  1  $7,393.75  2.89%  $7,703.71  95.82%    $2.79  $11.18
   Buy to Cover  2016-02-09 08:10  Exit Short  â‚¬8,905.5    $7,421.72  $134,819.59    ($335.36)  96.52%  92.33%  $2.80  $11.20
 231  Sell Short  2016-02-09 14:10  Sell  â‚¬8,856.0  $0.00  1  ($3,547.13)  -1.41%  $3,054.22  46.47%    $2.81  $11.25
   Buy to Cover  2016-02-10 10:10  Stop Loss  â‚¬8,981.0    ($3,519.00)  $131,272.46    ($3,519.00)  0.00%  -53.53%  $2.82  $11.26
 232  Buy  2016-02-12 16:10  Buy  â‚¬8,903.5  $0.00  1  $9,416.80  3.80%  $9,444.83  83.27%    $2.82  $11.26
   Sell  2016-02-16 08:10  Exit Long  â‚¬9,242.0    $9,444.83  $140,689.25    ($1,915.02)  100.00%  83.27%  $2.79  $11.16
 233  Buy  2016-02-17 11:10  Buy  â‚¬9,216.0  $0.00  1  $6,731.28  2.64%  $8,658.13  97.81%    $2.78  $11.13
   Sell  2016-02-18 17:10  Exit Long  â‚¬9,459.5    $6,759.07  $147,420.54    ($194.75)  78.40%  76.21%  $2.78  $11.10
 234  Buy  2016-02-22 09:10  Buy  â‚¬9,438.0  $0.00  1  $1,228.09  0.48%  $3,524.99  87.67%    $2.77  $11.09
   Sell  2016-02-23 09:10  Exit Long  â‚¬9,483.5    $1,255.75  $148,648.63    ($499.07)  43.49%  31.16%  $2.76  $11.04
 235  Sell Short  2016-02-23 18:10  Sell  â‚¬9,385.5  $0.00  1  $4,725.09  1.84%  $7,862.22  87.56%    $2.75  $11.02
   Buy to Cover  2016-02-24 19:10  Exit Short  â‚¬9,213.0    $4,752.63  $153,373.71    ($1,115.39)  65.44%  53.00%  $2.76  $11.02
 236  Buy  2016-02-29 19:10  Buy  â‚¬9,460.0  $0.00  1  ($1,769.51)  -0.68%  $231.02  11.72%    $2.72  $10.87
   Sell  2016-02-29 21:10  Stop Loss  â‚¬9,396.0    ($1,742.30)  $151,604.21    ($1,742.30)  0.00%  -88.28%  $2.72  $10.89
 237  Buy  2016-03-01 10:10  Buy  â‚¬9,458.5  $0.00  1  $8,268.97  3.23%  $9,588.86  97.79%    $2.72  $10.89
   Sell  2016-03-02 10:10  Exit Long  â‚¬9,764.0    $8,296.16  $159,873.18    ($217.72)  86.72%  84.51%  $2.72  $10.86
 238  Buy  2016-03-04 13:10  Buy  â‚¬9,816.0  $0.00  1  ($1,415.34)  -0.51%  $1,758.58  55.90%    $2.75  $10.99
   Sell  2016-03-04 15:10  Stop Loss  â‚¬9,765.5    ($1,387.87)  $158,457.84    ($1,387.87)  0.00%  -44.10%  $2.75  $10.99
 239  Sell Short  2016-03-08 10:10  Sell  â‚¬9,629.0  $0.00  1  ($1,927.44)  -0.72%  $990.35  34.29%    $2.76  $11.04
   Buy to Cover  2016-03-08 13:10  Stop Loss  â‚¬9,698.0    ($1,899.88)  $156,530.40    ($1,899.88)  0.00%  -65.71%  $2.75  $11.01
 240  Sell Short  2016-03-09 18:10  Sell  â‚¬9,687.5  $0.00  1  ($1,631.57)  -0.60%  $812.19  33.52%    $2.76  $11.02
   Buy to Cover  2016-03-10 10:10  Stop Loss  â‚¬9,746.0    ($1,604.08)  $154,898.82    ($1,604.08)  0.00%  -66.48%  $2.74  $10.97
 241  Buy  2016-03-11 12:10  Buy  â‚¬9,725.0  $0.00  1  $5,758.71  2.14%  $8,200.71  93.65%    $2.77  $11.09
   Sell  2016-03-14 16:10  Exit Long  â‚¬9,933.5    $5,786.45  $160,657.54    ($554.43)  72.54%  66.19%  $2.78  $11.10
 242  Sell Short  2016-03-16 15:10  Sell  â‚¬9,915.0  $0.00  1  ($1,479.76)  -0.53%  $96.83  6.25%    $2.77  $11.07
   Buy to Cover  2016-03-16 16:10  Stop Loss  â‚¬9,967.5    ($1,452.10)  $159,177.77    ($1,452.10)  0.00%  -93.75%  $2.77  $11.06
 243  Sell Short  2016-04-04 21:10  Sell  â‚¬9,750.5  $0.00  1  $4,277.70  1.55%  $6,202.12  92.98%    $2.85  $11.39
   Buy to Cover  2016-04-05 17:10  Exit Short  â‚¬9,599.0    $4,306.16  $163,455.48    ($470.06)  71.49%  64.47%  $2.84  $11.37
 244  Sell Short  2016-04-06 10:10  Sell  â‚¬9,542.0  $0.00  1  ($1,677.59)  -0.61%  $1,702.21  50.85%    $2.84  $11.36
   Buy to Cover  2016-04-06 17:10  Stop Loss  â‚¬9,600.0    ($1,649.17)  $161,777.89    ($1,649.17)  0.00%  -49.15%  $2.84  $11.37
 245  Sell Short  2016-04-07 18:10  Sell  â‚¬9,494.5  $0.00  1  ($1,064.20)  -0.38%  $2,204.08  65.96%    $2.85  $11.39
   Buy to Cover  2016-04-08 09:10  Exit Short  â‚¬9,531.0    ($1,035.78)  $160,713.69    ($1,136.78)  2.98%  -31.06%  $2.84  $11.35
 246  Sell Short  2016-04-11 10:10  Sell  â‚¬9,519.0  $0.00  1  ($1,423.28)  -0.51%  $654.64  31.94%    $2.85  $11.39
   Buy to Cover  2016-04-11 10:10  Stop Loss  â‚¬9,568.0    ($1,394.81)  $159,290.41    ($1,394.81)  0.00%  -68.06%  $2.85  $11.39
 247  Buy  2016-04-12 20:10  Buy  â‚¬9,752.5  $0.00  1  $5,075.11  1.86%  $6,274.77  95.90%    $2.84  $11.38
   Sell  2016-04-13 16:10  Exit Long  â‚¬9,933.5    $5,103.43  $164,365.52    ($270.22)  82.29%  78.19%  $2.82  $11.28
 248  Buy  2016-04-15 16:10  Buy  â‚¬10,031.5  $0.00  1  ($3,258.88)  -1.14%  $451.92  12.26%    $2.82  $11.30
   Sell  2016-04-18 08:10  Stop Loss  â‚¬9,917.0    ($3,230.65)  $161,106.65    ($3,230.65)  0.00%  -87.74%  $2.82  $11.29
 249  Buy  2016-04-18 17:10  Buy  â‚¬10,051.0  $0.00  1  $2,235.60  0.80%  $3,936.03  94.56%    $2.83  $11.32
   Sell  2016-04-19 10:10  Exit Long  â‚¬10,131.0    $2,263.90  $163,342.24    ($226.44)  59.86%  54.42%  $2.83  $11.32
 250  Sell Short  2016-04-26 17:10  Sell  â‚¬10,238.5  $0.00  1  ($1,426.29)  -0.48%  $1,440.47  50.75%    $2.82  $11.30
   Buy to Cover  2016-04-27 14:10  Stop Loss  â‚¬10,288.0    ($1,398.04)  $161,915.96    ($1,398.04)  0.00%  -49.25%  $2.82  $11.30
 251  Buy  2016-04-27 21:10  Buy  â‚¬10,294.5  $0.00  1  ($1,970.85)  -0.67%  $806.02  29.38%    $2.83  $11.32
   Sell  2016-04-28 08:10  Stop Loss  â‚¬10,226.0    ($1,942.52)  $159,945.11    ($1,942.52)  0.00%  -70.62%  $2.84  $11.34
 252  Sell Short  2016-04-28 10:10  Sell  â‚¬10,194.0  $0.00  1  ($1,802.89)  -0.61%  $851.66  32.43%    $2.84  $11.36
   Buy to Cover  2016-04-28 10:10  Stop Loss  â‚¬10,256.5    ($1,774.50)  $158,142.22    ($1,774.50)  0.00%  -67.57%  $2.84  $11.36
 253  Buy  2016-04-28 18:10  Buy  â‚¬10,299.5  $0.00  1  ($1,830.51)  -0.62%  $84.95  4.51%    $2.83  $11.33
   Sell  2016-04-28 21:10  Stop Loss  â‚¬10,236.0    ($1,802.16)  $156,311.71    ($1,802.16)  0.00%  -95.49%  $2.84  $11.35
 254  Sell Short  2016-04-29 11:10  Sell  â‚¬10,177.5  $0.00  1  $3,150.71  1.09%  $5,103.58  82.64%    $2.85  $11.38
   Buy to Cover  2016-05-02 09:10  Exit Short  â‚¬10,066.5    $3,179.26  $159,462.42    ($1,068.12)  68.75%  51.39%  $2.86  $11.46
 255  Sell Short  2016-05-02 19:10  Sell  â‚¬10,049.5  $0.00  1  $3,680.69  1.28%  $4,939.00  76.29%    $2.88  $11.53
   Buy to Cover  2016-05-03 16:10  Exit Short  â‚¬9,921.0    $3,709.54  $163,143.11    ($1,526.33)  81.21%  57.49%  $2.89  $11.55
 256  Sell Short  2016-05-11 11:10  Sell  â‚¬9,931.5  $0.00  1  ($755.86)  -0.26%  $3,379.62  77.20%    $2.85  $11.39
   Buy to Cover  2016-05-12 12:10  Exit Short  â‚¬9,957.0    ($727.37)  $162,387.25    ($998.31)  6.19%  -16.61%  $2.85  $11.41
 257  Sell Short  2016-05-12 17:10  Sell  â‚¬9,852.0  $0.00  1  $227.42  0.09%  $1,966.64  76.67%    $2.85  $11.40
   Buy to Cover  2016-05-12 21:10  Exit Short  â‚¬9,843.0    $255.88  $162,614.66    ($598.61)  33.33%  10.00%  $2.84  $11.37
 258  Buy  2016-05-17 10:10  Buy  â‚¬9,979.5  $0.00  1  ($1,090.11)  -0.38%  $1,261.07  51.15%    $2.83  $11.34
   Sell  2016-05-17 12:10  Exit Long  â‚¬9,942.0    ($1,061.78)  $161,524.55    ($1,202.88)  5.75%  -43.10%  $2.83  $11.33
 259  Sell Short  2016-05-19 10:10  Sell  â‚¬9,780.0  $0.00  1  ($2,060.32)  -0.74%  $1,949.74  48.94%    $2.80  $11.22
   Buy to Cover  2016-05-20 08:10  Stop Loss  â‚¬9,852.5    ($2,032.28)  $159,464.23    ($2,032.28)  0.00%  -51.06%  $2.80  $11.21
 260  Sell Short  2016-05-31 18:10  Sell  â‚¬10,201.5  $0.00  1  $97.31  0.04%  $779.01  65.12%    $2.78  $11.14
   Buy to Cover  2016-06-01 08:10  Exit Short  â‚¬10,197.0    $125.13  $159,561.53    ($417.74)  45.35%  10.47%  $2.78  $11.12
 261  Sell Short  2016-06-01 13:10  Sell  â‚¬10,137.5  $0.00  1  ($656.71)  -0.22%  $905.82  53.28%    $2.79  $11.16
   Buy to Cover  2016-06-01 17:10  Exit Short  â‚¬10,160.0    ($628.80)  $158,904.82    ($794.43)  9.84%  -36.89%  $2.79  $11.18
 262  Sell Short  2016-06-16 15:10  Sell  â‚¬9,455.0  $0.00  1  ($1,255.47)  -0.47%  $2,257.37  64.80%    $2.79  $11.17
   Buy to Cover  2016-06-16 18:10  Stop Loss  â‚¬9,499.0    ($1,227.57)  $157,649.34    ($1,227.57)  0.00%  -35.20%  $2.79  $11.16
 263  Buy  2016-06-16 20:10  Buy  â‚¬9,574.5  $0.00  1  $8,829.62  3.27%  $10,330.05  86.67%    $2.81  $11.24
   Sell  2016-06-20 18:10  Exit Long  â‚¬9,887.5    $8,857.82  $166,478.96    ($1,575.27)  87.86%  74.52%  $2.83  $11.32
 264  Buy  2016-06-22 14:10  Buy  â‚¬10,068.0  $0.00  1  ($1,594.74)  -0.55%  $761.70  32.73%    $2.82  $11.28
   Sell  2016-06-22 18:10  Stop Loss  â‚¬10,012.5    ($1,566.53)  $164,884.22    ($1,566.53)  0.00%  -67.27%  $2.82  $11.29
 265  Buy  2016-06-23 12:10  Buy  â‚¬10,168.5  $0.00  1  $242.01  0.09%  $3,558.97  99.21%    $2.85  $11.39
   Sell  2016-06-23 15:10  Exit Long  â‚¬10,178.0    $270.48  $165,126.23    ($28.48)  8.33%  7.54%  $2.85  $11.39
 266  Sell Short  2016-07-05 09:10  Sell  â‚¬9,618.0  $0.00  1  $5,675.35  2.14%  $7,169.66  95.76%    $2.78  $11.13
   Buy to Cover  2016-07-06 10:10  Exit Short  â‚¬9,412.0    $5,703.11  $170,801.58    ($320.00)  80.26%  76.01%  $2.77  $11.07
 267  Sell Short  2016-07-07 20:10  Sell  â‚¬9,326.0  $0.00  1  ($1,537.10)  -0.58%  $580.36  27.81%    $2.76  $11.06
   Buy to Cover  2016-07-08 09:10  Stop Loss  â‚¬9,380.5    ($1,509.43)  $169,264.48    ($1,509.43)  0.00%  -72.19%  $2.77  $11.08
 268  Buy  2016-07-08 11:10  Buy  â‚¬9,417.0  $0.00  1  $6,357.43  2.46%  $8,991.16  95.46%    $2.77  $11.07
   Sell  2016-07-11 12:10  Exit Long  â‚¬9,648.5    $6,385.06  $175,621.91    ($429.03)  72.33%  67.79%  $2.76  $11.03
 269  Buy  2016-07-14 09:10  Buy  â‚¬9,912.5  $0.00  1  $809.33  0.30%  $3,536.91  94.44%    $2.77  $11.10
   Sell  2016-07-14 14:10  Exit Long  â‚¬9,942.5    $837.15  $176,431.23    ($208.30)  27.78%  22.22%  $2.79  $11.16
 270  Sell Short  2016-07-19 11:10  Sell  â‚¬9,897.0  $0.00  1  ($192.90)  -0.06%  $912.90  68.75%    $2.77  $11.07
   Buy to Cover  2016-07-19 15:10  Exit Short  â‚¬9,903.0    ($165.29)  $176,238.33    ($413.62)  18.75%  -12.50%  $2.75  $11.02
 271  Buy  2016-07-20 12:10  Buy  â‚¬10,037.5  $0.00  1  $771.69  0.29%  $2,895.95  95.02%    $2.75  $11.01
   Sell  2016-07-21 12:10  Exit Long  â‚¬10,066.5    $799.23  $177,010.02    ($151.37)  31.22%  26.24%  $2.76  $11.02
 272  Sell Short  2016-08-02 11:10  Sell  â‚¬10,180.5  $0.00  1  $1,723.27  0.61%  $3,257.25  96.27%    $2.80  $11.20
   Buy to Cover  2016-08-03 10:10  Exit Short  â‚¬10,118.0    $1,751.28  $178,733.29    ($126.02)  55.60%  51.87%  $2.80  $11.21
 273  Sell Short  2016-08-03 11:10  Sell  â‚¬10,056.0  $0.00  1  ($1,330.02)  -0.46%  $69.99  5.10%    $2.80  $11.20
   Buy to Cover  2016-08-03 11:10  Stop Loss  â‚¬10,102.5    ($1,302.02)  $177,403.27    ($1,302.02)  0.00%  -94.90%  $2.80  $11.20
 274  Buy  2016-08-09 11:10  Buy  â‚¬10,428.5  $0.00  1  $5,331.66  1.85%  $6,262.76  94.55%    $2.77  $11.09
   Sell  2016-08-09 20:10  Exit Long  â‚¬10,621.5    $5,359.42  $182,734.93    ($360.57)  86.37%  80.92%  $2.78  $11.11
 275  Buy  2016-08-11 09:10  Buy  â‚¬10,647.5  $0.00  1  ($1,100.91)  -0.36%  $1,270.19  54.17%    $2.79  $11.17
   Sell  2016-08-11 10:10  Stop Loss  â‚¬10,609.0    ($1,073.01)  $181,634.02    ($1,073.01)  0.00%  -45.83%  $2.79  $11.15
 276  Sell Short  2016-08-16 10:10  Sell  â‚¬10,617.5  $0.00  1  ($1,083.69)  -0.35%  $942.82  47.18%    $2.82  $11.27
   Buy to Cover  2016-08-16 11:10  Stop Loss  â‚¬10,655.0    ($1,055.53)  $180,550.33    ($1,055.53)  0.00%  -52.82%  $2.81  $11.26
 277  Sell Short  2016-08-16 15:10  Sell  â‚¬10,601.0  $0.00  1  ($1,635.47)  -0.54%  $126.87  7.32%    $2.82  $11.28
   Buy to Cover  2016-08-16 18:10  Stop Loss  â‚¬10,658.0    ($1,607.27)  $178,914.86    ($1,607.27)  0.00%  -92.68%  $2.82  $11.28
 278  Buy  2016-08-19 09:10  Buy  â‚¬10,569.0  $0.00  1  ($1,033.43)  -0.34%  $127.63  11.25%    $2.84  $11.35
   Sell  2016-08-19 10:10  Stop Loss  â‚¬10,533.5    ($1,005.09)  $177,881.43    ($1,005.09)  0.00%  -88.75%  $2.83  $11.33
 279  Sell Short  2016-08-19 12:10  Sell  â‚¬10,497.0  $0.00  1  ($1,383.83)  -0.46%  $1,230.63  47.54%    $2.83  $11.32
   Buy to Cover  2016-08-22 12:10  Stop Loss  â‚¬10,545.0    ($1,355.56)  $176,497.60    ($1,355.56)  0.00%  -52.46%  $2.82  $11.30
 280  Buy  2016-08-22 13:10  Buy  â‚¬10,543.0  $0.00  1  $1,061.15  0.37%  $1,909.49  87.66%    $2.82  $11.30
   Sell  2016-08-22 20:10  Exit Long  â‚¬10,581.5    $1,089.42  $177,558.76    ($268.60)  62.34%  50.00%  $2.83  $11.32
 281  Buy  2016-08-23 11:10  Buy  â‚¬10,534.5  $0.00  1  ($1,056.91)  -0.35%  $2,043.65  51.79%    $2.83  $11.33
   Sell  2016-08-25 10:10  Sell  â‚¬10,498.0    ($1,028.65)  $176,501.85    ($1,905.63)  22.14%  -26.07%  $2.82  $11.27
 282  Sell Short  2016-08-25 10:10  Sell  â‚¬10,498.0  $0.00  1  $649.15  0.23%  $2,214.50  80.10%    $2.82  $11.27
   Buy to Cover  2016-08-25 13:10  Exit Short  â‚¬10,474.0    $677.35  $177,151.00    ($550.63)  44.39%  24.49%  $2.82  $11.29
 283  Buy  2016-09-01 12:10  Buy  â‚¬10,611.5  $0.00  1  ($1,323.26)  -0.44%  $97.50  7.00%    $2.79  $11.14
   Sell  2016-09-01 15:10  Stop Loss  â‚¬10,565.0    ($1,295.40)  $175,827.74    ($1,295.40)  0.00%  -93.00%  $2.79  $11.14
 284  Sell Short  2016-09-01 17:10  Sell  â‚¬10,556.5  $0.00  1  $1,217.76  0.42%  $3,202.79  97.86%    $2.80  $11.19
   Buy to Cover  2016-09-01 20:10  Exit Short  â‚¬10,512.0    $1,245.74  $177,045.50    ($69.94)  40.17%  38.03%  $2.80  $11.20
 285  Sell Short  2016-09-02 10:10  Sell  â‚¬10,490.5  $0.00  1  ($1,105.79)  -0.37%  $685.34  38.89%    $2.80  $11.19
   Buy to Cover  2016-09-02 15:10  Stop Loss  â‚¬10,529.0    ($1,077.81)  $175,939.71    ($1,077.81)  0.00%  -61.11%  $2.80  $11.20
 286  Buy  2016-09-02 18:10  Buy  â‚¬10,625.0  $0.00  1  $1,158.44  0.40%  $2,319.62  87.83%    $2.79  $11.15
   Sell  2016-09-05 11:10  Exit Long  â‚¬10,667.5    $1,186.33  $177,098.14    ($320.66)  57.14%  44.97%  $2.79  $11.17
 287  Buy  2016-09-06 09:10  Buy  â‚¬10,651.5  $0.00  1  ($446.57)  -0.14%  $557.88  57.14%    $2.79  $11.16
   Sell  2016-09-06 10:10  Stop Loss  â‚¬10,636.5    ($418.67)  $176,651.57    ($418.67)  0.00%  -42.86%  $2.79  $11.16
 288  Sell Short  2016-09-08 15:10  Sell  â‚¬10,641.5  $0.00  1  ($1,284.35)  -0.42%  $0.00  0.00%    $2.82  $11.29
   Buy to Cover  2016-09-08 15:10  Stop Loss  â‚¬10,686.0    ($1,256.12)  $175,367.22    ($1,256.12)  0.00%  -100.00%  $2.82  $11.29
 289  Sell Short  2016-09-13 17:10  Sell  â‚¬10,381.5  $0.00  1  ($1,349.50)  -0.45%  $2,611.56  66.43%    $2.81  $11.25
   Buy to Cover  2016-09-15 21:10  Stop Loss  â‚¬10,428.5    ($1,321.38)  $174,017.73    ($1,321.38)  0.00%  -33.57%  $2.81  $11.25
 290  Buy  2016-09-20 11:10  Buy  â‚¬10,378.5  $0.00  1  $1,658.44  0.58%  $2,774.63  69.82%    $2.80  $11.19
   Sell  2016-09-21 11:10  Exit Long  â‚¬10,439.0    $1,686.36  $175,676.16    ($1,200.69)  72.63%  42.46%  $2.79  $11.15
 291  Sell Short  2016-09-27 11:10  Sell  â‚¬10,351.0  $0.00  1  $1,413.39  0.50%  $3,784.12  90.00%    $2.81  $11.25
   Buy to Cover  2016-09-27 17:10  Exit Short  â‚¬10,299.5    $1,441.45  $177,089.56    ($421.71)  44.33%  34.33%  $2.80  $11.20
 292  Sell Short  2016-10-07 10:10  Sell  â‚¬10,488.5  $0.00  1  ($319.93)  -0.10%  $1,472.76  54.64%    $2.78  $11.12
   Buy to Cover  2016-10-07 12:10  Exit Short  â‚¬10,499.0    ($292.12)  $176,769.63    ($1,223.76)  34.54%  -10.82%  $2.78  $11.13
 293  Sell Short  2016-10-07 13:10  Sell  â‚¬10,469.0  $0.00  1  ($2,106.18)  -0.71%  $1,771.32  46.01%    $2.78  $11.14
   Buy to Cover  2016-10-10 14:10  Stop Loss  â‚¬10,543.5    ($2,078.31)  $174,663.45    ($2,078.31)  0.00%  -53.99%  $2.79  $11.16
 294  Buy  2016-10-10 15:10  Buy  â‚¬10,527.0  $0.00  1  ($331.46)  -0.10%  $3,350.85  79.34%    $2.79  $11.15
   Sell  2016-10-12 10:10  Sell  â‚¬10,516.0    ($303.71)  $174,332.00    ($869.73)  13.44%  -7.21%  $2.76  $11.04
 295  Sell Short  2016-10-12 10:10  Sell  â‚¬10,516.0  $0.00  1  $4,106.41  1.43%  $5,601.95  82.72%    $2.76  $11.04
   Buy to Cover  2016-10-13 12:10  Exit Short  â‚¬10,366.0    $4,134.00  $178,438.41    ($1,173.41)  78.25%  60.98%  $2.76  $11.02
 296  Buy  2016-10-18 10:10  Buy  â‚¬10,532.5  $0.00  1  $1,248.98  0.44%  $2,277.21  88.30%    $2.75  $11.02
   Sell  2016-10-19 08:10  Exit Long  â‚¬10,579.0    $1,276.48  $179,687.40    ($303.01)  61.17%  49.47%  $2.75  $10.98
 297  Buy  2016-10-19 16:10  Buy  â‚¬10,601.0  $0.00  1  ($849.95)  -0.28%  $1,438.46  63.64%    $2.74  $10.97
   Sell  2016-10-20 15:10  Stop Loss  â‚¬10,571.0    ($822.52)  $178,837.45    ($822.52)  0.00%  -36.36%  $2.74  $10.97
 298  Buy  2016-10-24 09:10  Buy  â‚¬10,690.5  $0.00  1  $1,047.69  0.37%  $2,477.18  96.30%    $2.72  $10.88
   Sell  2016-10-24 18:10  Exit Long  â‚¬10,730.0    $1,074.89  $179,885.14    ($95.20)  45.50%  41.80%  $2.72  $10.89
 299  Sell Short  2016-10-26 09:10  Sell  â‚¬10,709.5  $0.00  1  $1,638.63  0.57%  $3,304.66  94.90%    $2.73  $10.91
   Buy to Cover  2016-10-26 15:10  Exit Short  â‚¬10,648.5    $1,665.93  $181,523.77    ($177.26)  52.94%  47.84%  $2.73  $10.92
 300  Sell Short  2016-10-28 20:10  Sell  â‚¬10,617.0  $0.00  1  ($1,850.48)  -0.63%  $727.52  28.49%    $2.75  $10.98
   Buy to Cover  2016-11-01 08:10  Stop Loss  â‚¬10,683.5    ($1,823.05)  $179,673.29    ($1,823.05)  0.00%  -71.51%  $2.74  $10.97
 301  Sell Short  2016-11-01 16:10  Sell  â‚¬10,579.0  $0.00  1  $3,123.11  1.08%  $4,550.07  99.40%    $2.76  $11.05
   Buy to Cover  2016-11-01 22:00  Exit Short  â‚¬10,465.0    $3,150.73  $182,796.39    ($27.61)  69.49%  68.88%  $2.76  $11.06
 302  Sell Short  2016-11-04 21:10  Sell  â‚¬10,185.0  $0.00  1  ($6,044.07)  -2.14%  $695.92  10.31%    $2.78  $11.14
   Buy to Cover  2016-11-07 08:10  Stop Loss  â‚¬10,402.5    ($6,016.32)  $176,752.32    ($6,016.32)  0.00%  -89.69%  $2.77  $11.06
 303  Buy  2016-11-08 19:10  Buy  â‚¬10,461.5  $0.00  1  ($13,252.38)  -4.52%  $1,432.11  9.90%    $2.76  $11.03
   Sell  2016-11-09 08:10  Stop Loss  â‚¬9,988.5    ($13,224.61)  $163,499.95    ($13,224.61)  0.00%  -90.10%  $2.80  $11.18
 304  Buy  2016-11-09 17:10  Buy  â‚¬10,486.5  $0.00  1  $4,629.41  1.63%  $7,411.68  89.46%    $2.74  $10.95
   Sell  2016-11-10 15:10  Exit Long  â‚¬10,657.5    $4,656.71  $168,129.35    ($876.38)  66.89%  56.34%  $2.72  $10.89
 305  Sell Short  2016-11-16 14:10  Sell  â‚¬10,629.5  $0.00  1  ($0.03)  0.01%  $1,603.99  78.43%    $2.68  $10.70
   Buy to Cover  2016-11-16 17:10  Exit Short  â‚¬10,628.5    $26.68  $168,129.32    ($441.38)  22.88%  1.31%  $2.67  $10.67
 306  Sell Short  2016-11-17 10:10  Sell  â‚¬10,592.5  $0.00  1  ($737.50)  -0.25%  $268.15  27.40%    $2.68  $10.73
   Buy to Cover  2016-11-17 10:10  Stop Loss  â‚¬10,619.0    ($710.68)  $167,391.82    ($710.68)  0.00%  -72.60%  $2.68  $10.73
 307  Buy  2016-11-17 19:10  Buy  â‚¬10,671.5  $0.00  1  ($1,073.73)  -0.37%  $1,045.83  50.00%    $2.66  $10.64
   Sell  2016-11-18 10:10  Stop Loss  â‚¬10,632.0    ($1,047.17)  $166,318.10    ($1,047.17)  0.00%  -50.00%  $2.65  $10.60
 308  Sell Short  2016-11-23 12:10  Sell  â‚¬10,646.5  $0.00  1  $343.04  0.13%  $2,201.46  95.98%    $2.66  $10.63
   Buy to Cover  2016-11-23 18:10  Exit Short  â‚¬10,632.5    $369.52  $166,661.13    ($92.25)  20.11%  16.09%  $2.64  $10.56
 309  Buy  2016-11-30 10:10  Buy  â‚¬10,608.5  $0.00  1  ($980.46)  -0.34%  $1,278.62  57.14%    $2.66  $10.66
   Sell  2016-11-30 21:10  Stop Loss  â‚¬10,572.5    ($953.89)  $165,680.67    ($953.89)  0.00%  -42.86%  $2.65  $10.60
 310  Sell Short  2016-12-01 09:10  Sell  â‚¬10,561.0  $0.00  1  $4,181.42  1.50%  $5,255.87  87.39%    $2.65  $10.62
   Buy to Cover  2016-12-02 15:10  Exit Short  â‚¬10,403.0    $4,208.01  $169,862.09    ($756.15)  82.52%  69.91%  $2.66  $10.65
 311  Sell Short  2016-12-12 19:10  Sell  â‚¬11,130.5  $0.00  1  ($983.90)  -0.32%  $438.97  31.43%    $2.66  $10.64
   Buy to Cover  2016-12-13 09:10  Stop Loss  â‚¬11,166.5    ($957.30)  $168,878.19    ($957.30)  0.00%  -68.57%  $2.66  $10.64
 312  Buy  2016-12-13 10:10  Buy  â‚¬11,183.5  $0.00  1  $1,021.13  0.35%  $1,910.29  95.36%    $2.66  $10.62
   Sell  2016-12-13 14:10  Exit Long  â‚¬11,223.0    $1,047.67  $169,899.32    ($92.95)  56.95%  52.32%  $2.65  $10.61
 313  Buy  2016-12-15 17:10  Buy  â‚¬11,283.0  $0.00  1  $768.03  0.27%  $2,063.78  89.83%    $2.60  $10.40
   Sell  2016-12-15 21:10  Exit Long  â‚¬11,313.5    $794.05  $170,667.35    ($234.03)  44.63%  34.46%  $2.60  $10.41
 314  Buy  2016-12-19 19:10  Buy  â‚¬11,386.0  $0.00  1  ($585.10)  -0.19%  $286.08  33.85%    $2.61  $10.45
   Sell  2016-12-19 22:00  Stop Loss  â‚¬11,364.5    ($559.04)  $170,082.26    ($559.04)  0.00%  -66.15%  $2.60  $10.40
 315  Buy  2016-12-21 10:10  Buy  â‚¬11,432.5  $0.00  1  ($535.32)  -0.17%  $416.01  45.07%    $2.60  $10.40
   Sell  2016-12-22 08:10  Stop Loss  â‚¬11,413.0    ($509.26)  $169,546.93    ($509.26)  0.00%  -54.93%  $2.61  $10.45
 316  Sell Short  2016-12-22 17:10  Sell  â‚¬11,398.5  $0.00  1  ($535.83)  -0.17%  $130.67  20.41%    $2.61  $10.46
   Buy to Cover  2016-12-22 17:10  Stop Loss  â‚¬11,418.0    ($509.69)  $169,011.10    ($509.69)  0.00%  -79.59%  $2.61  $10.46
 317  Sell Short  2016-12-28 20:10  Sell  â‚¬11,409.0  $0.00  1  ($78.45)  -0.02%  $809.98  79.49%    $2.60  $10.40
   Buy to Cover  2016-12-29 11:10  Exit Short  â‚¬11,411.0    ($52.36)  $168,932.65    ($209.15)  15.38%  -5.13%  $2.62  $10.47
 318  Sell Short  2017-01-04 13:10  Sell  â‚¬11,502.0  $0.00  1  ($1,070.24)  -0.35%  $104.34  9.09%    $2.61  $10.44
   Buy to Cover  2017-01-04 15:10  Stop Loss  â‚¬11,542.0    ($1,044.14)  $167,862.42    ($1,044.14)  0.00%  -90.91%  $2.61  $10.44
 319  Sell Short  2017-01-04 17:10  Sell  â‚¬11,511.0  $0.00  1  ($824.77)  -0.26%  $131.00  14.08%    $2.62  $10.48
   Buy to Cover  2017-01-04 18:10  Stop Loss  â‚¬11,541.5    ($798.57)  $167,037.65    ($798.57)  0.00%  -85.92%  $2.62  $10.47
 320  Buy  2017-01-05 12:10  Buy  â‚¬11,557.0  $0.00  1  ($1,127.58)  -0.36%  $39.33  3.45%    $2.62  $10.49
   Sell  2017-01-05 12:10  Stop Loss  â‚¬11,515.0    ($1,101.36)  $165,910.07    ($1,101.36)  0.00%  -96.55%  $2.62  $10.49
 321  Buy  2017-01-05 20:10  Buy  â‚¬11,552.0  $0.00  1  ($940.19)  -0.30%  $132.35  12.66%    $2.65  $10.59
   Sell  2017-01-06 09:10  Stop Loss  â‚¬11,517.5    ($913.72)  $164,969.88    ($913.72)  0.00%  -87.34%  $2.65  $10.59
 322  Buy  2017-01-06 20:10  Buy  â‚¬11,578.0  $0.00  1  ($737.73)  -0.23%  $500.59  41.30%    $2.63  $10.53
   Sell  2017-01-09 09:10  Stop Loss  â‚¬11,551.0    ($711.39)  $164,232.15    ($711.39)  0.00%  -58.70%  $2.63  $10.54
 323  Sell Short  2017-01-09 11:10  Sell  â‚¬11,514.0  $0.00  1  ($1,218.86)  -0.39%  $777.24  39.60%    $2.63  $10.52
   Buy to Cover  2017-01-10 09:10  Stop Loss  â‚¬11,559.0    ($1,192.46)  $163,013.29    ($1,192.46)  0.00%  -60.40%  $2.65  $10.60
 324  Sell Short  2017-01-24 11:10  Sell  â‚¬11,512.5  $0.00  1  ($644.20)  -0.20%  $0.00  0.00%    $2.68  $10.74
   Buy to Cover  2017-01-24 11:10  Stop Loss  â‚¬11,535.5    ($617.36)  $162,369.09    ($617.36)  0.00%  -100.00%  $2.68  $10.74
 325  Buy  2017-01-24 20:10  Buy  â‚¬11,576.0  $0.00  1  $6,394.41  2.07%  $7,639.11  99.13%    $2.68  $10.73
   Sell  2017-01-26 15:10  Exit Long  â‚¬11,816.0    $6,421.20  $168,763.50    ($67.05)  84.49%  83.62%  $2.68  $10.70
 326  Sell Short  2017-02-08 15:10  Sell  â‚¬11,502.0  $0.00  1  ($1,162.91)  -0.37%  $1,644.19  59.13%    $2.67  $10.69
   Buy to Cover  2017-02-09 09:10  Stop Loss  â‚¬11,544.5    ($1,136.18)  $167,600.59    ($1,136.18)  0.00%  -40.87%  $2.67  $10.69
 327  Buy  2017-02-09 13:10  Buy  â‚¬11,546.5  $0.00  1  $1,674.39  0.55%  $3,631.89  94.79%    $2.67  $10.69
   Sell  2017-02-10 13:10  Exit Long  â‚¬11,610.5    $1,701.04  $169,274.99    ($200.33)  49.65%  44.44%  $2.66  $10.63
 328  Buy  2017-02-14 20:10  Buy  â‚¬11,752.5  $0.00  1  $685.73  0.23%  $1,556.69  90.08%    $2.64  $10.57
   Sell  2017-02-15 12:10  Exit Long  â‚¬11,779.5    $712.12  $169,960.72    ($171.79)  51.15%  41.22%  $2.64  $10.55
 329  Buy  2017-02-15 18:10  Buy  â‚¬11,760.5  $0.00  1  ($1,532.24)  -0.48%  $438.68  22.60%    $2.65  $10.60
   Sell  2017-02-16 16:10  Stop Loss  â‚¬11,704.0    ($1,505.67)  $168,428.48    ($1,505.67)  0.00%  -77.40%  $2.66  $10.66
 330  Sell Short  2017-02-17 12:10  Sell  â‚¬11,661.0  $0.00  1  ($1,118.90)  -0.35%  $186.30  14.58%    $2.66  $10.65
   Buy to Cover  2017-02-17 13:10  Stop Loss  â‚¬11,702.0    ($1,092.27)  $167,309.58    ($1,092.27)  0.00%  -85.42%  $2.66  $10.66
 331  Buy  2017-03-01 09:10  Buy  â‚¬11,849.5  $0.00  1  $4,933.64  1.59%  $5,683.06  99.77%    $2.63  $10.53
   Sell  2017-03-02 08:10  Exit Long  â‚¬12,038.0    $4,959.95  $172,243.21    ($13.16)  87.50%  87.27%  $2.63  $10.53
 332  Sell Short  2017-03-03 17:10  Sell  â‚¬11,971.0  $0.00  1  ($898.29)  -0.28%  $329.84  27.47%    $2.64  $10.56
   Buy to Cover  2017-03-03 19:10  Stop Loss  â‚¬12,004.0    ($871.88)  $171,344.92    ($871.88)  0.00%  -72.53%  $2.64  $10.57
 333  Sell Short  2017-03-06 10:10  Sell  â‚¬11,921.5  $0.00  1  ($967.21)  -0.30%  $797.38  45.80%    $2.66  $10.63
   Buy to Cover  2017-03-06 11:10  Stop Loss  â‚¬11,957.0    ($940.67)  $170,377.71    ($940.67)  0.00%  -54.20%  $2.65  $10.60
 334  Buy  2017-03-09 17:10  Buy  â‚¬11,970.0  $0.00  1  ($1,057.22)  -0.33%  $541.76  34.45%    $2.64  $10.57
   Sell  2017-03-09 17:10  Stop Loss  â‚¬11,931.0    ($1,030.79)  $169,320.49    ($1,030.79)  0.00%  -65.55%  $2.64  $10.57
 335  Buy  2017-03-10 09:10  Buy  â‚¬11,985.0  $0.00  1  ($438.38)  -0.13%  $1,286.10  72.93%    $2.65  $10.60
   Sell  2017-03-10 16:10  Exit Long  â‚¬11,969.5    ($411.84)  $168,882.11    ($479.02)  3.76%  -23.31%  $2.66  $10.63
 336  Sell Short  2017-03-10 18:10  Sell  â‚¬11,916.0  $0.00  1  ($1,373.60)  -0.42%  $520.35  27.86%    $2.67  $10.67
   Buy to Cover  2017-03-13 15:10  Stop Loss  â‚¬11,966.5    ($1,346.94)  $167,508.51    ($1,346.94)  0.00%  -72.14%  $2.67  $10.67
 337  Sell Short  2017-03-14 14:10  Sell  â‚¬11,928.5  $0.00  1  ($731.07)  -0.22%  $943.60  56.80%    $2.66  $10.63
   Buy to Cover  2017-03-14 15:10  Exit Short  â‚¬11,955.0    ($704.48)  $166,777.44    ($717.75)  0.80%  -42.40%  $2.66  $10.63
 338  Buy  2017-03-17 19:10  Buy  â‚¬12,060.0  $0.00  1  ($657.87)  -0.19%  $214.75  25.40%    $2.69  $10.75
   Sell  2017-03-17 21:10  Stop Loss  â‚¬12,036.5    ($631.00)  $166,119.58    ($631.00)  0.00%  -74.60%  $2.69  $10.74
 339  Sell Short  2017-03-22 19:10  Sell  â‚¬11,860.5  $0.00  1  ($1,133.94)  -0.35%  $108.08  8.89%    $2.70  $10.81
   Buy to Cover  2017-03-22 21:10  Stop Loss  â‚¬11,901.5    ($1,106.93)  $164,985.64    ($1,106.93)  0.00%  -91.11%  $2.70  $10.80
 340  Buy  2017-03-30 17:10  Buy  â‚¬12,185.5  $0.00  1  $3,066.91  0.95%  $4,282.10  94.41%    $2.68  $10.73
   Sell  2017-04-03 11:10  Exit Long  â‚¬12,301.5    $3,093.66  $168,052.55    ($253.76)  73.82%  68.24%  $2.67  $10.67
 341  Buy  2017-04-05 17:10  Buy  â‚¬12,242.5  $0.00  1  ($1,079.76)  -0.32%  $146.62  12.22%    $2.67  $10.66
   Sell  2017-04-05 17:10  Stop Loss  â‚¬12,203.0    ($1,053.10)  $166,972.79    ($1,053.10)  0.00%  -87.78%  $2.67  $10.66
 342  Sell Short  2017-04-07 10:10  Sell  â‚¬12,124.5  $0.00  1  ($1,062.35)  -0.32%  $584.14  36.07%    $2.66  $10.64
   Buy to Cover  2017-04-07 16:10  Stop Loss  â‚¬12,163.5    ($1,035.77)  $165,910.43    ($1,035.77)  0.00%  -63.93%  $2.66  $10.62
 343  Buy  2017-04-07 19:10  Buy  â‚¬12,183.5  $0.00  1  ($925.63)  -0.28%  $1,283.36  58.79%    $2.65  $10.60
   Sell  2017-04-10 12:10  Stop Loss  â‚¬12,149.5    ($899.16)  $164,984.80    ($899.16)  0.00%  -41.21%  $2.64  $10.58
 344  Sell Short  2017-04-10 13:10  Sell  â‚¬12,145.0  $0.00  1  ($1,060.46)  -0.32%  $105.95  9.30%    $2.64  $10.58
   Buy to Cover  2017-04-10 18:10  Stop Loss  â‚¬12,184.0    ($1,033.98)  $163,924.35    ($1,033.98)  0.00%  -90.70%  $2.65  $10.60
 345  Sell Short  2017-04-13 19:10  Sell  â‚¬12,056.0  $0.00  1  ($1,717.47)  -0.53%  $823.14  32.80%    $2.66  $10.62
   Buy to Cover  2017-04-18 08:10  Stop Loss  â‚¬12,119.5    ($1,690.88)  $162,206.88    ($1,690.88)  0.00%  -67.20%  $2.66  $10.65
 346  Sell Short  2017-04-18 13:10  Sell  â‚¬11,993.0  $0.00  1  ($213.94)  -0.06%  $1,055.61  69.91%    $2.67  $10.67
   Buy to Cover  2017-04-18 17:10  Exit Short  â‚¬12,000.0    ($187.23)  $161,992.94    ($454.36)  17.70%  -12.39%  $2.67  $10.70
 347  Sell Short  2017-04-19 19:10  Sell  â‚¬11,968.5  $0.00  1  $430.24  0.14%  $1,919.94  96.62%    $2.68  $10.71
   Buy to Cover  2017-04-20 10:10  Exit Short  â‚¬11,951.5    $457.08  $162,423.18    ($66.95)  26.35%  22.97%  $2.69  $10.75
 348  Buy  2017-04-20 21:10  Buy  â‚¬12,011.5  $0.00  1  ($724.34)  -0.22%  $214.45  23.53%    $2.68  $10.72
   Sell  2017-04-21 09:10  Stop Loss  â‚¬11,985.5    ($697.52)  $161,698.84    ($697.52)  0.00%  -76.47%  $2.68  $10.73
 349  Buy  2017-04-21 13:10  Buy  â‚¬12,004.0  $0.00  1  $10,894.03  3.34%  $12,211.79  97.29%    $2.67  $10.70
   Sell  2017-04-25 13:10  Exit Long  â‚¬12,405.5    $10,921.00  $172,592.87    ($334.33)  89.71%  87.00%  $2.72  $10.88
 350  Buy  2017-04-26 17:10  Buy  â‚¬12,435.0  $0.00  1  ($611.42)  -0.17%  $203.78  25.86%    $2.72  $10.88
   Sell  2017-04-26 18:10  Stop Loss  â‚¬12,413.5    ($584.24)  $171,981.45    ($584.24)  0.00%  -74.14%  $2.72  $10.87
 351  Sell Short  2017-04-27 19:10  Sell  â‚¬12,392.5  $0.00  1  ($818.51)  -0.23%  $871.11  52.46%    $2.72  $10.88
   Buy to Cover  2017-05-02 09:10  Stop Loss  â‚¬12,421.5    ($791.27)  $171,162.93    ($791.27)  0.00%  -47.54%  $2.73  $10.91
 352  Buy  2017-05-02 10:10  Buy  â‚¬12,428.5  $0.00  1  ($613.68)  -0.17%  $40.91  6.52%    $2.73  $10.91
   Sell  2017-05-02 10:10  Stop Loss  â‚¬12,407.0    ($586.41)  $170,549.25    ($586.41)  0.00%  -93.48%  $2.73  $10.91
 353  Buy  2017-05-05 16:10  Buy  â‚¬12,600.0  $0.00  1  $3,759.86  1.10%  $4,797.57  95.62%    $2.75  $10.98
   Sell  2017-05-08 09:10  Exit Long  â‚¬12,738.0    $3,787.31  $174,309.11    ($219.61)  80.00%  75.62%  $2.74  $10.98
 354  Buy  2017-05-09 12:10  Buy  â‚¬12,698.5  $0.00  1  ($925.17)  -0.26%  $776.57  46.34%    $2.73  $10.90
   Sell  2017-05-09 20:10  Stop Loss  â‚¬12,665.5    ($897.94)  $173,383.93    ($897.94)  0.00%  -53.66%  $2.72  $10.88
 355  Buy  2017-05-10 16:10  Buy  â‚¬12,711.0  $0.00  1  ($652.10)  -0.18%  $326.06  34.29%    $2.72  $10.87
   Sell  2017-05-10 17:10  Stop Loss  â‚¬12,688.0    ($624.93)  $172,731.84    ($624.93)  0.00%  -65.71%  $2.72  $10.87
 356  Buy  2017-05-15 18:10  Buy  â‚¬12,732.0  $0.00  1  ($1,360.35)  -0.38%  $1,203.58  47.54%    $2.74  $10.98
   Sell  2017-05-17 08:10  Stop Loss  â‚¬12,684.0    ($1,332.74)  $171,371.48    ($1,332.74)  0.00%  -52.46%  $2.78  $11.11
 357  Sell Short  2017-05-17 10:10  Sell  â‚¬12,652.5  $0.00  1  ($1,040.34)  -0.29%  $41.61  3.95%    $2.77  $11.10
   Buy to Cover  2017-05-17 10:10  Stop Loss  â‚¬12,689.0    ($1,012.60)  $170,331.14    ($1,012.60)  0.00%  -96.05%  $2.77  $11.10
 358  Sell Short  2017-05-17 16:10  Sell  â‚¬12,637.5  $0.00  1  $2,588.76  0.74%  $4,419.65  88.55%    $2.78  $11.13
   Buy to Cover  2017-05-18 09:10  Exit Short  â‚¬12,543.5    $2,616.58  $172,919.90    ($570.31)  63.97%  52.51%  $2.78  $11.13
 359  Sell Short  2017-05-18 19:10  Sell  â‚¬12,498.0  $0.00  1  ($1,372.02)  -0.39%  $69.54  4.90%    $2.78  $11.13
   Buy to Cover  2017-05-18 20:10  Stop Loss  â‚¬12,546.5    ($1,344.25)  $171,547.88    ($1,344.25)  0.00%  -95.10%  $2.77  $11.09
 360  Buy  2017-05-23 19:10  Buy  â‚¬12,603.5  $0.00  1  ($1,048.41)  -0.29%  $69.88  6.41%    $2.80  $11.19
   Sell  2017-05-24 09:10  Stop Loss  â‚¬12,567.0    ($1,020.44)  $170,499.47    ($1,020.44)  0.00%  -93.59%  $2.80  $11.18
 361  Sell Short  2017-05-30 10:10  Sell  â‚¬12,522.0  $0.00  1  ($626.90)  -0.17%  $696.47  53.76%    $2.79  $11.14
   Buy to Cover  2017-05-30 10:10  Stop Loss  â‚¬12,543.5    ($599.04)  $169,872.57    ($599.04)  0.00%  -46.24%  $2.79  $11.14
 362  Buy  2017-06-01 20:10  Buy  â‚¬12,625.5  $0.00  1  $3,947.00  1.12%  $5,287.00  93.78%    $2.80  $11.21
   Sell  2017-06-02 16:10  Exit Long  â‚¬12,766.5    $3,975.11  $173,819.57    ($350.47)  76.37%  70.15%  $2.82  $11.28
 363  Buy  2017-06-08 14:10  Buy  â‚¬12,669.0  $0.00  1  ($1,079.32)  -0.30%  $42.09  3.85%    $2.81  $11.22
   Sell  2017-06-08 16:10  Stop Loss  â‚¬12,631.5    ($1,051.27)  $172,740.24    ($1,051.27)  0.00%  -96.15%  $2.80  $11.21
 364  Buy  2017-06-08 20:10  Buy  â‚¬12,663.5  $0.00  1  $530.76  0.16%  $2,741.26  76.26%    $2.80  $11.21
   Sell  2017-06-09 14:10  Exit Long  â‚¬12,683.5    $558.75  $173,271.00    ($853.39)  39.30%  15.56%  $2.79  $11.17
 365  Sell Short  2017-06-12 13:10  Sell  â‚¬12,630.0  $0.00  1  ($265.84)  -0.07%  $784.23  51.38%    $2.81  $11.22
   Buy to Cover  2017-06-13 08:10  Exit Short  â‚¬12,638.5    ($237.82)  $173,005.17    ($742.30)  33.03%  -15.60%  $2.80  $11.19
 366  Sell Short  2017-06-23 13:10  Sell  â‚¬12,665.5  $0.00  1  ($391.95)  -0.10%  $1,608.52  71.43%    $2.79  $11.17
   Buy to Cover  2017-06-23 18:10  Exit Short  â‚¬12,678.5    ($363.99)  $172,613.22    ($644.12)  12.42%  -16.15%  $2.80  $11.20
 367  Buy  2017-06-26 10:10  Buy  â‚¬12,733.0  $0.00  1  $238.19  0.07%  $1,247.46  90.82%    $2.80  $11.20
   Sell  2017-06-26 16:10  Exit Long  â‚¬12,742.5    $266.20  $172,851.41    ($125.95)  28.57%  19.39%  $2.80  $11.21
 368  Sell Short  2017-06-27 09:10  Sell  â‚¬12,677.5  $0.00  1  $577.44  0.17%  $2,811.48  87.72%    $2.80  $11.19
   Buy to Cover  2017-06-27 13:10  Exit Short  â‚¬12,656.0    $605.51  $173,428.85    ($391.73)  31.14%  18.86%  $2.82  $11.27
 369  Sell Short  2017-06-29 13:10  Sell  â‚¬12,546.5  $0.00  1  $6,089.01  1.71%  $7,506.38  90.21%    $2.85  $11.41
   Buy to Cover  2017-06-30 08:10  Exit Short  â‚¬12,332.5    $6,117.56  $179,517.87    ($813.23)  83.33%  73.54%  $2.86  $11.43
 370  Buy  2017-07-04 10:10  Buy  â‚¬12,375.5  $0.00  1  ($1,065.17)  -0.29%  $1,249.25  54.66%    $2.84  $11.36
   Sell  2017-07-05 09:10  Stop Loss  â‚¬12,339.0    ($1,036.77)  $178,452.69    ($1,036.77)  0.00%  -45.34%  $2.84  $11.36
 371  Sell Short  2017-07-17 11:10  Sell  â‚¬12,534.5  $0.00  1  ($644.82)  -0.17%  $1,746.25  67.40%    $2.86  $11.45
   Buy to Cover  2017-07-17 14:10  Exit Short  â‚¬12,556.0    ($616.18)  $177,807.87    ($845.60)  8.84%  -23.76%  $2.87  $11.46
 372  Sell Short  2017-07-21 13:10  Sell  â‚¬12,349.0  $0.00  1  $5,062.24  1.41%  $6,584.74  99.56%    $2.91  $11.64
   Buy to Cover  2017-07-21 19:10  Exit Short  â‚¬12,174.5    $5,091.39  $182,870.11    ($29.11)  77.31%  76.87%  $2.92  $11.67
 373  Sell Short  2017-07-31 18:10  Sell  â‚¬12,043.5  $0.00  1  ($1,358.81)  -0.37%  $723.39  35.25%    $2.95  $11.82
   Buy to Cover  2017-08-01 09:10  Stop Loss  â‚¬12,088.5    ($1,329.27)  $181,511.30    ($1,329.27)  0.00%  -64.75%  $2.95  $11.82
 374  Buy  2017-08-01 12:10  Buy  â‚¬12,101.0  $0.00  1  $2,895.24  0.82%  $4,072.35  88.46%    $2.95  $11.82
   Sell  2017-08-02 08:10  Exit Long  â‚¬12,200.0    $2,924.78  $184,406.54    ($531.50)  75.00%  63.46%  $2.95  $11.82
 375  Sell Short  2017-08-10 12:10  Sell  â‚¬12,003.5  $0.00  1  $2,705.45  0.77%  $3,970.45  82.32%    $2.93  $11.71
   Buy to Cover  2017-08-11 13:10  Exit Short  â‚¬11,910.5    $2,734.78  $187,111.99    ($850.40)  74.39%  56.71%  $2.94  $11.76
 376  Sell Short  2017-08-17 12:10  Sell  â‚¬12,155.0  $0.00  1  ($1,257.42)  -0.35%  $73.12  5.62%    $2.93  $11.70
   Buy to Cover  2017-08-17 14:10  Stop Loss  â‚¬12,197.0    ($1,228.17)  $185,854.57    ($1,228.17)  0.00%  -94.38%  $2.92  $11.70
 377  Sell Short  2017-08-17 16:10  Sell  â‚¬12,166.5  $0.00  1  $2,775.50  0.78%  $4,370.21  91.41%    $2.93  $11.74
   Buy to Cover  2017-08-18 13:10  Exit Short  â‚¬12,071.0    $2,804.86  $188,630.07    ($410.82)  67.18%  58.59%  $2.94  $11.75
 378  Sell Short  2017-08-21 10:10  Sell  â‚¬12,064.0  $0.00  1  $1,758.45  0.50%  $3,205.55  81.89%    $2.94  $11.74
   Buy to Cover  2017-08-21 19:10  Exit Short  â‚¬12,003.5    $1,787.91  $190,388.52    ($705.98)  63.77%  45.66%  $2.96  $11.82
 379  Buy  2017-08-22 10:10  Buy  â‚¬12,091.0  $0.00  1  $2,151.24  0.61%  $3,489.97  79.26%    $2.95  $11.78
   Sell  2017-08-23 11:10  Exit Long  â‚¬12,165.0    $2,180.71  $192,539.77    ($911.22)  70.23%  49.50%  $2.95  $11.79
 380  Sell Short  2017-08-24 19:10  Sell  â‚¬12,121.0  $0.00  1  ($1,076.56)  -0.29%  $1,546.66  54.12%    $2.95  $11.81
   Buy to Cover  2017-08-25 11:10  Exit Short  â‚¬12,156.5    ($1,047.05)  $191,463.21    ($1,311.14)  9.28%  -36.60%  $2.95  $11.80
 381  Sell Short  2017-08-28 09:10  Sell  â‚¬12,065.5  $0.00  1  ($984.58)  -0.27%  $1,922.58  63.55%    $2.98  $11.94
   Buy to Cover  2017-08-28 15:10  Exit Short  â‚¬12,097.5    ($954.74)  $190,478.62    ($1,103.13)  4.93%  -31.53%  $2.98  $11.93
 382  Buy  2017-09-04 15:10  Buy  â‚¬12,062.0  $0.00  1  $1,144.61  0.33%  $2,658.37  78.51%    $2.98  $11.90
   Sell  2017-09-05 14:10  Exit Long  â‚¬12,101.5    $1,174.35  $191,623.23    ($729.94)  56.14%  34.65%  $2.97  $11.89
 383  Sell Short  2017-09-05 19:10  Sell  â‚¬12,028.0  $0.00  1  $193.66  0.06%  $1,398.81  95.92%    $2.98  $11.91
   Buy to Cover  2017-09-05 21:10  Exit Short  â‚¬12,020.5    $223.45  $191,816.89    ($59.57)  19.39%  15.31%  $2.98  $11.92
 384  Buy  2017-09-06 15:10  Buy  â‚¬12,129.5  $0.00  1  $970.01  0.28%  $2,236.46  94.94%    $2.98  $11.93
   Sell  2017-09-06 18:10  Exit Long  â‚¬12,163.0    $999.84  $192,786.90    ($119.29)  47.47%  42.41%  $2.98  $11.94
 385  Buy  2017-09-13 11:10  Buy  â‚¬12,479.5  $0.00  1  ($1,010.07)  -0.26%  $907.18  48.03%    $2.99  $11.98
   Sell  2017-09-14 15:10  Stop Loss  â‚¬12,446.5    ($980.25)  $191,776.82    ($980.25)  0.00%  -51.97%  $2.97  $11.88
 386  Sell Short  2017-09-19 10:10  Sell  â‚¬12,487.5  $0.00  1  ($735.22)  -0.19%  $599.61  45.98%    $3.00  $11.99
   Buy to Cover  2017-09-20 10:10  Stop Loss  â‚¬12,511.0    ($705.22)  $191,041.60    ($705.22)  0.00%  -54.02%  $3.00  $12.00
 387  Buy  2017-09-20 12:10  Buy  â‚¬12,522.0  $0.00  1  ($705.66)  -0.18%  $15.01  2.17%    $3.00  $12.01
   Sell  2017-09-20 12:10  Stop Loss  â‚¬12,499.5    ($675.64)  $190,335.94    ($675.64)  0.00%  -97.83%  $3.00  $12.01
 388  Buy  2017-09-22 13:10  Buy  â‚¬12,577.5  $0.00  1  ($1,016.98)  -0.26%  $388.97  28.26%    $2.99  $11.97
   Sell  2017-09-22 14:10  Stop Loss  â‚¬12,544.5    ($987.06)  $189,318.96    ($987.06)  0.00%  -71.74%  $2.99  $11.96
 389  Buy  2017-09-26 13:10  Buy  â‚¬12,567.5  $0.00  1  ($987.37)  -0.26%  $103.15  9.72%    $2.95  $11.79
   Sell  2017-09-26 13:10  Stop Loss  â‚¬12,535.0    ($957.90)  $188,331.59    ($957.90)  0.00%  -90.28%  $2.95  $11.79
 390  Buy  2017-09-27 21:10  Buy  â‚¬12,619.5  $0.00  1  $5,738.35  1.56%  $6,438.00  94.81%    $2.94  $11.75
   Sell  2017-10-02 10:10  Exit Long  â‚¬12,816.0    $5,767.72  $194,069.94    ($352.93)  90.26%  85.06%  $2.94  $11.74
 391  Buy  2017-10-04 17:10  Buy  â‚¬12,901.5  $0.00  1  ($470.52)  -0.12%  $779.15  54.08%    $2.94  $11.76
   Sell  2017-10-04 21:10  Exit Long  â‚¬12,886.5    ($441.12)  $193,599.42    ($661.75)  15.31%  -30.61%  $2.94  $11.76
 392  Buy  2017-10-05 11:10  Buy  â‚¬12,900.0  $0.00  1  ($705.74)  -0.18%  $132.42  16.36%    $2.94  $11.77
   Sell  2017-10-05 12:10  Stop Loss  â‚¬12,877.0    ($676.33)  $192,893.68    ($676.33)  0.00%  -83.64%  $2.94  $11.76
 393  Sell Short  2017-10-06 18:10  Sell  â‚¬12,890.5  $0.00  1  ($1,275.99)  -0.33%  $88.01  6.59%    $2.93  $11.74
   Buy to Cover  2017-10-09 08:10  Stop Loss  â‚¬12,933.0    ($1,246.65)  $191,617.69    ($1,246.65)  0.00%  -93.41%  $2.93  $11.73
 394  Sell Short  2017-10-17 10:10  Sell  â‚¬12,938.5  $0.00  1  ($412.07)  -0.10%  $0.00  0.00%    $2.94  $11.77
   Buy to Cover  2017-10-17 10:10  Stop Loss  â‚¬12,951.5    ($382.64)  $191,205.62    ($382.64)  0.00%  -100.00%  $2.94  $11.77
 395  Sell Short  2017-10-17 11:10  Sell  â‚¬12,926.5  $0.00  1  ($573.61)  -0.14%  $426.49  43.94%    $2.94  $11.77
   Buy to Cover  2017-10-17 11:10  Stop Loss  â‚¬12,945.0    ($544.20)  $190,632.01    ($544.20)  0.00%  -56.06%  $2.94  $11.77
 396  Buy  2017-10-18 12:10  Buy  â‚¬12,988.5  $0.00  1  $411.81  0.12%  $1,585.85  99.08%    $2.94  $11.75
   Sell  2017-10-18 15:10  Exit Long  â‚¬13,003.5    $441.21  $191,043.83    ($14.69)  28.44%  27.52%  $2.94  $11.77
 397  Sell Short  2017-10-20 18:10  Sell  â‚¬12,922.5  $0.00  1  ($1,072.45)  -0.27%  $73.59  6.58%    $2.94  $11.78
   Buy to Cover  2017-10-23 09:10  Stop Loss  â‚¬12,958.0    ($1,043.04)  $189,971.37    ($1,043.04)  0.00%  -93.42%  $2.94  $11.75
 398  Buy  2017-10-26 15:10  Buy  â‚¬12,975.0  $0.00  1  $5,427.41  1.45%  $6,500.50  94.11%    $2.94  $11.78
   Sell  2017-10-27 17:10  Exit Long  â‚¬13,163.5    $5,456.60  $195,398.78    ($412.19)  85.26%  79.37%  $2.89  $11.58
 399  Sell Short  2017-11-06 19:10  Sell  â‚¬13,406.5  $0.00  1  ($1,623.70)  -0.41%  $43.55  2.65%    $2.90  $11.61
   Buy to Cover  2017-11-07 08:10  Stop Loss  â‚¬13,461.5    ($1,594.68)  $193,775.08    ($1,594.68)  0.00%  -97.35%  $2.90  $11.60
 400  Sell Short  2017-11-07 16:10  Sell  â‚¬13,398.5  $0.00  1  $1,101.72  0.29%  $3,185.93  78.85%    $2.89  $11.57
   Buy to Cover  2017-11-08 10:10  Exit Short  â‚¬13,359.5    $1,130.69  $194,876.81    ($853.61)  49.10%  27.96%  $2.90  $11.60
 401  Sell Short  2017-11-13 12:10  Sell  â‚¬13,058.5  $0.00  1  $1,209.81  0.33%  $4,301.69  93.95%    $2.91  $11.65
   Buy to Cover  2017-11-13 17:10  Exit Short  â‚¬13,016.0    $1,238.95  $196,086.62    ($276.67)  33.12%  27.07%  $2.92  $11.66
 402  Buy  2017-11-17 13:10  Buy  â‚¬13,002.0  $0.00  1  ($1,518.50)  -0.39%  $1,134.97  43.26%    $2.95  $11.79
   Sell  2017-11-17 16:10  Stop Loss  â‚¬12,951.5    ($1,489.02)  $194,568.12    ($1,489.02)  0.00%  -56.74%  $2.95  $11.79
 403  Buy  2017-11-20 17:10  Buy  â‚¬13,023.5  $0.00  1  $2,804.04  0.74%  $4,077.63  73.74%    $2.94  $11.75
   Sell  2017-11-21 20:10  Exit Long  â‚¬13,120.0    $2,833.41  $197,372.16    ($1,452.14)  77.45%  51.19%  $2.94  $11.74
 404  Buy  2017-11-28 20:10  Buy  â‚¬13,075.5  $0.00  1  $562.37  0.15%  $2,167.04  61.86%    $2.96  $11.86
   Sell  2017-11-29 12:10  Exit Long  â‚¬13,095.5    $591.99  $197,934.52    ($1,334.21)  55.08%  16.95%  $2.96  $11.84
 405  Sell Short  2017-11-29 19:10  Sell  â‚¬13,002.0  $0.00  1  ($1,789.95)  -0.46%  $355.83  16.78%    $2.96  $11.86
   Buy to Cover  2017-11-30 10:10  Stop Loss  â‚¬13,061.5    ($1,760.34)  $196,144.57    ($1,760.34)  0.00%  -83.22%  $2.96  $11.83
 406  Sell Short  2017-11-30 17:10  Sell  â‚¬13,033.0  $0.00  1  $5,200.96  1.35%  $8,135.12  95.63%    $2.98  $11.92
   Buy to Cover  2017-12-01 14:10  Exit Short  â‚¬12,857.0    $5,230.72  $201,345.53    ($371.70)  65.91%  61.54%  $2.97  $11.89
 407  Buy  2017-12-05 15:10  Buy  â‚¬12,988.5  $0.00  1  ($2,174.51)  -0.56%  $1,329.74  38.30%    $2.95  $11.82
   Sell  2017-12-06 08:10  Stop Loss  â‚¬12,916.0    ($2,144.95)  $199,171.02    ($2,144.95)  0.00%  -61.70%  $2.96  $11.83
 408  Sell Short  2017-12-06 09:10  Sell  â‚¬12,887.5  $0.00  1  $14.78  0.01%  $2,172.33  86.47%    $2.96  $11.83
   Buy to Cover  2017-12-06 11:10  Exit Short  â‚¬12,886.0    $44.34  $199,185.80    ($340.03)  15.29%  1.76%  $2.96  $11.82
 409  Buy  2017-12-07 18:10  Buy  â‚¬12,987.5  $0.00  1  $4,321.68  1.14%  $6,162.50  95.89%    $2.95  $11.79
   Sell  2017-12-08 15:10  Exit Long  â‚¬13,135.5    $4,351.13  $203,507.48    ($265.36)  71.69%  67.58%  $2.94  $11.76
 410  Sell Short  2017-12-13 19:10  Sell  â‚¬13,067.5  $0.00  1  ($147.65)  -0.03%  $823.52  57.73%    $2.94  $11.77
   Buy to Cover  2017-12-13 21:10  Exit Short  â‚¬13,071.5    ($118.17)  $203,359.83    ($604.41)  34.02%  -8.25%  $2.95  $11.82
 411  Sell Short  2017-12-20 11:10  Sell  â‚¬13,164.0  $0.00  1  $3,326.76  0.86%  $5,539.47  90.53%    $2.96  $11.84
   Buy to Cover  2017-12-20 19:10  Exit Short  â‚¬13,051.0    $3,356.41  $206,686.60    ($577.14)  64.32%  54.85%  $2.97  $11.88
 412  Sell Short  2017-12-28 19:10  Sell  â‚¬12,931.5  $0.00  1  ($626.95)  -0.15%  $59.78  8.89%    $2.99  $11.96
   Buy to Cover  2017-12-28 22:00  Exit Short  â‚¬12,951.5    ($597.08)  $206,059.64    ($612.33)  2.22%  -88.89%  $2.99  $11.94
 413  Sell Short  2018-01-02 10:10  Sell  â‚¬12,803.0  $0.00  1  $934.87  0.25%  $3,393.87  91.46%    $3.01  $12.05
   Buy to Cover  2018-01-02 13:10  Exit Short  â‚¬12,771.0    $965.01  $206,994.51    ($316.33)  34.55%  26.02%  $3.02  $12.06
 414  Sell Short  2018-01-10 12:10  Sell  â‚¬13,268.5  $0.00  1  $971.84  0.25%  $2,697.62  87.38%    $3.00  $12.00
   Buy to Cover  2018-01-10 18:10  Exit Short  â‚¬13,235.0    $1,001.79  $207,966.35    ($390.05)  45.15%  32.52%  $2.99  $11.96
 415  Sell Short  2018-01-11 16:10  Sell  â‚¬13,151.5  $0.00  1  ($842.58)  -0.21%  $1,490.59  58.24%    $3.01  $12.06
   Buy to Cover  2018-01-11 19:10  Exit Short  â‚¬13,178.5    ($812.46)  $207,123.77    ($1,068.00)  10.00%  -31.76%  $3.01  $12.04
 416  Sell Short  2018-01-15 18:10  Sell  â‚¬13,149.0  $0.00  1  ($963.85)  -0.23%  $291.36  23.75%    $3.07  $12.27
   Buy to Cover  2018-01-16 08:10  Stop Loss  â‚¬13,179.5    ($933.22)  $206,159.92    ($933.22)  0.00%  -76.25%  $3.06  $12.24
 417  Buy  2018-01-19 10:10  Buy  â‚¬13,277.0  $0.00  1  $3,551.89  0.88%  $4,613.50  91.52%    $3.07  $12.27
   Sell  2018-01-22 10:10  Exit Long  â‚¬13,394.0    $3,582.54  $209,711.81    ($429.54)  79.39%  70.91%  $3.06  $12.25
 418  Buy  2018-01-22 15:10  Buy  â‚¬13,405.5  $0.00  1  ($933.95)  -0.22%  $612.35  40.40%    $3.06  $12.25
   Sell  2018-01-22 17:10  Stop Loss  â‚¬13,376.0    ($903.32)  $208,777.86    ($903.32)  0.00%  -59.60%  $3.06  $12.25
 419  Buy  2018-01-22 20:10  Buy  â‚¬13,445.5  $0.00  1  $1,437.68  0.36%  $3,368.09  96.07%    $3.06  $12.25
   Sell  2018-01-23 13:10  Exit Long  â‚¬13,493.5    $1,468.28  $210,215.54    ($137.88)  45.85%  41.92%  $3.06  $12.24
 420  Sell Short  2018-01-25 16:10  Sell  â‚¬13,336.5  $0.00  1  $2,124.85  0.52%  $5,088.33  89.07%    $3.13  $12.51
   Buy to Cover  2018-01-25 19:10  Exit Short  â‚¬13,267.5    $2,156.11  $212,340.39    ($625.71)  48.63%  37.70%  $3.12  $12.50
 421  Sell Short  2018-01-29 12:10  Sell  â‚¬13,255.0  $0.00  1  ($1,653.16)  -0.40%  $542.50  25.00%    $3.10  $12.40
   Buy to Cover  2018-01-29 16:10  Stop Loss  â‚¬13,307.5    ($1,622.21)  $210,687.22    ($1,622.21)  0.00%  -75.00%  $3.09  $12.36
 422  Sell Short  2018-01-30 13:10  Sell  â‚¬13,220.0  $0.00  1  $1,053.68  0.26%  $2,921.05  91.26%    $3.11  $12.44
   Buy to Cover  2018-01-30 18:10  Exit Short  â‚¬13,185.0    $1,084.73  $211,740.91    ($279.87)  42.72%  33.98%  $3.10  $12.40
 423  Sell Short  2018-01-31 17:10  Sell  â‚¬13,154.0  $0.00  1  ($1,548.60)  -0.37%  $1,229.71  44.63%    $3.11  $12.45
   Buy to Cover  2018-02-01 08:10  Stop Loss  â‚¬13,203.0    ($1,517.54)  $210,192.31    ($1,517.54)  0.00%  -55.37%  $3.10  $12.39
 424  Sell Short  2018-02-01 15:10  Sell  â‚¬13,099.5  $0.00  1  $8,230.87  2.03%  $11,239.11  98.36%    $3.11  $12.45
   Buy to Cover  2018-02-02 16:10  Exit Short  â‚¬12,833.5    $8,261.96  $218,423.18    ($186.73)  74.32%  72.68%  $3.11  $12.42
 425  Sell Short  2018-02-05 20:10  Sell  â‚¬12,543.0  $0.00  1  $8,454.71  2.18%  $15,885.56  93.02%    $3.10  $12.42
   Buy to Cover  2018-02-06 10:10  Exit Short  â‚¬12,269.5    $8,485.75  $226,877.90    ($1,195.12)  56.57%  49.59%  $3.10  $12.41
 426  Sell Short  2018-02-08 18:10  Sell  â‚¬12,245.5  $0.00  1  $1,103.71  0.30%  $4,104.86  87.01%    $3.06  $12.23
   Buy to Cover  2018-02-08 21:10  Exit Short  â‚¬12,208.5    $1,134.34  $227,981.61    ($611.72)  37.01%  24.03%  $3.07  $12.26
 427  Sell Short  2018-02-09 18:10  Sell  â‚¬12,056.0  $0.00  1  $1,024.23  0.29%  $6,007.05  94.70%    $3.06  $12.22
   Buy to Cover  2018-02-09 21:10  Exit Short  â‚¬12,021.5    $1,054.79  $229,005.84    ($336.10)  21.93%  16.63%  $3.06  $12.23
 428  Buy  2018-02-16 11:10  Buy  â‚¬12,406.5  $0.00  1  ($1,841.12)  -0.47%  $1,017.42  35.91%    $3.13  $12.52
   Sell  2018-02-16 12:10  Stop Loss  â‚¬12,348.5    ($1,809.86)  $227,164.72    ($1,809.86)  0.00%  -64.09%  $3.12  $12.48
 429  Buy  2018-02-16 18:10  Buy  â‚¬12,407.0  $0.00  1  ($1,890.53)  -0.48%  $2,549.65  57.75%    $3.11  $12.43
   Sell  2018-02-19 17:10  Stop Loss  â‚¬12,347.0    ($1,859.49)  $225,274.19    ($1,859.49)  0.00%  -42.25%  $3.10  $12.40
 430  Sell Short  2018-02-20 12:10  Sell  â‚¬12,310.0  $0.00  1  ($1,926.68)  -0.50%  $786.46  29.31%    $3.08  $12.34
   Buy to Cover  2018-02-20 15:10  Stop Loss  â‚¬12,371.5    ($1,895.85)  $223,347.51    ($1,895.85)  0.00%  -70.69%  $3.08  $12.33
 431  Buy  2018-02-20 19:10  Buy  â‚¬12,451.0  $0.00  1  ($1,865.63)  -0.48%  $61.70  3.25%    $3.09  $12.34
   Sell  2018-02-20 21:10  Stop Loss  â‚¬12,391.5    ($1,834.79)  $221,481.88    ($1,834.79)  0.00%  -96.75%  $3.08  $12.33
 432  Buy  2018-02-21 09:10  Buy  â‚¬12,426.0  $0.00  1  ($1,586.19)  -0.41%  $0.00  0.00%    $3.08  $12.32
   Sell  2018-02-21 10:10  Stop Loss  â‚¬12,375.5    ($1,555.39)  $219,895.70    ($1,555.39)  0.00%  -100.00%  $3.08  $12.32
 433  Buy  2018-02-22 18:10  Buy  â‚¬12,401.0  $0.00  1  $2,004.38  0.53%  $4,821.33  75.24%    $3.08  $12.33
   Sell  2018-02-27 11:10  Sell  â‚¬12,467.0    $2,035.21  $221,900.08    ($1,587.74)  56.49%  31.73%  $3.08  $12.33
 434  Sell Short  2018-02-27 11:10  Sell  â‚¬12,467.0  $0.00  1  $45.87  0.02%  $2,402.17  76.10%    $3.08  $12.34
   Buy to Cover  2018-02-27 16:10  Exit Short  â‚¬12,464.5    $76.61  $221,945.94    ($755.57)  26.34%  2.44%  $3.06  $12.26
 435  Buy  2018-03-06 20:10  Buy  â‚¬12,126.0  $0.00  1  ($5,265.50)  -1.39%  $279.18  5.07%    $3.10  $12.41
   Sell  2018-03-07 08:10  Stop Loss  â‚¬11,957.5    ($5,234.45)  $216,680.44    ($5,234.45)  0.00%  -94.93%  $3.11  $12.43
 436  Buy  2018-03-08 17:10  Buy  â‚¬12,283.0  $0.00  1  $2,538.21  0.68%  $4,701.92  78.21%    $3.08  $12.33
   Sell  2018-03-12 12:10  Exit Long  â‚¬12,366.5    $2,569.00  $219,218.65    ($1,306.16)  64.62%  42.82%  $3.08  $12.31
 437  Buy  2018-03-12 18:10  Buy  â‚¬12,383.5  $0.00  1  ($1,670.97)  -0.43%  $1,124.91  40.78%    $3.08  $12.32
   Sell  2018-03-13 14:10  Stop Loss  â‚¬12,330.5    ($1,640.10)  $217,547.68    ($1,640.10)  0.00%  -59.22%  $3.09  $12.38
 438  Sell Short  2018-03-13 17:10  Sell  â‚¬12,274.5  $0.00  1  $4,317.01  1.14%  $6,193.05  97.32%    $3.10  $12.40
   Buy to Cover  2018-03-14 09:10  Exit Short  â‚¬12,134.0    $4,347.98  $221,864.69    ($170.49)  71.05%  68.37%  $3.09  $12.38
 439  Buy  2018-03-15 17:10  Buy  â‚¬12,314.5  $0.00  1  ($1,856.50)  -0.48%  $3,035.27  62.46%    $3.08  $12.32
   Sell  2018-03-19 10:10  Stop Loss  â‚¬12,255.0    ($1,825.76)  $220,008.18    ($1,825.76)  0.00%  -37.54%  $3.07  $12.27
 440  Buy  2018-03-21 13:10  Buy  â‚¬12,284.5  $0.00  1  ($1,550.54)  -0.40%  $76.75  4.81%    $3.07  $12.28
   Sell  2018-03-21 13:10  Stop Loss  â‚¬12,235.0    ($1,519.84)  $218,457.64    ($1,519.84)  0.00%  -95.19%  $3.07  $12.28
 441  Sell Short  2018-03-21 21:10  Sell  â‚¬12,221.0  $0.00  1  $5,876.26  1.57%  $7,870.78  91.27%    $3.09  $12.35
   Buy to Cover  2018-03-22 19:10  Exit Short  â‚¬12,029.0    $5,907.07  $224,333.90    ($756.13)  77.18%  68.45%  $3.08  $12.31
 442  Sell Short  2018-03-23 18:10  Sell  â‚¬11,843.0  $0.00  1  ($757.85)  -0.20%  $4,077.64  80.00%    $3.09  $12.36
   Buy to Cover  2018-03-26 09:10  Exit Short  â‚¬11,866.5    ($726.93)  $223,576.06    ($1,020.00)  5.76%  -14.24%  $3.09  $12.37
 443  Sell Short  2018-03-26 18:10  Sell  â‚¬11,715.5  $0.00  1  ($1,806.73)  -0.49%  $1,197.39  34.07%    $3.11  $12.44
   Buy to Cover  2018-03-26 20:10  Exit Short  â‚¬11,772.5    ($1,775.61)  $221,769.32    ($2,317.92)  15.49%  -50.44%  $3.12  $12.46
 444  Buy  2018-03-27 19:10  Buy  â‚¬11,945.0  $0.00  1  ($2,062.19)  -0.55%  $1,163.47  36.41%    $3.10  $12.41
   Sell  2018-03-27 21:10  Stop Loss  â‚¬11,879.5    ($2,031.17)  $219,707.13    ($2,031.17)  0.00%  -63.59%  $3.10  $12.40
 445  Buy  2018-03-29 10:10  Buy  â‚¬11,934.0  $0.00  1  ($169.36)  -0.04%  $5,705.70  82.26%    $3.08  $12.31
   Sell  2018-04-03 08:10  Exit Long  â‚¬11,929.5    ($138.58)  $219,537.77    ($1,230.88)  15.74%  -2.00%  $3.08  $12.32
 446  Sell Short  2018-04-04 11:10  Sell  â‚¬11,818.5  $0.00  1  ($276.71)  -0.07%  $1,797.22  73.58%    $3.07  $12.29
   Buy to Cover  2018-04-04 15:10  Exit Short  â‚¬11,826.5    ($245.97)  $219,261.06    ($645.39)  16.35%  -10.06%  $3.07  $12.30
 447  Buy  2018-04-09 09:10  Buy  â‚¬12,259.0  $0.00  1  ($2,679.26)  -0.70%  $2,226.02  45.74%    $3.07  $12.27
   Sell  2018-04-09 16:10  Stop Loss  â‚¬12,173.0    ($2,648.52)  $216,581.80    ($2,648.52)  0.00%  -54.26%  $3.08  $12.32
 448  Sell Short  2018-04-11 14:10  Sell  â‚¬12,244.0  $0.00  1  ($1,603.79)  -0.42%  $1,005.31  38.92%    $3.10  $12.38
   Buy to Cover  2018-04-12 13:10  Stop Loss  â‚¬12,295.0    ($1,572.89)  $214,978.01    ($1,572.89)  0.00%  -61.08%  $3.08  $12.34
 449  Buy  2018-04-12 14:10  Buy  â‚¬12,306.5  $0.00  1  $3,281.85  0.87%  $5,514.90  96.50%    $3.08  $12.32
   Sell  2018-04-13 17:10  Exit Long  â‚¬12,414.0    $3,312.67  $218,259.87    ($200.28)  61.46%  57.95%  $3.08  $12.33
 450  Sell Short  2018-04-17 10:10  Sell  â‚¬12,401.0  $0.00  1  ($1,038.37)  -0.26%  $790.33  43.97%    $3.10  $12.40
   Buy to Cover  2018-04-17 10:10  Stop Loss  â‚¬12,433.5    ($1,007.38)  $217,221.49    ($1,007.38)  0.00%  -56.03%  $3.10  $12.40
 451  Buy  2018-04-17 11:10  Buy  â‚¬12,434.0  $0.00  1  $3,493.20  0.92%  $5,170.35  93.84%    $3.10  $12.38
   Sell  2018-04-18 12:10  Exit Long  â‚¬12,548.0    $3,524.14  $220,714.70    ($340.52)  70.03%  63.87%  $3.09  $12.37
 452  Sell Short  2018-04-20 17:10  Sell  â‚¬12,475.0  $0.00  1  ($2,072.03)  -0.53%  $751.90  26.92%    $3.07  $12.28
   Buy to Cover  2018-04-23 08:10  Stop Loss  â‚¬12,541.5    ($2,041.33)  $218,642.67    ($2,041.33)  0.00%  -73.08%  $3.07  $12.28
 453  Sell Short  2018-04-25 17:10  Sell  â‚¬12,318.0  $0.00  1  ($2,511.86)  -0.66%  $837.33  25.23%    $3.05  $12.18
   Buy to Cover  2018-04-25 21:10  Stop Loss  â‚¬12,399.5    ($2,481.41)  $216,130.81    ($2,481.41)  0.00%  -74.77%  $3.04  $12.18
 454  Buy  2018-04-26 19:10  Buy  â‚¬12,485.0  $0.00  1  $6,466.08  1.73%  $7,797.60  97.20%    $3.03  $12.13
   Sell  2018-05-02 13:10  Exit Long  â‚¬12,701.5    $6,496.24  $222,596.89    ($227.40)  83.74%  80.93%  $3.00  $12.00
 455  Buy  2018-05-04 19:10  Buy  â‚¬12,777.5  $0.00  1  $149.05  0.05%  $1,836.04  92.48%    $2.99  $11.96
   Sell  2018-05-07 10:10  Exit Long  â‚¬12,783.5    $178.91  $222,745.94    ($149.48)  16.54%  9.02%  $2.98  $11.93
 456  Buy  2018-05-09 12:10  Buy  â‚¬12,912.0  $0.00  1  ($1,158.41)  -0.29%  $325.97  22.45%    $2.96  $11.85
   Sell  2018-05-09 13:10  Stop Loss  â‚¬12,874.0    ($1,128.74)  $221,587.53    ($1,128.74)  0.00%  -77.55%  $2.97  $11.88
 457  Buy  2018-05-09 17:10  Buy  â‚¬12,889.0  $0.00  1  $4,232.64  1.12%  $5,589.44  90.67%    $2.96  $11.86
   Sell  2018-05-17 21:10  Exit Long  â‚¬13,033.5    $4,262.21  $225,820.17    ($577.25)  78.47%  69.14%  $2.95  $11.80
 458  Buy  2018-05-18 13:10  Buy  â‚¬13,065.0  $0.00  1  ($1,249.74)  -0.32%  $368.17  23.15%    $2.95  $11.78
   Sell  2018-05-18 15:10  Stop Loss  â‚¬13,023.5    ($1,220.31)  $224,570.43    ($1,220.31)  0.00%  -76.85%  $2.94  $11.76
 459  Sell Short  2018-05-25 16:10  Sell  â‚¬12,856.0  $0.00  1  ($2,124.31)  -0.56%  $1,602.57  43.48%    $2.91  $11.66
   Buy to Cover  2018-05-28 08:10  Stop Loss  â‚¬12,927.5    ($2,095.09)  $222,446.11    ($2,095.09)  0.00%  -56.52%  $2.93  $11.72
 460  Buy  2018-05-28 10:10  Buy  â‚¬12,969.0  $0.00  1  ($1,228.08)  -0.32%  $584.73  32.79%    $2.92  $11.70
   Sell  2018-05-28 10:10  Stop Loss  â‚¬12,928.0    ($1,198.84)  $221,218.03    ($1,198.84)  0.00%  -67.21%  $2.92  $11.70
 461  Sell Short  2018-05-28 13:10  Sell  â‚¬12,878.0  $0.00  1  $6,456.65  1.74%  $9,276.84  94.28%    $2.91  $11.66
   Buy to Cover  2018-05-29 15:10  Exit Short  â‚¬12,654.0    $6,485.70  $227,674.68    ($567.55)  71.41%  65.69%  $2.90  $11.58
 462  Sell Short  2018-05-31 16:10  Sell  â‚¬12,643.0  $0.00  1  $1,474.02  0.41%  $4,415.77  91.82%    $2.92  $11.66
   Buy to Cover  2018-05-31 20:10  Exit Short  â‚¬12,591.5    $1,503.19  $229,148.70    ($393.69)  39.39%  31.21%  $2.92  $11.68
 463  Buy  2018-06-05 11:10  Buy  â‚¬12,758.5  $0.00  1  $816.32  0.23%  $3,446.81  99.58%    $2.93  $11.70
   Sell  2018-06-05 16:10  Exit Long  â‚¬12,787.5    $845.53  $229,965.02    ($14.63)  24.89%  24.47%  $2.92  $11.66
 464  Buy  2018-06-06 12:10  Buy  â‚¬12,801.5  $0.00  1  ($1,797.00)  -0.47%  $647.40  26.83%    $2.94  $11.77
   Sell  2018-06-06 16:10  Stop Loss  â‚¬12,741.5    ($1,767.55)  $228,168.02    ($1,767.55)  0.00%  -73.17%  $2.95  $11.78
 465  Buy  2018-06-06 19:10  Buy  â‚¬12,807.0  $0.00  1  ($2,217.09)  -0.58%  $1,802.85  45.19%    $2.94  $11.78
   Sell  2018-06-07 17:10  Stop Loss  â‚¬12,733.0    ($2,187.59)  $225,950.93    ($2,187.59)  0.00%  -54.81%  $2.96  $11.82
 466  Sell Short  2018-06-07 20:10  Sell  â‚¬12,713.5  $0.00  1  $2,405.17  0.65%  $4,604.03  100.00%    $2.95  $11.81
   Buy to Cover  2018-06-08 13:10  Exit Short  â‚¬12,630.5    $2,434.60  $228,356.10    $0.00  53.04%  53.04%  $2.93  $11.73
 467  Buy  2018-06-11 10:10  Buy  â‚¬12,797.0  $0.00  1  ($1,634.93)  -0.43%  $472.46  22.70%    $2.95  $11.81
   Sell  2018-06-11 14:10  Stop Loss  â‚¬12,742.5    ($1,605.43)  $226,721.17    ($1,605.43)  0.00%  -77.30%  $2.95  $11.78
 468  Buy  2018-06-11 19:10  Buy  â‚¬12,827.0  $0.00  1  ($1,518.81)  -0.39%  $2,341.49  61.15%    $2.95  $11.79
   Sell  2018-06-12 12:10  Stop Loss  â‚¬12,776.5    ($1,489.33)  $225,202.35    ($1,489.33)  0.00%  -38.85%  $2.95  $11.80
 469  Sell Short  2018-06-14 09:10  Sell  â‚¬12,769.0  $0.00  1  ($1,256.18)  -0.33%  $576.20  31.97%    $2.95  $11.81
   Buy to Cover  2018-06-14 11:10  Stop Loss  â‚¬12,810.5    ($1,226.64)  $223,946.17    ($1,226.64)  0.00%  -68.03%  $2.96  $11.82
 470  Buy  2018-06-14 15:10  Buy  â‚¬12,886.5  $0.00  1  $5,908.59  1.59%  $7,335.42  96.20%    $2.92  $11.68
   Sell  2018-06-14 22:00  Exit Long  â‚¬13,091.5    $5,937.67  $229,854.76    ($292.08)  81.75%  77.95%  $2.90  $11.59
 471  Sell Short  2018-06-26 13:10  Sell  â‚¬12,247.0  $0.00  1  $670.41  0.20%  $3,165.84  91.95%    $2.92  $11.67
   Buy to Cover  2018-06-26 19:10  Exit Short  â‚¬12,223.0    $699.57  $230,525.17    ($277.14)  28.39%  20.34%  $2.91  $11.66
 472  Sell Short  2018-06-27 10:10  Sell  â‚¬12,174.5  $0.00  1  ($1,352.16)  -0.37%  $2,921.41  65.26%    $2.91  $11.65
   Buy to Cover  2018-06-27 13:10  Exit Short  â‚¬12,220.0    ($1,323.06)  $229,173.01    ($1,556.93)  5.19%  -29.55%  $2.91  $11.63
 473  Sell Short  2018-07-02 09:10  Sell  â‚¬12,125.5  $0.00  1  ($1,729.98)  -0.48%  $1,222.22  41.79%    $2.91  $11.64
   Buy to Cover  2018-07-02 10:10  Stop Loss  â‚¬12,184.0    ($1,700.89)  $227,443.03    ($1,700.89)  0.00%  -58.21%  $2.91  $11.63
 474  Buy  2018-07-05 19:10  Buy  â‚¬12,449.0  $0.00  1  ($1,762.67)  -0.47%  $1,873.68  52.03%    $2.92  $11.69
   Sell  2018-07-06 15:10  Stop Loss  â‚¬12,390.0    ($1,733.36)  $225,680.37    ($1,733.36)  0.00%  -47.97%  $2.94  $11.75
 475  Buy  2018-07-10 13:10  Buy  â‚¬12,528.0  $0.00  1  $585.65  0.17%  $2,063.96  92.16%    $2.92  $11.69
   Sell  2018-07-10 16:10  Exit Long  â‚¬12,549.0    $614.91  $226,266.01    ($175.41)  35.29%  27.45%  $2.93  $11.71
 476  Buy  2018-07-13 14:10  Buy  â‚¬12,487.0  $0.00  1  $5,063.36  1.40%  $5,972.39  88.36%    $2.91  $11.63
   Sell  2018-07-18 09:10  Exit Long  â‚¬12,662.0    $5,092.46  $231,329.38    ($791.10)  87.07%  75.43%  $2.91  $11.64
 477  Sell Short  2018-07-31 11:10  Sell  â‚¬12,737.5  $0.00  1  ($1,157.63)  -0.30%  $1,216.21  51.88%    $2.93  $11.72
   Buy to Cover  2018-07-31 11:10  Stop Loss  â‚¬12,776.0    ($1,128.32)  $230,171.75    ($1,128.32)  0.00%  -48.13%  $2.93  $11.72
 478  Sell Short  2018-08-01 13:10  Sell  â‚¬12,722.5  $0.00  1  ($1,153.76)  -0.30%  $321.29  22.22%    $2.92  $11.68
   Buy to Cover  2018-08-01 13:10  Stop Loss  â‚¬12,761.0    ($1,124.55)  $229,018.00    ($1,124.55)  0.00%  -77.78%  $2.92  $11.68
 479  Sell Short  2018-08-01 15:10  Sell  â‚¬12,671.0  $0.00  1  ($1,152.99)  -0.30%  $73.06  5.56%    $2.92  $11.69
   Buy to Cover  2018-08-01 17:10  Exit Short  â‚¬12,709.5    ($1,123.79)  $227,865.00    ($1,241.25)  8.89%  -85.56%  $2.92  $11.68
 480  Buy  2018-08-08 14:10  Buy  â‚¬12,655.5  $0.00  1  ($1,825.75)  -0.49%  $391.14  17.88%    $2.90  $11.59
   Sell  2018-08-08 16:10  Stop Loss  â‚¬12,593.5    ($1,796.78)  $226,039.25    ($1,796.78)  0.00%  -82.12%  $2.90  $11.59
 481  Sell Short  2018-08-10 10:10  Sell  â‚¬12,516.0  $0.00  1  $5,023.11  1.41%  $6,608.55  87.22%    $2.87  $11.47
   Buy to Cover  2018-08-13 15:10  Exit Short  â‚¬12,339.0    $5,051.71  $231,062.36    ($974.55)  79.32%  66.54%  $2.85  $11.42
 482  Buy  2018-08-15 10:10  Buy  â‚¬12,364.5  $0.00  1  ($1,458.47)  -0.41%  $877.54  38.04%    $2.83  $11.32
   Sell  2018-08-15 12:10  Stop Loss  â‚¬12,314.0    ($1,430.16)  $229,603.89    ($1,430.16)  0.00%  -61.96%  $2.83  $11.33
 483  Sell Short  2018-08-15 13:10  Sell  â‚¬12,305.0  $0.00  1  $4,690.38  1.35%  $6,556.95  93.72%    $2.83  $11.32
   Buy to Cover  2018-08-15 20:10  Exit Short  â‚¬12,138.5    $4,718.69  $234,294.26    ($438.52)  73.68%  67.41%  $2.83  $11.34
 484  Sell Short  2018-08-17 15:10  Sell  â‚¬12,111.5  $0.00  1  ($1,626.77)  -0.46%  $441.98  21.68%    $2.85  $11.41
   Buy to Cover  2018-08-17 18:10  Stop Loss  â‚¬12,167.5    ($1,598.24)  $232,667.50    ($1,598.24)  0.00%  -78.32%  $2.85  $11.42
 485  Buy  2018-08-17 19:10  Buy  â‚¬12,184.5  $0.00  1  $3,262.72  0.94%  $4,358.96  83.79%    $2.85  $11.41
   Sell  2018-08-20 18:10  Exit Long  â‚¬12,299.5    $3,291.30  $235,930.22    ($842.00)  79.40%  63.19%  $2.86  $11.45
 486  Buy  2018-08-21 12:10  Buy  â‚¬12,354.0  $0.00  1  ($172.74)  -0.04%  $1,195.14  87.37%    $2.88  $11.52
   Sell  2018-08-21 17:10  Exit Long  â‚¬12,349.0    ($143.94)  $235,757.48    ($172.85)  2.11%  -10.53%  $2.88  $11.52
 487  Buy  2018-08-21 19:10  Buy  â‚¬12,373.0  $0.00  1  ($1,707.21)  -0.47%  $86.71  4.92%    $2.89  $11.56
   Sell  2018-08-22 08:10  Stop Loss  â‚¬12,315.0    ($1,678.29)  $234,050.27    ($1,678.29)  0.00%  -95.08%  $2.89  $11.57
 488  Buy  2018-08-24 11:10  Buy  â‚¬12,393.0  $0.00  1  ($1,112.89)  -0.30%  $289.06  21.05%    $2.89  $11.56
   Sell  2018-08-24 11:10  Stop Loss  â‚¬12,355.5    ($1,083.98)  $232,937.38    ($1,083.98)  0.00%  -78.95%  $2.89  $11.56
 489  Sell Short  2018-08-30 10:10  Sell  â‚¬12,479.5  $0.00  1  $204.63  0.06%  $3,448.03  86.13%    $2.92  $11.70
   Buy to Cover  2018-08-30 14:10  Exit Short  â‚¬12,471.5    $233.87  $233,142.01    ($555.46)  19.71%  5.84%  $2.92  $11.69
 490  Sell Short  2018-08-31 18:10  Sell  â‚¬12,323.5  $0.00  1  $4,073.87  1.15%  $5,726.20  81.19%    $2.90  $11.59
   Buy to Cover  2018-09-04 17:10  Exit Short  â‚¬12,181.5    $4,102.81  $237,215.88    ($1,331.67)  76.89%  58.08%  $2.89  $11.56
 491  Sell Short  2018-09-07 19:10  Sell  â‚¬11,880.5  $0.00  1  ($1,674.04)  -0.48%  $520.07  24.00%    $2.89  $11.56
   Buy to Cover  2018-09-10 09:10  Stop Loss  â‚¬11,937.5    ($1,645.16)  $235,541.84    ($1,645.16)  0.00%  -76.00%  $2.89  $11.55
 492  Buy  2018-09-11 17:10  Buy  â‚¬11,943.5  $0.00  1  $2,364.21  0.69%  $4,444.34  75.37%    $2.89  $11.58
   Sell  2018-09-13 18:10  Exit Long  â‚¬12,025.5    $2,393.27  $237,906.04    ($1,447.25)  65.02%  40.39%  $2.92  $11.67
 493  Sell Short  2018-09-18 16:10  Sell  â‚¬12,039.0  $0.00  1  ($1,432.26)  -0.40%  $248.45  15.04%    $2.92  $11.69
   Buy to Cover  2018-09-18 16:10  Stop Loss  â‚¬12,087.0    ($1,403.03)  $236,473.79    ($1,403.03)  0.00%  -84.96%  $2.92  $11.69
 494  Buy  2018-09-18 19:10  Buy  â‚¬12,138.0  $0.00  1  $7,053.72  1.98%  $8,581.76  94.64%    $2.92  $11.66
   Sell  2018-09-21 12:10  Exit Long  â‚¬12,378.5    $7,083.03  $243,527.51    ($482.07)  83.44%  78.08%  $2.95  $11.78
 495  Buy  2018-09-27 14:10  Buy  â‚¬12,340.5  $0.00  1  $1,485.39  0.42%  $2,656.40  93.33%    $2.93  $11.71
   Sell  2018-09-27 22:00  Exit Long  â‚¬12,392.5    $1,514.59  $245,012.90    ($190.28)  60.00%  53.33%  $2.91  $11.65
 496  Sell Short  2018-10-02 09:10  Sell  â‚¬12,231.5  $0.00  1  ($1,096.46)  -0.30%  $1,124.37  51.32%    $2.88  $11.53
   Buy to Cover  2018-10-02 10:10  Stop Loss  â‚¬12,268.5    ($1,067.62)  $243,916.44    ($1,067.62)  0.00%  -48.68%  $2.89  $11.54
 497  Sell Short  2018-10-02 12:10  Sell  â‚¬12,190.5  $0.00  1  ($2,251.43)  -0.63%  $345.52  13.48%    $2.88  $11.52
   Buy to Cover  2018-10-02 21:10  Stop Loss  â‚¬12,267.5    ($2,222.61)  $241,665.00    ($2,222.61)  0.00%  -86.52%  $2.89  $11.55
 498  Buy  2018-10-04 16:10  Buy  â‚¬12,306.0  $0.00  1  ($1,727.97)  -0.48%  $460.82  21.33%    $2.88  $11.52
   Sell  2018-10-04 17:10  Stop Loss  â‚¬12,247.0    ($1,699.17)  $239,937.03    ($1,699.17)  0.00%  -78.67%  $2.88  $11.52
 499  Sell Short  2018-10-05 10:10  Sell  â‚¬12,197.5  $0.00  1  $3,572.22  1.02%  $4,950.38  89.12%    $2.88  $11.50
   Buy to Cover  2018-10-05 22:00  Exit Short  â‚¬12,072.5    $3,601.00  $243,509.25    ($603.93)  75.65%  64.77%  $2.88  $11.52
 500  Sell Short  2018-10-09 12:10  Sell  â‚¬11,905.0  $0.00  1  $1,102.39  0.33%  $3,816.98  96.04%    $2.86  $11.45
   Buy to Cover  2018-10-09 16:10  Exit Short  â‚¬11,865.5    $1,131.02  $244,611.64    ($157.45)  32.37%  28.42%  $2.86  $11.45
 501  Sell Short  2018-10-11 18:10  Sell  â‚¬11,511.5  $0.00  1  ($3,043.34)  -0.90%  $4,172.83  58.06%    $2.89  $11.57
   Buy to Cover  2018-10-12 08:10  Stop Loss  â‚¬11,615.5    ($3,014.39)  $241,568.29    ($3,014.39)  0.00%  -41.94%  $2.90  $11.59
 502  Sell Short  2018-10-12 19:10  Sell  â‚¬11,469.0  $0.00  1  ($2,412.79)  -0.72%  $2,080.22  46.60%    $2.89  $11.56
   Buy to Cover  2018-10-12 22:00  Stop Loss  â‚¬11,551.5    ($2,383.90)  $239,155.50    ($2,383.90)  0.00%  -53.40%  $2.89  $11.56
 503  Sell Short  2018-10-18 17:10  Sell  â‚¬11,611.0  $0.00  1  ($2,011.22)  -0.59%  $100.56  4.83%    $2.87  $11.49
   Buy to Cover  2018-10-18 17:10  Stop Loss  â‚¬11,680.0    ($1,982.49)  $237,144.28    ($1,982.49)  0.00%  -95.17%  $2.87  $11.49
 504  Sell Short  2018-10-19 13:10  Sell  â‚¬11,478.5  $0.00  1  ($2,063.72)  -0.62%  $43.00  2.07%    $2.87  $11.47
   Buy to Cover  2018-10-19 14:10  Stop Loss  â‚¬11,549.5    ($2,035.06)  $235,080.56    ($2,035.06)  0.00%  -97.93%  $2.87  $11.47
 505  Sell Short  2018-10-19 16:10  Sell  â‚¬11,510.5  $0.00  1  ($2,410.41)  -0.72%  $215.41  8.33%    $2.87  $11.49
   Buy to Cover  2018-10-22 09:10  Stop Loss  â‚¬11,593.0    ($2,381.61)  $232,670.15    ($2,381.61)  0.00%  -91.67%  $2.89  $11.55
 506  Sell Short  2018-10-22 17:10  Sell  â‚¬11,505.0  $0.00  1  $6,491.17  1.98%  $8,742.61  90.49%    $2.87  $11.47
   Buy to Cover  2018-10-23 13:10  Exit Short  â‚¬11,277.5    $6,519.84  $239,161.33    ($917.42)  77.12%  67.61%  $2.87  $11.46
 507  Sell Short  2018-10-24 17:10  Sell  â‚¬11,287.0  $0.00  1  $1,650.69  0.52%  $4,189.37  92.74%    $2.85  $11.40
   Buy to Cover  2018-10-24 19:10  Exit Short  â‚¬11,228.0    $1,679.17  $240,812.01    ($327.75)  44.48%  37.22%  $2.85  $11.38
 508  Buy  2018-10-26 20:10  Buy  â‚¬11,239.0  $0.00  1  $2,830.49  0.89%  $5,232.06  60.83%    $2.85  $11.40
   Sell  2018-10-29 18:10  Exit Long  â‚¬11,339.5    $2,858.97  $243,642.51    ($3,379.32)  72.40%  33.22%  $2.84  $11.38
 509  Buy  2018-11-01 12:10  Buy  â‚¬11,535.0  $0.00  1  ($1,908.52)  -0.57%  $284.34  13.16%    $2.84  $11.37
   Sell  2018-11-01 14:10  Stop Loss  â‚¬11,469.0    ($1,880.06)  $241,733.99    ($1,880.06)  0.00%  -86.84%  $2.85  $11.39
 510  Sell Short  2018-11-05 11:10  Sell  â‚¬11,472.5  $0.00  1  ($1,181.26)  -0.35%  $71.16  5.81%    $2.85  $11.39
   Buy to Cover  2018-11-05 11:10  Stop Loss  â‚¬11,513.0    ($1,152.79)  $240,552.73    ($1,152.79)  0.00%  -94.19%  $2.85  $11.39
 511  Sell Short  2018-11-06 10:10  Sell  â‚¬11,494.0  $0.00  1  ($1,344.53)  -0.40%  $2,380.69  64.48%    $2.86  $11.42
   Buy to Cover  2018-11-07 08:10  Stop Loss  â‚¬11,540.0    ($1,315.94)  $239,208.20    ($1,315.94)  0.00%  -35.52%  $2.86  $11.44
 512  Sell Short  2018-11-08 18:10  Sell  â‚¬11,506.5  $0.00  1  $1,404.02  0.44%  $3,244.56  91.97%    $2.85  $11.42
   Buy to Cover  2018-11-09 12:10  Exit Short  â‚¬11,456.0    $1,432.47  $240,612.22    ($284.10)  48.59%  40.56%  $2.84  $11.35
 513  Sell Short  2018-11-14 10:10  Sell  â‚¬11,355.0  $0.00  1  ($1,860.70)  -0.57%  $1,820.13  49.81%    $2.82  $11.29
   Buy to Cover  2018-11-14 13:10  Stop Loss  â‚¬11,420.0    ($1,832.50)  $238,751.52    ($1,832.50)  0.00%  -50.19%  $2.82  $11.28
 514  Buy  2018-11-14 15:10  Buy  â‚¬11,471.5  $0.00  1  ($777.64)  -0.23%  $2,103.44  73.40%    $2.82  $11.29
   Sell  2018-11-14 17:10  Exit Long  â‚¬11,445.0    ($749.38)  $237,973.88    ($764.83)  0.49%  -26.11%  $2.83  $11.31
 515  Sell Short  2018-11-14 21:10  Sell  â‚¬11,337.5  $0.00  1  ($2,309.97)  -0.71%  $28.34  1.23%    $2.83  $11.34
   Buy to Cover  2018-11-14 21:10  Stop Loss  â‚¬11,418.0    ($2,281.63)  $235,663.91    ($2,281.63)  0.00%  -98.77%  $2.83  $11.34
 516  Sell Short  2018-11-15 16:10  Sell  â‚¬11,320.0  $0.00  1  ($636.41)  -0.19%  $2,544.47  62.28%    $2.83  $11.30
   Buy to Cover  2018-11-15 19:10  Exit Short  â‚¬11,341.5    ($608.14)  $235,027.50    ($1,541.21)  22.84%  -14.88%  $2.83  $11.31
 517  Buy  2018-11-15 21:10  Buy  â‚¬11,411.0  $0.00  1  ($2,535.35)  -0.78%  $594.93  19.18%    $2.84  $11.34
   Sell  2018-11-16 13:10  Stop Loss  â‚¬11,322.5    ($2,507.01)  $232,492.15    ($2,507.01)  0.00%  -80.82%  $2.83  $11.33
 518  Sell Short  2018-11-16 15:10  Sell  â‚¬11,270.0  $0.00  1  ($869.19)  -0.26%  $1,765.91  52.10%    $2.85  $11.39
   Buy to Cover  2018-11-16 17:10  Exit Short  â‚¬11,299.5    ($840.70)  $231,622.96    ($1,623.92)  23.11%  -24.79%  $2.85  $11.40
 519  Sell Short  2018-11-19 17:10  Sell  â‚¬11,267.0  $0.00  1  $4,029.59  1.26%  $5,927.83  89.25%    $2.86  $11.45
   Buy to Cover  2018-11-20 13:10  Exit Short  â‚¬11,125.0    $4,058.20  $235,652.55    ($715.80)  71.83%  61.08%  $2.86  $11.43
 520  Sell Short  2018-11-29 13:10  Sell  â‚¬11,305.0  $0.00  1  $2,211.85  0.70%  $3,324.69  79.32%    $2.84  $11.37
   Buy to Cover  2018-11-30 16:10  Exit Short  â‚¬11,226.0    $2,240.24  $237,864.40    ($867.14)  74.24%  53.56%  $2.84  $11.34
 521  Sell Short  2018-12-07 19:10  Sell  â‚¬10,755.0  $0.00  1  $2,343.12  0.77%  $3,887.75  80.47%    $2.85  $11.40
   Buy to Cover  2018-12-10 09:10  Exit Short  â‚¬10,672.0    $2,371.65  $240,207.52    ($940.33)  68.64%  49.11%  $2.86  $11.43
 522  Sell Short  2018-12-10 11:10  Sell  â‚¬10,661.0  $0.00  1  ($1,255.43)  -0.40%  $242.49  16.50%    $2.85  $11.41
   Buy to Cover  2018-12-10 11:10  Stop Loss  â‚¬10,704.0    ($1,226.90)  $238,952.09    ($1,226.90)  0.00%  -83.50%  $2.85  $11.41
 523  Buy  2018-12-11 14:10  Buy  â‚¬10,815.5  $0.00  1  ($297.15)  -0.09%  $1,516.32  65.24%    $2.84  $11.38
   Sell  2018-12-11 18:10  Exit Long  â‚¬10,806.0    ($268.78)  $238,654.94    ($809.83)  23.17%  -11.59%  $2.83  $11.32
 524  Buy  2018-12-12 12:10  Buy  â‚¬10,895.5  $0.00  1  ($1,817.70)  -0.58%  $2,105.61  54.01%    $2.83  $11.33
   Sell  2018-12-14 02:10  Stop Loss  â‚¬10,832.5    ($1,789.33)  $236,837.24    ($1,789.33)  0.00%  -45.99%  $2.84  $11.36
 525  Sell Short  2018-12-17 14:10  Sell  â‚¬10,800.0  $0.00  1  $609.70  0.21%  $3,357.40  94.80%    $2.84  $11.34
   Buy to Cover  2018-12-17 18:10  Exit Short  â‚¬10,777.5    $638.06  $237,446.95    ($184.34)  23.20%  18.00%  $2.84  $11.34
 526  Buy  2018-12-19 14:10  Buy  â‚¬10,800.5  $0.00  1  ($1,114.17)  -0.35%  $513.02  32.14%    $2.85  $11.40
   Sell  2018-12-19 17:10  Stop Loss  â‚¬10,762.5    ($1,085.63)  $236,332.78    ($1,085.63)  0.00%  -67.86%  $2.86  $11.43
 527  Buy  2018-12-19 19:10  Buy  â‚¬10,789.5  $0.00  1  ($1,267.55)  -0.40%  $626.61  33.59%    $2.86  $11.43
   Sell  2018-12-19 20:10  Stop Loss  â‚¬10,746.0    ($1,239.02)  $235,065.23    ($1,239.02)  0.00%  -66.41%  $2.85  $11.39
 528  Sell Short  2018-12-20 16:10  Sell  â‚¬10,594.5  $0.00  1  $1,530.71  0.51%  $3,626.66  71.67%    $2.86  $11.44
   Buy to Cover  2018-12-21 06:10  Exit Short  â‚¬10,540.0    $1,559.31  $236,595.94    ($1,426.81)  59.21%  30.88%  $2.86  $11.44
 529  Sell Short  2018-12-27 12:10  Sell  â‚¬10,459.0  $0.00  1  $2,901.57  0.98%  $5,606.64  83.44%    $2.85  $11.40
   Buy to Cover  2018-12-27 19:10  Exit Short  â‚¬10,356.5    $2,930.12  $239,497.52    ($1,111.42)  60.08%  43.52%  $2.86  $11.43
 530  Sell Short  2019-01-03 12:10  Sell  â‚¬10,440.0  $0.00  1  ($2,207.91)  -0.73%  $1,559.97  41.83%    $2.84  $11.36
   Buy to Cover  2019-01-04 08:10  Stop Loss  â‚¬10,516.5    ($2,179.47)  $237,289.61    ($2,179.47)  0.00%  -58.17%  $2.85  $11.40
 531  Buy  2019-01-04 12:10  Buy  â‚¬10,556.0  $0.00  1  $7,693.57  2.56%  $9,354.97  95.77%    $2.85  $11.41
   Sell  2019-01-07 04:10  Exit Long  â‚¬10,826.5    $7,722.10  $244,983.18    ($413.52)  83.21%  78.98%  $2.85  $11.42
 532  Buy  2019-01-08 13:10  Buy  â‚¬10,806.0  $0.00  1  $801.01  0.27%  $2,630.26  93.40%    $2.87  $11.46
   Sell  2019-01-08 18:10  Exit Long  â‚¬10,835.0    $829.65  $245,784.19    ($186.30)  36.04%  29.44%  $2.86  $11.44
 533  Buy  2019-01-09 15:10  Buy  â‚¬10,925.0  $0.00  1  ($1,425.36)  -0.44%  $702.77  33.56%    $2.87  $11.47
   Sell  2019-01-09 17:10  Stop Loss  â‚¬10,876.5    ($1,396.62)  $244,358.83    ($1,396.62)  0.00%  -66.44%  $2.88  $11.52
 534  Sell Short  2019-01-10 10:10  Sell  â‚¬10,775.5  $0.00  1  ($1,398.18)  -0.44%  $72.07  5.00%    $2.88  $11.53
   Buy to Cover  2019-01-10 10:10  Stop Loss  â‚¬10,823.0    ($1,369.35)  $242,960.65    ($1,369.35)  0.00%  -95.00%  $2.88  $11.53
 535  Buy  2019-01-10 18:10  Buy  â‚¬10,910.5  $0.00  1  ($1,384.28)  -0.43%  $1,451.54  51.79%    $2.88  $11.51
   Sell  2019-01-11 13:10  Stop Loss  â‚¬10,863.5    ($1,355.48)  $241,576.36    ($1,355.48)  0.00%  -48.21%  $2.88  $11.54
 536  Sell Short  2019-01-11 14:10  Sell  â‚¬10,850.0  $0.00  1  ($1,608.57)  -0.51%  $2,207.70  58.33%    $2.88  $11.53
   Buy to Cover  2019-01-15 03:10  Stop Loss  â‚¬10,905.0    ($1,579.79)  $239,967.79    ($1,579.79)  0.00%  -41.67%  $2.87  $11.49
 537  Buy  2019-01-15 18:10  Buy  â‚¬10,880.5  $0.00  1  ($1,481.71)  -0.47%  $1,553.05  51.66%    $2.85  $11.40
   Sell  2019-01-17 10:10  Stop Loss  â‚¬10,829.5    ($1,453.22)  $238,486.08    ($1,453.22)  0.00%  -48.34%  $2.85  $11.40
 538  Sell Short  2019-01-22 20:10  Sell  â‚¬11,033.0  $0.00  1  ($1,378.13)  -0.43%  $1,079.25  44.44%    $2.84  $11.37
   Buy to Cover  2019-01-23 03:10  Stop Loss  â‚¬11,080.5    ($1,349.71)  $237,107.95    ($1,349.71)  0.00%  -55.56%  $2.84  $11.37
 539  Sell Short  2019-01-23 10:10  Sell  â‚¬11,012.0  $0.00  1  ($880.60)  -0.27%  $440.29  34.07%    $2.84  $11.36
   Buy to Cover  2019-01-23 10:10  Stop Loss  â‚¬11,042.0    ($852.20)  $236,227.35    ($852.20)  0.00%  -65.93%  $2.84  $11.36
 540  Sell Short  2019-01-23 19:10  Sell  â‚¬11,012.5  $0.00  1  ($1,708.22)  -0.54%  $327.49  16.31%    $2.85  $11.39
   Buy to Cover  2019-01-24 02:10  Stop Loss  â‚¬11,071.5    ($1,679.74)  $234,519.13    ($1,679.74)  0.00%  -83.69%  $2.85  $11.39
 541  Buy  2019-01-24 18:10  Buy  â‚¬11,107.5  $0.00  1  $4,433.32  1.41%  $5,851.94  93.42%    $2.83  $11.32
   Sell  2019-01-25 19:10  Exit Long  â‚¬11,264.0    $4,461.72  $238,952.45    ($410.23)  77.55%  70.98%  $2.85  $11.40
 542  Sell Short  2019-01-29 10:10  Sell  â‚¬11,173.5  $0.00  1  ($900.84)  -0.27%  $672.04  43.52%    $2.86  $11.44
   Buy to Cover  2019-01-29 10:10  Stop Loss  â‚¬11,204.0    ($872.24)  $238,051.61    ($872.24)  0.00%  -56.48%  $2.86  $11.44
 543  Sell Short  2019-01-30 17:10  Sell  â‚¬11,136.0  $0.00  1  ($1,504.81)  -0.46%  $428.35  22.56%    $2.86  $11.42
   Buy to Cover  2019-01-30 20:10  Stop Loss  â‚¬11,187.5    ($1,476.20)  $236,546.81    ($1,476.20)  0.00%  -77.44%  $2.87  $11.47
 544  Buy  2019-01-31 09:10  Buy  â‚¬11,224.0  $0.00  1  $28.68  0.02%  $2,183.26  83.06%    $2.87  $11.50
   Sell  2019-01-31 11:10  Exit Long  â‚¬11,226.0    $57.40  $236,575.48    ($445.62)  19.13%  2.19%  $2.87  $11.48
 545  Sell Short  2019-02-14 16:10  Sell  â‚¬11,104.0  $0.00  1  ($296.48)  -0.09%  $1,086.51  49.36%    $2.82  $11.29
   Buy to Cover  2019-02-14 19:10  Exit Short  â‚¬11,113.5    ($268.25)  $236,279.01    ($1,113.16)  38.46%  -12.18%  $2.82  $11.29
 546  Buy  2019-02-18 16:10  Buy  â‚¬11,286.0  $0.00  1  ($875.53)  -0.27%  $748.82  46.90%    $2.83  $11.32
   Sell  2019-02-19 09:10  Stop Loss  â‚¬11,256.0    ($847.26)  $235,403.48    ($847.26)  0.00%  -53.10%  $2.82  $11.30
 547  Buy  2019-02-20 08:10  Buy  â‚¬11,312.5  $0.00  1  $637.79  0.21%  $2,623.61  94.87%    $2.83  $11.34
   Sell  2019-02-20 12:10  Exit Long  â‚¬11,336.0    $666.13  $236,041.27    ($141.71)  29.23%  24.10%  $2.83  $11.34
 548  Buy  2019-02-26 17:10  Buy  â‚¬11,532.5  $0.00  1  ($1,110.12)  -0.33%  $426.17  28.30%    $2.84  $11.36
   Sell  2019-02-27 09:10  Exit Long  â‚¬11,494.5    ($1,081.68)  $234,931.15    ($1,081.68)  0.00%  -71.70%  $2.85  $11.39
 549  Sell Short  2019-02-27 11:10  Sell  â‚¬11,456.0  $0.00  1  ($483.92)  -0.14%  $712.13  48.08%    $2.85  $11.39
   Buy to Cover  2019-02-27 14:10  Exit Short  â‚¬11,472.0    ($455.45)  $234,447.23    ($769.07)  21.15%  -30.77%  $2.85  $11.39
 550  Buy  2019-02-28 18:10  Buy  â‚¬11,501.0  $0.00  1  $3,542.79  1.09%  $4,794.98  96.01%    $2.84  $11.38
   Sell  2019-03-01 17:10  Exit Long  â‚¬11,626.5    $3,571.24  $237,990.02    ($199.11)  75.50%  71.51%  $2.85  $11.38
 551  Buy  2019-03-05 18:10  Buy  â‚¬11,619.5  $0.00  1  ($1,045.48)  -0.31%  $240.28  19.10%    $2.82  $11.29
   Sell  2019-03-06 03:10  Stop Loss  â‚¬11,583.5    ($1,017.23)  $236,944.54    ($1,017.23)  0.00%  -80.90%  $2.83  $11.30
 552  Buy  2019-03-11 16:10  Buy  â‚¬11,496.0  $0.00  1  $2,467.91  0.77%  $3,717.93  98.88%    $2.81  $11.24
   Sell  2019-03-12 10:10  Exit Long  â‚¬11,584.5    $2,496.07  $239,412.45    ($42.17)  67.42%  66.29%  $2.82  $11.28
 553  Buy  2019-03-18 16:10  Buy  â‚¬11,659.0  $0.00  1  ($765.56)  -0.22%  $212.73  22.39%    $2.84  $11.35
   Sell  2019-03-18 17:10  Stop Loss  â‚¬11,633.0    ($737.20)  $238,646.89    ($737.20)  0.00%  -77.61%  $2.84  $11.34
 554  Sell Short  2019-03-20 11:10  Sell  â‚¬11,680.5  $0.00  1  $1,333.52  0.41%  $2,669.05  99.47%    $2.84  $11.35
   Buy to Cover  2019-03-20 17:10  Exit Short  â‚¬11,632.5    $1,361.90  $239,980.41    ($14.19)  51.32%  50.79%  $2.84  $11.35
 555  Sell Short  2019-03-21 10:10  Sell  â‚¬11,547.5  $0.00  1  $909.73  0.29%  $2,560.65  75.00%    $2.85  $11.40
   Buy to Cover  2019-03-21 16:10  Exit Short  â‚¬11,514.5    $938.20  $240,890.15    ($855.17)  52.50%  27.50%  $2.84  $11.37
 556  Buy  2019-03-22 10:10  Buy  â‚¬11,593.5  $0.00  1  ($919.02)  -0.27%  $622.09  41.12%    $2.83  $11.31
   Sell  2019-03-22 10:10  Stop Loss  â‚¬11,562.0    ($890.74)  $239,971.13    ($890.74)  0.00%  -58.88%  $2.83  $11.31
 557  Sell Short  2019-03-26 11:10  Sell  â‚¬11,307.0  $0.00  1  ($1,089.21)  -0.33%  $28.29  2.60%    $2.83  $11.32
   Buy to Cover  2019-03-26 11:10  Stop Loss  â‚¬11,344.5    ($1,060.92)  $238,881.92    ($1,060.92)  0.00%  -97.40%  $2.83  $11.32
 558  Buy  2019-03-26 16:10  Buy  â‚¬11,414.5  $0.00  1  ($1,268.92)  -0.39%  $1,407.39  53.19%    $2.82  $11.29
   Sell  2019-03-27 11:10  Stop Loss  â‚¬11,370.5    ($1,240.70)  $237,613.00    ($1,240.70)  0.00%  -46.81%  $2.82  $11.28
 559  Sell Short  2019-03-27 12:10  Sell  â‚¬11,365.5  $0.00  1  ($1,520.41)  -0.47%  $98.66  6.19%    $2.82  $11.28
   Buy to Cover  2019-03-27 14:10  Stop Loss  â‚¬11,418.5    ($1,492.24)  $236,092.59    ($1,492.24)  0.00%  -93.81%  $2.82  $11.26
 560  Buy  2019-03-27 15:10  Buy  â‚¬11,453.0  $0.00  1  ($2,095.28)  -0.64%  $1,238.12  37.45%    $2.81  $11.26
   Sell  2019-03-27 17:10  Stop Loss  â‚¬11,379.5    ($2,067.15)  $233,997.30    ($2,067.15)  0.00%  -62.55%  $2.81  $11.25
 561  Buy  2019-03-28 12:10  Buy  â‚¬11,475.5  $0.00  1  ($1,544.38)  -0.47%  $182.73  10.74%    $2.81  $11.25
   Sell  2019-03-28 13:10  Stop Loss  â‚¬11,421.5    ($1,516.28)  $232,452.93    ($1,516.28)  0.00%  -89.26%  $2.81  $11.23
 562  Buy  2019-03-28 16:10  Buy  â‚¬11,475.5  $0.00  1  ($1,334.11)  -0.41%  $28.09  2.11%    $2.81  $11.23
   Sell  2019-03-28 16:10  Stop Loss  â‚¬11,429.0    ($1,306.02)  $231,118.82    ($1,306.02)  0.00%  -97.89%  $2.81  $11.23
 563  Buy  2019-03-29 19:10  Buy  â‚¬11,522.5  $0.00  1  $2,626.56  0.82%  $3,341.06  94.82%    $2.81  $11.22
   Sell  2019-04-01 08:10  Exit Long  â‚¬11,617.0    $2,654.63  $233,745.38    ($182.40)  80.48%  75.30%  $2.81  $11.24
 564  Buy  2019-04-04 12:10  Buy  â‚¬11,943.0  $0.00  1  $1,135.77  0.35%  $2,397.31  92.43%    $2.81  $11.23
   Sell  2019-04-04 19:10  Exit Long  â‚¬11,984.5    $1,163.83  $234,881.15    ($196.49)  52.43%  44.86%  $2.80  $11.22
 565  Sell Short  2019-04-08 19:10  Sell  â‚¬11,942.0  $0.00  1  ($732.82)  -0.21%  $985.63  58.33%    $2.82  $11.27
   Buy to Cover  2019-04-09 11:10  Stop Loss  â‚¬11,967.0    ($704.64)  $234,148.33    ($704.64)  0.00%  -41.67%  $2.82  $11.27
 566  Sell Short  2019-04-09 15:10  Sell  â‚¬11,937.5  $0.00  1  $2,026.94  0.61%  $2,689.21  97.45%    $2.82  $11.28
   Buy to Cover  2019-04-10 07:10  Exit Short  â‚¬11,864.5    $2,055.11  $236,175.27    ($70.50)  77.04%  74.49%  $2.82  $11.26
 567  Sell Short  2019-04-11 11:10  Sell  â‚¬11,861.0  $0.00  1  ($1,029.25)  -0.30%  $239.72  19.32%    $2.82  $11.28
   Buy to Cover  2019-04-11 12:10  Stop Loss  â‚¬11,896.5    ($1,001.05)  $235,146.02    ($1,001.05)  0.00%  -80.68%  $2.82  $11.28
 568  Buy  2019-04-11 14:10  Buy  â‚¬11,962.0  $0.00  1  ($788.34)  -0.23%  $0.00  0.00%    $2.82  $11.26
   Sell  2019-04-11 19:10  Exit Long  â‚¬11,935.0    ($760.18)  $234,357.68    ($1,280.81)  40.66%  -59.34%  $2.82  $11.26
 569  Buy  2019-04-15 13:10  Buy  â‚¬12,008.5  $0.00  1  $2,429.99  0.72%  $3,109.58  92.44%    $2.83  $11.31
   Sell  2019-04-16 13:10  Exit Long  â‚¬12,095.5    $2,458.26  $236,787.67    ($254.34)  80.67%  73.11%  $2.83  $11.30
 570  Sell Short  2019-04-18 11:10  Sell  â‚¬12,111.5  $0.00  1  ($971.11)  -0.28%  $14.07  1.47%    $2.81  $11.26
   Buy to Cover  2019-04-18 11:10  Stop Loss  â‚¬12,145.0    ($942.96)  $235,816.57    ($942.96)  0.00%  -98.53%  $2.81  $11.26
 571  Buy  2019-04-24 10:10  Buy  â‚¬12,247.5  $0.00  1  $1,986.29  0.59%  $2,997.74  80.75%    $2.80  $11.21
   Sell  2019-04-24 15:10  Exit Long  â‚¬12,319.5    $2,014.29  $237,802.86    ($714.65)  73.58%  54.34%  $2.80  $11.19
 572  Sell Short  2019-04-30 09:10  Sell  â‚¬12,291.0  $0.00  1  ($573.49)  -0.16%  $195.88  23.73%    $2.80  $11.19
   Buy to Cover  2019-04-30 10:10  Stop Loss  â‚¬12,310.5    ($545.51)  $237,229.37    ($629.62)  10.17%  -66.10%  $2.80  $11.19
 573  Buy  2019-04-30 21:10  Buy  â‚¬12,354.5  $0.00  1  ($1,961.22)  -0.56%  $448.64  18.82%    $2.80  $11.22
   Sell  2019-05-02 03:10  Stop Loss  â‚¬12,285.5    ($1,933.19)  $235,268.14    ($1,933.19)  0.00%  -81.18%  $2.80  $11.21
 574  Buy  2019-05-03 19:10  Buy  â‚¬12,419.5  $0.00  1  ($3,076.16)  -0.88%  $461.99  13.15%    $2.80  $11.20
   Sell  2019-05-06 03:10  Stop Loss  â‚¬12,310.5    ($3,048.19)  $232,191.98    ($3,048.19)  0.00%  -86.85%  $2.80  $11.19
 575  Sell Short  2019-05-07 13:10  Sell  â‚¬12,205.0  $0.00  1  $4,087.91  1.20%  $5,339.52  92.72%    $2.80  $11.20
   Buy to Cover  2019-05-08 04:10  Exit Short  â‚¬12,058.0    $4,115.91  $236,279.89    ($419.24)  78.64%  71.36%  $2.80  $11.20
 576  Sell Short  2019-05-09 10:10  Sell  â‚¬12,091.0  $0.00  1  $3,043.04  0.91%  $4,351.37  90.64%    $2.80  $11.19
   Buy to Cover  2019-05-09 19:10  Exit Short  â‚¬11,981.5    $3,071.05  $239,322.94    ($447.47)  73.39%  64.04%  $2.80  $11.22
 577  Buy  2019-05-10 14:10  Buy  â‚¬12,098.5  $0.00  1  ($1,825.57)  -0.53%  $0.00  0.00%    $2.81  $11.23
   Sell  2019-05-10 14:10  Stop Loss  â‚¬12,034.5    ($1,797.49)  $237,497.36    ($1,797.49)  0.00%  -100.00%  $2.81  $11.23
 578  Buy  2019-05-10 20:10  Buy  â‚¬12,103.0  $0.00  1  ($1,853.43)  -0.54%  $2,429.13  57.10%    $2.81  $11.23
   Sell  2019-05-13 03:10  Stop Loss  â‚¬12,038.0    ($1,825.35)  $235,643.93    ($1,825.35)  0.00%  -42.90%  $2.81  $11.23
 579  Sell Short  2019-05-13 09:10  Sell  â‚¬12,049.5  $0.00  1  $4,505.63  1.34%  $6,420.42  92.14%    $2.81  $11.23
   Buy to Cover  2019-05-13 18:10  Exit Short  â‚¬11,888.0    $4,533.71  $240,149.56    ($547.56)  72.98%  65.12%  $2.81  $11.23
 580  Sell Short  2019-05-15 15:10  Sell  â‚¬11,876.0  $0.00  1  ($966.47)  -0.28%  $1,104.48  53.02%    $2.80  $11.18
   Buy to Cover  2019-05-15 17:10  Exit Short  â‚¬11,909.5    ($938.49)  $239,183.09    ($978.78)  2.01%  -44.97%  $2.80  $11.21
 581  Buy  2019-05-16 09:10  Buy  â‚¬12,038.5  $0.00  1  $5,756.30  1.72%  $7,141.13  87.80%    $2.80  $11.21
   Sell  2019-05-17 06:10  Exit Long  â‚¬12,245.5    $5,784.28  $244,939.39    ($994.97)  83.33%  71.13%  $2.79  $11.18
 582  Buy  2019-05-17 18:10  Buy  â‚¬12,234.5  $0.00  1  ($1,953.70)  -0.56%  $139.59  6.76%    $2.79  $11.17
   Sell  2019-05-17 21:10  Stop Loss  â‚¬12,165.5    ($1,925.79)  $242,985.68    ($1,925.79)  0.00%  -93.24%  $2.79  $11.16
 583  Buy  2019-05-27 16:10  Buy  â‚¬12,055.5  $0.00  1  ($699.52)  -0.20%  $69.95  9.43%    $2.80  $11.19
   Sell  2019-05-27 17:10  Stop Loss  â‚¬12,031.5    ($671.54)  $242,286.16    ($671.54)  0.00%  -90.57%  $2.80  $11.19
 584  Sell Short  2019-05-28 11:10  Sell  â‚¬12,004.5  $0.00  1  ($181.89)  -0.05%  $1,259.12  62.07%    $2.80  $11.19
   Buy to Cover  2019-05-28 14:10  Exit Short  â‚¬12,010.0    ($153.91)  $242,104.27    ($769.09)  30.34%  -7.59%  $2.80  $11.19
 585  Buy  2019-05-28 15:10  Buy  â‚¬12,038.5  $0.00  1  ($1,689.94)  -0.49%  $755.49  31.21%    $2.80  $11.19
   Sell  2019-05-28 18:10  Stop Loss  â‚¬11,979.0    ($1,661.98)  $240,414.33    ($1,661.98)  0.00%  -68.79%  $2.79  $11.17
 586  Buy  2019-06-06 13:10  Buy  â‚¬12,033.0  $0.00  1  ($1,380.31)  -0.40%  $549.31  28.89%    $2.81  $11.24
   Sell  2019-06-06 14:10  Stop Loss  â‚¬11,985.0    ($1,352.18)  $239,034.02    ($1,352.18)  0.00%  -71.11%  $2.82  $11.27
 587  Sell Short  2019-06-12 15:10  Sell  â‚¬12,047.5  $0.00  1  ($1,471.34)  -0.42%  $0.00  0.00%    $2.83  $11.31
   Buy to Cover  2019-06-12 16:10  Stop Loss  â‚¬12,098.5    ($1,443.05)  $237,562.68    ($1,443.05)  0.00%  -100.00%  $2.83  $11.32
 588  Buy  2019-06-13 11:10  Buy  â‚¬12,137.0  $0.00  1  ($140.93)  -0.03%  $1,185.14  79.25%    $2.82  $11.29
   Sell  2019-06-13 17:10  Exit Long  â‚¬12,133.0    ($112.72)  $237,421.76    ($310.47)  13.21%  -7.55%  $2.82  $11.27
 589  Sell Short  2019-06-14 11:10  Sell  â‚¬12,088.5  $0.00  1  $365.40  0.12%  $1,842.87  95.62%    $2.82  $11.28
   Buy to Cover  2019-06-14 16:10  Exit Short  â‚¬12,074.5    $393.55  $237,787.16    ($84.58)  24.82%  20.44%  $2.81  $11.24
 590  Buy  2019-06-21 12:10  Buy  â‚¬12,376.5  $0.00  1  ($1,426.47)  -0.40%  $677.91  32.65%    $2.82  $11.30
   Sell  2019-06-21 12:10  Stop Loss  â‚¬12,327.0    ($1,398.23)  $236,360.68    ($1,398.23)  0.00%  -67.35%  $2.82  $11.30
 591  Sell Short  2019-06-21 16:10  Sell  â‚¬12,289.5  $0.00  1  $3,208.25  0.93%  $4,089.83  78.05%    $2.83  $11.32
   Buy to Cover  2019-06-26 04:10  Exit Short  â‚¬12,175.5    $3,236.60  $239,568.93    ($1,146.14)  83.74%  61.79%  $2.84  $11.36
 592  Sell Short  2019-06-27 13:10  Sell  â‚¬12,203.5  $0.00  1  ($1,022.90)  -0.29%  $298.63  21.00%    $2.84  $11.38
   Buy to Cover  2019-06-27 15:10  Exit Short  â‚¬12,238.5    ($994.47)  $238,546.03    ($1,122.95)  9.00%  -70.00%  $2.84  $11.37

--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: Annual Trading Summary
TradeStation Strategy Performance Report Advantage Pro - Fighter, @FDAX, 60 min., 2014-01-02 08:10:00 - 2019-06-28 22:00:00
TradeStation Periodical Returns: Annual 
 
Mark-To-Market Period Analysis:

Period

 Net Profit % Gain Profit Factor # Trades % Profitable

Last 12 month

 $9,373.02 2.85% 1.09 120 35.00%
2019-01-01 ($951.48) -0.28% 0.98 63 31.75%
2018-01-01 $33,437.87 10.93% 1.30 117 41.03%
2017-01-01 $37,126.99 13.81% 1.64 95 35.79%
2016-01-01 $36,331.92 15.62% 1.36 103 41.75%
2015-01-01 $69,038.78 42.21% 1.57 116 35.34%
2014-01-01 $63,561.95 63.56% 1.92 98 45.92%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
2019-01-01 - Today ($951.48) -0.28% 0.98 63 31.75%
2018-01-01 - 2019-01-01 $32,486.39 10.61% 1.20 180 37.78%
2017-01-01 - 2019-01-01 $69,613.38 25.89% 1.31 275 37.09%
2016-01-01 - 2019-01-01 $105,945.30 45.55% 1.33 378 38.36%
2015-01-01 - 2019-01-01 $174,984.08 106.98% 1.39 494 37.65%
2014-01-01 - 2019-01-01 $238,546.03 238.55% 1.46 592 39.02%

Created by TradeStation: 2020-01-05 00:20:48, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: Daily Analysis
TradeStation Strategy Performance Report Advantage Pro - Fighter, @FDAX, 60 min., 2014-01-02 08:10:00 - 2019-06-28 22:00:00
TradeStation Periodical Returns: Daily
 
Mark-To-Market Period Analysis:

Period

 Net Profit % Gain Profit Factor # Trades % Profitable
2019-06-27 ($1,022.90) -0.30% 0.00 1 0.00%
2019-06-26 ($411.73) -0.12% 0.00 1 0.00%
2019-06-25 $1,733.12 0.51% 100.00 1 100.00%
2019-06-24 $783.51 0.23% 100.00 1 100.00%
2019-06-23 $0.00 0.00% 0.00 1 0.00%
2019-06-22 $0.00 0.00% 0.00 1 0.00%
2019-06-21 ($317.70) -0.09% 0.78 2 50.00%
2019-06-14 $365.40 0.11% 100.00 1 100.00%
2019-06-13 ($140.93) -0.04% 0.00 1 0.00%
2019-06-12 ($1,471.34) -0.43% 0.00 1 0.00%
2019-06-06 ($1,380.31) -0.41% 0.00 1 0.00%
2019-05-28 ($1,871.83) -0.55% 0.00 2 0.00%
2019-05-27 ($699.52) -0.20% 0.00 1 0.00%
2019-05-17 ($2,135.34) -0.62% 0.00 2 0.00%
2019-05-16 $5,937.45 1.75% 100.00 1 100.00%
2019-05-15 ($966.47) -0.28% 0.00 1 0.00%
2019-05-13 $840.90 0.25% 1.23 2 50.00%
2019-05-12 $0.00 0.00% 0.00 1 0.00%
2019-05-11 $0.00 0.00% 0.00 1 0.00%
2019-05-10 ($14.26) 0.00% 0.99 2 50.00%
2019-05-09 $3,043.04 0.90% 100.00 1 100.00%
2019-05-08 ($322.00) -0.10% 0.00 1 0.00%
2019-05-07 $4,405.17 1.33% 100.00 1 100.00%
2019-05-06 ($3,481.64) -1.04% 0.00 1 0.00%
2019-05-05 $0.00 0.00% 0.00 1 0.00%
2019-05-04 $0.00 0.00% 0.00 1 0.00%
2019-05-03 $405.99 0.12% 100.00 1 100.00%
2019-05-02 ($1,849.14) -0.55% 0.00 1 0.00%
2019-05-01 $0.00 0.00% 0.00 1 0.00%
2019-04-30 ($685.66) -0.20% 0.00 2 0.00%
2019-04-24 $1,986.29 0.59% 100.00 1 100.00%
2019-04-18 ($971.11) -0.29% 0.00 1 0.00%
2019-04-16 $2,090.93 0.62% 100.00 1 100.00%
2019-04-15 $339.14 0.10% 100.00 1 100.00%
2019-04-11 ($1,817.59) -0.54% 0.00 2 0.00%
2019-04-10 ($394.14) -0.12% 0.00 1 0.00%
2019-04-09 $1,970.70 0.59% 5.37 2 50.00%
2019-04-08 ($281.62) -0.08% 0.00 1 0.00%
2019-04-04 $1,135.77 0.34% 100.00 1 100.00%
2019-04-01 $2,148.99 0.65% 100.00 1 100.00%
 
Mark-To-Market Rolling Period Analysis:

Period

 Net Profit % Gain Profit Factor # Trades % Profitable
2019-06-27 - 2019-06-27 ($1,022.90) -0.30% 0.00 1 0.00%
2019-06-26 - 2019-06-27 ($1,434.63) -0.42% 0.00 2 0.00%
2019-06-25 - 2019-06-27 $297.29 0.09% 1.29 2 50.00%
2019-06-24 - 2019-06-27 $1,078.05 0.32% 2.05 2 50.00%
2019-06-23 - 2019-06-27 $1,078.05 0.32% 2.05 2 50.00%
2019-06-22 - 2019-06-27 $1,078.05 0.32% 2.05 2 50.00%
2019-06-21 - 2019-06-27 $758.88 0.22% 1.31 3 33.33%
2019-06-20 - 2019-06-27 $758.88 0.22% 1.31 3 33.33%
2019-06-19 - 2019-06-27 $758.88 0.22% 1.31 3 33.33%
2019-06-18 - 2019-06-27 $758.88 0.22% 1.31 3 33.33%
2019-06-17 - 2019-06-27 $758.88 0.22% 1.31 3 33.33%
2019-06-16 - 2019-06-27 $758.88 0.22% 1.31 3 33.33%
2019-06-15 - 2019-06-27 $758.88 0.22% 1.31 3 33.33%
2019-06-14 - 2019-06-27 $1,124.28 0.33% 1.46 4 50.00%
2019-06-13 - 2019-06-27 $983.35 0.29% 1.38 5 40.00%
2019-06-12 - 2019-06-27 ($487.98) -0.14% 0.88 6 33.33%
2019-06-11 - 2019-06-27 ($487.98) -0.14% 0.88 6 33.33%
2019-06-10 - 2019-06-27 ($487.98) -0.14% 0.88 6 33.33%
2019-06-09 - 2019-06-27 ($487.98) -0.14% 0.88 6 33.33%
2019-06-08 - 2019-06-27 ($487.98) -0.14% 0.88 6 33.33%
2019-06-07 - 2019-06-27 ($487.98) -0.14% 0.88 6 33.33%
2019-06-06 - 2019-06-27 ($1,868.30) -0.55% 0.66 7 28.57%
2019-06-05 - 2019-06-27 ($1,868.30) -0.55% 0.66 7 28.57%
2019-06-04 - 2019-06-27 ($1,868.30) -0.55% 0.66 7 28.57%
2019-06-03 - 2019-06-27 ($1,868.30) -0.55% 0.66 7 28.57%
2019-06-02 - 2019-06-27 ($1,868.30) -0.55% 0.66 7 28.57%
2019-06-01 - 2019-06-27 ($1,868.30) -0.55% 0.66 7 28.57%
2019-05-31 - 2019-06-27 ($1,868.30) -0.55% 0.66 7 28.57%
2019-05-30 - 2019-06-27 ($1,868.30) -0.55% 0.66 7 28.57%
2019-05-29 - 2019-06-27 ($1,868.30) -0.55% 0.66 7 28.57%
2019-05-28 - 2019-06-27 ($3,740.13) -1.09% 0.49 9 22.22%
2019-05-27 - 2019-06-27 ($4,439.65) -1.29% 0.45 10 20.00%
2019-05-26 - 2019-06-27 ($4,439.65) -1.29% 0.45 10 20.00%
2019-05-25 - 2019-06-27 ($4,439.65) -1.29% 0.45 10 20.00%
2019-05-24 - 2019-06-27 ($4,439.65) -1.29% 0.45 10 20.00%
2019-05-23 - 2019-06-27 ($4,439.65) -1.29% 0.45 10 20.00%
2019-05-22 - 2019-06-27 ($4,439.65) -1.29% 0.45 10 20.00%
2019-05-21 - 2019-06-27 ($4,439.65) -1.29% 0.45 10 20.00%
2019-05-20 - 2019-06-27 ($4,439.65) -1.29% 0.45 10 20.00%
2019-05-19 - 2019-06-27 ($4,439.65) -1.29% 0.45 10 20.00%

Created by TradeStation: 2020-01-05 00:20:48, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: Monthly Analysis
TradeStation Strategy Performance Report Advantage Pro - Fighter, @FDAX, 60 min., 2014-01-02 08:10:00 - 2019-06-28 22:00:00
TradeStation Periodical Returns: Monthly

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

%Profitable
January ($1,838.36) -1.84% 32.26%
February $7,365.80 3.16% 51.79%
March $5,593.20 2.32% 36.84%
April $1,130.76 0.46% 32.81%
May $2,283.52 0.92% 30.91%
June $1,119.06 0.45% 36.73%
July $4,518.33 1.80% 53.33%
August $6,194.19 2.61% 40.82%
September $4,378.63 1.80% 47.50%
October $5,965.86 2.40% 41.07%
November ($1,753.64) -0.69% 36.00%
December $9,627.87 3.81% 51.16%
 
Mark-To-Market Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

2019-06-01 ($1,868.30) -0.55% 0.66 7 28.57%
2019-05-01 $3,297.05 0.98% 1.23 13 30.77%
2019-04-01 $5,520.81 1.66% 2.31 11 45.45%
2019-03-01 ($3,250.05) -0.97% 0.72 14 35.71%
2019-02-01 ($1,730.14) -0.51% 0.37 6 33.33%
2019-01-01 ($2,922.03) -0.86% 0.82 15 26.67%
2018-12-01 $1,633.11 0.48% 1.28 9 44.44%
2018-11-01 ($5,778.11) -1.68% 0.57 12 25.00%
2018-10-01 ($1,370.39) -0.40% 0.92 13 38.46%
2018-09-01 $11,524.22 3.46% 4.71 6 66.67%
2018-08-01 $3,318.53 1.00% 1.33 13 38.46%
2018-07-01 $998.74 0.30% 1.21 5 40.00%
2018-06-01 $24.31 0.01% 1.00 10 40.00%
2018-05-01 $11,712.80 3.69% 3.03 9 55.56%
2018-04-01 ($6,482.06) -2.00% 0.56 10 30.00%
2018-03-01 $1,975.10 0.61% 1.13 11 36.36%
2018-02-01 $10,220.60 3.28% 1.96 12 50.00%
2018-01-01 $5,665.70 1.85% 2.28 11 54.55%
2017-12-01 $8,934.35 3.01% 4.03 7 57.14%
2017-11-01 $1,727.54 0.58% 1.35 8 62.50%
2017-10-01 $2,136.02 0.73% 1.47 9 33.33%
2017-09-01 $2,816.86 0.97% 1.63 9 44.44%
2017-08-01 $7,357.43 2.60% 2.49 9 55.56%
2017-07-01 $3,603.80 1.29% 3.11 4 50.00%
2017-06-01 $9,645.30 3.57% 6.55 8 62.50%
2017-05-01 ($2,231.70) -0.82% 0.74 11 18.18%
2017-04-01 $4,678.18 1.75% 1.63 12 33.33%
2017-03-01 $115.94 0.04% 1.02 10 20.00%
2017-02-01 ($1,453.93) -0.54% 0.62 5 40.00%
2017-01-01 ($169.15) -0.06% 0.97 8 12.50%
2016-12-01 $3,251.98 1.22% 2.20 8 37.50%
2016-11-01 ($15,198.84) -5.41% 0.35 10 30.00%
2016-10-01 $3,789.01 1.37% 1.89 9 44.44%
2016-09-01 ($61.44) -0.02% 0.99 9 44.44%
2016-08-01 $140.97 0.05% 1.02 11 36.36%
2016-07-01 $11,883.80 4.48% 7.87 6 66.67%
2016-06-01 $6,051.33 2.34% 2.73 6 50.00%
2016-05-01 ($1,232.70) -0.47% 0.76 7 28.57%
2016-04-01 $1,127.41 0.43% 1.08 12 33.33%
2016-03-01 $7,573.57 3.01% 2.17 6 33.33%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

2019-06-01 - Today ($1,868.30) -0.55% 0.66 7 28.57%
2019-05-01 - 2019-06-01 $1,428.75 0.42% 1.07 20 30.00%
2019-04-01 - 2019-06-01 $6,949.65 2.10% 1.29 30 36.67%
2019-03-01 - 2019-06-01 $3,700.41 1.10% 1.10 43 34.88%
2019-02-01 - 2019-06-01 $1,970.55 0.59% 1.05 48 33.33%
2019-01-01 - 2019-06-01 ($951.48) -0.28% 0.98 63 31.75%
2018-12-01 - 2019-06-01 $681.63 0.20% 1.01 72 33.33%
2018-11-01 - 2019-06-01 ($5,096.48) -1.48% 0.93 84 32.14%
2018-10-01 - 2019-06-01 ($6,466.86) -1.87% 0.93 97 32.99%
2018-09-01 - 2019-06-01 $5,057.35 1.52% 1.05 103 34.95%
2018-08-01 - 2019-06-01 $8,374.28 2.54% 1.08 115 34.78%
2018-07-01 - 2019-06-01 $9,373.02 2.85% 1.09 120 35.00%
2018-06-01 - 2019-06-01 $9,397.33 2.85% 1.08 130 35.38%
2018-05-01 - 2019-06-01 $21,110.13 6.65% 1.17 139 36.69%
2018-04-01 - 2019-06-01 $14,619.98 4.51% 1.11 148 35.81%
2018-03-01 - 2019-06-01 $16,600.09 5.16% 1.11 158 35.44%
2018-02-01 - 2019-06-01 $26,820.69 8.60% 1.17 170 36.47%
2018-01-01 - 2019-06-01 $32,486.39 10.61% 1.20 180 37.78%
2017-12-01 - 2019-06-01 $41,420.74 13.94% 1.25 187 38.50%
2017-11-01 - 2019-06-01 $43,147.25 14.60% 1.25 194 39.18%
2017-10-01 - 2019-06-01 $45,283.28 15.44% 1.26 203 38.92%
2017-09-01 - 2019-06-01 $48,067.41 16.55% 1.27 211 38.86%
2017-08-01 - 2019-06-01 $55,424.84 19.58% 1.30 220 39.55%
2017-07-01 - 2019-06-01 $59,028.17 21.12% 1.32 223 39.46%
2017-06-01 - 2019-06-01 $68,673.46 25.45% 1.36 231 40.26%
2017-05-01 - 2019-06-01 $66,441.76 24.42% 1.34 242 39.26%
2017-04-01 - 2019-06-01 $71,120.22 26.59% 1.35 253 38.74%
2017-03-01 - 2019-06-01 $71,236.46 26.65% 1.34 262 37.79%
2017-02-01 - 2019-06-01 $69,782.53 25.96% 1.32 267 37.83%
2017-01-01 - 2019-06-01 $69,613.38 25.89% 1.31 275 37.09%
2016-12-01 - 2019-06-01 $72,865.36 27.43% 1.32 283 37.10%
2016-11-01 - 2019-06-01 $57,666.52 20.53% 1.23 293 36.86%
2016-10-01 - 2019-06-01 $61,456.47 22.18% 1.24 301 37.21%
2016-09-01 - 2019-06-01 $61,395.04 22.15% 1.24 310 37.42%
2016-08-01 - 2019-06-01 $61,536.01 22.21% 1.23 321 37.38%
2016-07-01 - 2019-06-01 $73,419.81 27.69% 1.27 327 37.92%
2016-06-01 - 2019-06-01 $79,471.14 30.68% 1.29 333 38.14%
2016-05-01 - 2019-06-01 $78,238.57 30.06% 1.28 339 38.05%
2016-04-01 - 2019-06-01 $79,368.26 30.62% 1.27 350 38.00%
2016-03-01 - 2019-06-01 $86,941.83 34.55% 1.29 356 37.92%

Created by TradeStation: 2020-01-05 00:20:48, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: Weekly Trading Analysis
TradeStation Strategy Performance Report Advantage Pro - Fighter, @FDAX, 60 min., 2014-01-02 08:10:00 - 2019-06-28 22:00:00
TradeStation Periodical Returns: Weekly
 
Mark-To-Market Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
2019-06-23 $1,078.05 0.32% 2.05 2 50.00%
2019-06-16 ($317.70) -0.09% 0.78 2 50.00%
2019-06-09 ($1,246.86) -0.37% 0.23 3 33.33%
2019-06-02 ($1,380.31) -0.41% 0.00 1 0.00%
2019-05-26 ($2,571.35) -0.75% 0.00 3 0.00%
2019-05-12 $3,677.02 1.08% 1.56 5 40.00%
2019-05-05 $3,635.05 1.08% 1.68 5 60.00%
2019-04-28 ($2,128.72) -0.63% 0.16 3 33.33%
2019-04-21 $1,986.29 0.59% 100.00 1 100.00%
2019-04-14 $1,458.89 0.44% 2.50 2 50.00%
2019-04-07 ($523.47) -0.16% 0.79 4 25.00%
2019-03-31 $3,284.76 0.99% 100.00 2 100.00%
2019-03-24 ($8,375.56) -2.46% 0.05 7 14.29%
2019-03-17 $558.68 0.16% 1.33 4 50.00%
2019-03-10 $2,467.91 0.73% 100.00 1 100.00%
2019-03-03 ($1,045.48) -0.31% 0.00 1 0.00%
2019-02-24 $1,948.75 0.58% 2.22 3 33.33%
2019-02-17 ($237.74) -0.07% 0.73 2 50.00%
2019-02-10 ($296.48) -0.09% 0.00 1 0.00%
2019-01-27 ($2,376.97) -0.70% 0.01 3 33.33%
2019-01-20 $466.37 0.14% 1.12 4 25.00%
2019-01-13 ($2,156.71) -0.63% 0.00 2 0.00%
2019-01-06 ($3,524.74) -1.02% 0.31 6 33.33%
2018-12-30 $4,659.98 1.37% 3.11 2 50.00%
2018-12-23 $2,901.57 0.86% 100.00 1 100.00%
2018-12-16 ($241.30) -0.07% 0.90 4 50.00%
2018-12-09 ($2,713.07) -0.80% 0.20 4 25.00%
2018-12-02 $1,683.09 0.50% 100.00 1 100.00%
2018-11-25 $2,211.85 0.66% 100.00 1 100.00%
2018-11-18 $4,029.59 1.22% 100.00 1 100.00%
2018-11-11 ($8,989.26) -2.64% 0.00 6 0.00%
2018-11-04 ($1,121.77) -0.33% 0.56 3 33.33%
2018-10-28 $2,771.09 0.82% 2.45 2 50.00%
2018-10-21 $4,310.37 1.29% 2.12 4 50.00%
2018-10-14 ($4,506.58) -1.33% 0.00 3 0.00%
2018-10-07 ($4,353.75) -1.27% 0.20 3 33.33%
2018-09-30 ($1,503.65) -0.44% 0.70 4 25.00%
2018-09-23 $1,485.39 0.43% 100.00 1 100.00%
2018-09-16 $5,621.46 1.66% 4.92 2 50.00%
2018-09-09 $1,512.76 0.45% 2.78 2 50.00%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
2019-06-23 - Today $1,078.05 0.32% 2.05 2 50.00%
2019-06-16 - 2019-06-23 $758.88 0.22% 1.31 3 33.33%
2019-06-09 - 2019-06-23 ($487.98) -0.14% 0.88 6 33.33%
2019-06-02 - 2019-06-23 ($1,868.30) -0.55% 0.66 7 28.57%
2019-05-26 - 2019-06-23 ($4,439.65) -1.29% 0.45 10 20.00%
2019-05-19 - 2019-06-23 ($4,439.65) -1.29% 0.45 10 20.00%
2019-05-12 - 2019-06-23 ($762.63) -0.22% 0.95 15 26.67%
2019-05-05 - 2019-06-23 $2,872.41 0.86% 1.16 19 31.58%
2019-04-28 - 2019-06-23 $743.18 0.22% 1.04 21 28.57%
2019-04-21 - 2019-06-23 $2,729.47 0.81% 1.13 22 31.82%
2019-04-14 - 2019-06-23 $4,188.35 1.25% 1.20 24 33.33%
2019-04-07 - 2019-06-23 $3,664.88 1.09% 1.15 28 32.14%
2019-03-31 - 2019-06-23 $6,949.65 2.10% 1.29 30 36.67%
2019-03-24 - 2019-06-23 ($1,425.10) -0.42% 0.96 36 30.56%
2019-03-17 - 2019-06-23 ($866.41) -0.26% 0.97 40 32.50%
2019-03-10 - 2019-06-23 $1,601.49 0.48% 1.05 41 34.15%
2019-03-03 - 2019-06-23 $556.01 0.16% 1.02 42 33.33%
2019-02-24 - 2019-06-23 $2,504.76 0.75% 1.07 45 33.33%
2019-02-17 - 2019-06-23 $2,267.02 0.67% 1.06 47 34.04%
2019-02-10 - 2019-06-23 $1,970.55 0.59% 1.05 48 33.33%
2019-02-03 - 2019-06-23 $1,970.55 0.59% 1.05 48 33.33%
2019-01-27 - 2019-06-23 ($406.42) -0.12% 0.99 51 33.33%
2019-01-20 - 2019-06-23 $59.95 0.02% 1.00 55 32.73%
2019-01-13 - 2019-06-23 ($2,096.76) -0.62% 0.96 57 31.58%
2019-01-06 - 2019-06-23 ($5,623.54) -1.63% 0.89 62 32.26%
2018-12-30 - 2019-06-23 ($951.48) -0.28% 0.98 63 31.75%
2018-12-23 - 2019-06-23 $1,950.09 0.58% 1.04 64 32.81%
2018-12-16 - 2019-06-23 $1,708.79 0.51% 1.03 68 33.82%
2018-12-09 - 2019-06-23 ($1,004.28) -0.30% 0.98 72 33.33%
2018-12-02 - 2019-06-23 $681.63 0.20% 1.01 72 33.33%
2018-11-25 - 2019-06-23 $2,893.48 0.86% 1.05 73 34.25%
2018-11-18 - 2019-06-23 $6,923.07 2.09% 1.12 74 35.14%
2018-11-11 - 2019-06-23 ($2,066.19) -0.61% 0.97 80 32.50%
2018-11-04 - 2019-06-23 ($3,187.96) -0.93% 0.96 83 32.53%
2018-10-28 - 2019-06-23 ($416.86) -0.12% 0.99 85 32.94%
2018-10-21 - 2019-06-23 $3,898.42 1.17% 1.05 88 34.09%
2018-10-14 - 2019-06-23 ($609.47) -0.18% 0.99 90 33.33%
2018-10-07 - 2019-06-23 ($4,963.22) -1.45% 0.94 93 33.33%
2018-09-30 - 2019-06-23 ($6,466.86) -1.87% 0.93 97 32.99%
2018-09-23 - 2019-06-23 ($4,981.47) -1.45% 0.94 98 33.67%

Created by TradeStation: 2020-01-05 00:20:48, 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

--==TSBoundary-SPR Content-Type: image/gif Content-Transfer-Encoding: base64 Content-ID: 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p1H0PwFZP5Csn8hWT8x7BWT+QrJ/IVk/kKdR9D8BWT+QrJ/IU4gPy+ArJ/IVk/kKyfyFEQ/L4Csn8hWT+QpxAfl8BWT+QrJ/IVk/kKAh+XwFZP5Csn8hWT+Qqz4R7km90SZIhTggY6dVXHBwTpg4JwQPcpM0a4CN+JxZGWaddMXG3vFFwNGuAjDN+40ZlTN0tZeIjNFwNGuAjDRxb4CU1odEzVXgYusveOGU0Ew5ziJQZeg1k+Ca7eMBIzTQ17pc6JIqEGXoNZPgmu3jA524IxaXjQVbEL0d6t+L3ylVzBj3JN7okyRGJzd4VHRIh1F2uiSCRGFpDhA2ESu1EiHUzXa6JIJEYei6PkhddDq1jeoa6Bdunww1n5GFDXVDrwJqhdfDhNY3oNGzB0TBU3unMzCF18OE1jeg0bMBacijefXYYyU3unevTCiZ/wBAgPQ20n+lTdc3ucNLZ9oxp9F7USvR7YnA4D2TH+RLD5qya1xbeMUTGO/iLQeHaKtauoQG38xKsf5jn9P2k/8A8ihgejFE0vEOVqW9toBCc9v/AKV/Dm8alsq3PpXi44xBVjbekcS8iW7FbfzHMF/2VZt6cmbxYK0T2/zbt2QbQJto60c4kZTT/ILHz2ZTDPZMq/Z2lx0RlKtA55dfTC+2LrpkUTjZWpYHZiJQEk95Tnz2k980eMk2bUkMPREK0E9skqzZe7BCeWWxbeNaJjWOLSzJyN+1LyabgmsmY/8AwE//xAAuEAACAgAEBAYDAQADAQEAAAABEQAhIDFBUWFxofAQMIGRwfFQsdFAYHDhgJD/2gAIAQEAAT8h/wCpBA5ACHCNpuosXVmoXYNvyiGisq+9prFo/wACadrQ3Ezl0qvJZTKT3WcyxvDnzzSmSayxBOvKHcJuUPQy9yCDOQhajqOR0ygDkYrOdu9odwm5Q9D4bhUioCmOp4SqJmkAonCrFDMNdIppzgGRa3CroKCd2Q9CI4TH2nzuDmzyF0SFk5ZccSUYaEjaIChgycvV3cVnCKiFbS+2/GVg+pqgpavNSf8AyBQMRGHNaMNBci8LIMc2uoACzCcCxZ8VDNskjkLDnD6XMXMw3NvNQGlekHMuflHrMsHKKt9coSCMADZvzIamVENrW0zEBlA0QgSUNZlphxmxhnmECgYiMOa0YaC5F4WQsInLHWmoPU31g9oGZLBlGEEGSSs+qZj0vOQyjo4MSwgnns6QXaWMHo19YL6C7Aa1tB1G5YUemULgAyRAlkLh3MQ8jg1/0jXNcJn6xaNWBF7QxMZTkPnANHahIhJD0iQAbzgMqAocAFCwBQ/vWExIDXBdEvQSGcYsHVDm3jYNEsk4zgjnkP2l79U1hWgSWGfAjYNEsk4cIxYgE4V7vQEjab1hR8gBkGmWVAQ7ZAKsZwdm9yYHCptLwiA+cAQC6b5oNCSRagDDeCKmzzhBBwHQTMfxJSBk6mn9gEAynen9iK5/OYax1KEAfcoTOwLsy4InRmAggGDqtzKGCAYBwBkIeAlEhAYiDmIaCOZmVfCVmH2caRg4BsYWqgAmxGUVsZszk9oE5yqmkoEACCzaFu2C0rlHUoQB9yhM7AuzLhBA8yzHGEgFSmrWzgJRiAxsLKDAYYIAswQ09hqHpAEEiSyQVY4oh7iVEAIA8HtBtszyz4Qt5vVMvOdYBfsf/B1kEDWYwhgIAAGt1tMqnhX3U3GIaLVcrrQWpf1nHoDAaETw9R/wslJxTZx5xArPQj0gFQEhBCh4cYmNPSKZw5H6ZBzb9ZfbY4pL+dYWnBLAu4+hT6FPoU+hT6FPoUIiNbhn0KfQp9Cn0KfQp9ChERrcM+hT6FPoU+hT6FPoUIl+kM+hT6FPoU+hT6FPoUKCq2Ez6FPoU+hT6FPoU+hQAM1sEAwISeCfQoepK8s+hT6FCgtmhTZ/E+hTs234Xue+OWwgON4y2EBxvGWqA8zjZkBOjOME+gAG8u+EOmKOBzY25jTCUYzA7MuBGg9EFnvtEVuO+e9RCgsDBg1sWQINGJahhB0ECAPE+QnZtvwvc98chkWQuuMhkWQuuMhiiRyxgyAJbUaYSUGYFqwqOVAwtFpBChyLthX1PumXYFmWC+TfvxmTuCABSyXJVODcPYT7e0aNIc1q5FOm0IRDIRsJXR1QutkjUzs234UI0aCzMlMdimXVNV0x2KZdU1XTHVRhjR648g0WE36eAUJOZnZUKCgMmOSRM+z4jbGRGwFeyuZBosJv08js234Xue+OWwgON4y2EBxvGWqA8zjZkBOjPggEKEjyKAYddRNGhOLRicribMDMQ4zP4za5h4MyAnRnyOzbfhe5745DIshdcZDIshdcZDFEjljBkAS2o08BzeAXqpD9y8hvQQJmSG2Yy6nxBkAS2o08js234Xue+PYpl1TVdMdimXVNV0x1UYY0euPINFhN+k5wyhT7DDkGiwm/TyOzbf79EVrQ4RGS1SwrT3modiDXsRFaegWyhyJ0ws11yqVU1OLa/sAUdGdWYBZOdcIq5BWpx0tfCAsnOuEVcgrU46WvhGJQZFF1ppvFXIK1OOlr4QFk51wirkFanHS18ICyc64Q1QKTQsekdLXwgLJzrhFXIK1OOlr4QFk51wirkFanCAgAMn2gLJzrhFXIK1OOlr4QFk51wirkFanHS18ISSGG9CDgCNA3uYwCE02qAsnOuEVcgrU46WvhAWTnXCHLiXkCCPqOlr4QFk51wirkFanHS18ICyc64RVyCtTjpa+E7Nt/vYxhSNRugokpHN5lzTPKWSye3GbrENnqrnKz2ASG+zhyEJrBEcfQTue+OQyLIXXGQyLIXXGQxRI5YqoDAkgDGgXGh0CKGIGQBLajTyOzbfhe5749imXVNV0x2KZdU1XTHVRhjR64gHskkTY2ig9uZRda5nHkGiwm/TyOzbfhe5745bCA43jLYQHG8JM4CMWbSKgBYGyNvAwoMwKZ4cYUQRO8ZkBOjONmQE6M+R2bb8KAJoRkWds8ZDIshdcZDIshdcJkCKz5mVCX6KnxhI+f9gv0D2cAbAem6gnhyANggfx4AyAJbUaYwZAEtqNPI7Nt+F7nvj2KZdU1XTHYpl1TVdMKOJSfw6nwy0h3Fxgw4BWD0DftwhzSXDaNX6iasghkTB9h7gwB5QDgDJAUPHL0jMgZCApLL8Mg0WE36Y8g0WE36eR2bb8L3PfHLYQHG8ZbCA4345bXiUmQDFEq+zODoNfuUfZeBaoDzMB0HpoisTk5E5F6E+syA1pybB/YSwxlY6Mj4syAnRnGzICdGfI7Nt/suC3kCAY91hL2EHBia4+5745DIshdcZDIshdfEpBW0OtV16QMklUb4HoPZLRam3XgQxRI5YwZAEtqNMYMgCW1Gnkdm2/1kgCSUBnNLxK4DhHQyLW54wUqzGsOVFSyYkFs6aI9CGbZv5BZZCWVIJushnQ3fQQE68Nho6mFS1xnTbSBssDhcy9gw64y0oLnA2WBwuZewYdcZaUFzhyK3c9Omsy9gw64y0oLnA2WBwuZewYdcZaUFzgbLA4XGTJ+YG9rZy0oLnGRkADIuZgLgdJ7qWlBc4GywOFzL2DDrjNCPcthVA2WBwuZewYdcZaUFzgbLA4XMvYMOuMtKC5zTh26hymXsGHXGWlBc4GywOFzL2DDrjLSgucDZYHC47vVuDjpctKC5wNlgcLmXsGHXGWlBc4GywOFzL2DDrjLSguc7Nt/sHQwcoo7P4hyasTXFA5IABTHgCE5rXr2JoxTbZvd5wtD0UQPvCGhIIqtuMDDp4le07nvjlsIDjeMthAcb8NDkzxR3IGc8AtUB5nGzICdGcbMgJ0Z8js23+xdf0cr/Zowz0fpAAAABkBj7nvjkMiyF1xkMiyF1gMgCmM49iADYrRj3YmcHbwEMUSOWMGQBLajTGDIAltRp5HZtsQYUgmBsit59rL7WX2svtZfay+1l9rL7WX2svtZfay+1kkmAUmr2PDyW6DtY9GZg8T0AqOG594uszSWebH3PfHsUy6pqumOxTLqmq6QxGeFZqOGRCLAZ/8AWGqjDGj1x5BosJv0x5BosJv08js22LvW/wATkZwICek0iS6ZeUBkqaFkp7qaNQlEws9YBysoByOWA8MHc9/Jud9V/wAyidEhKHc+QFLTGdNtcZbCA43jLYQHG4NIAAa66wkLInebpvS/fCWqA8zjZkBOjONmQE6M+R2bbF3rf4mxAdjuh93CBqsIICRzWsCLkkMhNLN6wZIOQErIhEgROXa1gCAbYO57+T+S7QivhLM+R3PfHIZFkLrjIZFkLrGmloDmCsRDFEjljBkAS2o0xgyAJbUaeR2bbF3rf5vc9/Jl3AkgDIi8eIy1wwN9o43c98exTLqmq6Yv1klh50mXGGAvP3Ajiqowxo9ceQaLCb9MeQaLCb9PI7NtiFNRqHRGfdo+7R92j7tH3aDK0djIeC08WbJI+hgqzftlLHqJWyyMXGBMSMpyXNRdsynuuZHlqss/JpOtbPgRBayxwM/HIFEi2M1JbUb2WcLTaIifacwIIOt4GHbw+Z3PfHLYQHG8TmUTyF30hWkSNBlB9APfhjLVAeZxsyAnRnGzICdGfI7Nti71v8gQhYYPtM9nqA7MAxYVRJIn3gA4sxdvd5wmcDQQQPvBCiAAA5+Tb5xFDzmS9QAnPwIYRyMCQi8gDIC009nbdL94aMUJZWw6TZIjOpuuohNzSGpGroYQZIZkWdMoAibJfSMouC0MxULPKAImyX0jKLgtDMVCzyjN6zVbZRlFwWhmKhZ5QBE2S+kZRcFoZioWeUF8AenOl8np6FToGa91RULPKAImyX0jKLgtDMVCzygCJsl9Iyi4LQzCEhcIFffzAETZL6RlFwWhmKhZ5QBE2S+kZRcFoZioWeUJKk8jUMouC0MxULPKAImyX0jKLgtDMVCzygCJsl9ITLAdqf6UVCzygCJsl9Iyi4LQzFQs8oAibJfSMouC0MxULPKdm2xd63+IoNcICU0BajeN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bciYb4lAu1TQLbrmNwITMzpw3456oq/u9/v8kzZ+SibpXied66956uTeZeur4towGbPyUdoBxWleJ5r6VqibpVybBzbef4c1c/zcsN9UqLi1QdtovHbYL/8Av8lc/wA3K9An/wArb8HbaMEbbDehb1hwnUqc6X7ZaGrPH/8AyquknR/dK8Ce5VqlKtZtP3Th/g23IxekdI1dyeKchSJFSDhmOHRozpNb3608TMpZp7F/v8kzZ+SibpXieaozE9Cuveerk3mXrq+LaMBmz8ldew83KFKWNFo/cr6VqibpVybBzbef4c1c/wA3K85zDIi84NNbc9+N8UqDttCdDqogeXmjtsF//f5K5/m5XoHf+q29SMzsVzuHfX9xgjbYVQnjSnJQt6w4R2nk298psvQt6xBjJTInWmuqDSJ5pqVQbsz+Kfui32Jmxv8A7J+z8V/v8kzZ+SibpXiea+larr3nq5N5i1q6vi2jAZs/JXXsPNygfHtK+laom6Vcmwc23n+HNXP83K8/w53o2203tajfFKg7bQn7PxUQtJBmM3gmtJrdmvf7/JXP83JVEGSgSqHSNveI5q5Ng5twRtsK+laoW9YcJ8yRJ3dsC67/ALKkHONUq7wn3aDJSr4is2pUpV7U/dFuR/Soy+6ID7n0VE1IAmZAz4bNjf8A2T9n4r/f5Jmz8lE3SvE819K1XXvPVybzL11fFtGAzZ+SuvYeblA+PaV9K1RN0q5Ng5tRhSMwn+HNXP8ANyvP8Od6NttN+N8UqDttCfs/FRdosVz/ADclHEzIUZL/AH+Suf5uSjfFKgT/AOVt4lhmKQ5hXJsHNt55aSDqvjbYV9K1Qt6w4U3Q2k6wuyZwrsmcK7JnCuyZwrsmcK7JnCuyZwrEaG7BkXBudRmNb1gA1su9NDs8q8Jr5mt5bJUmwzigaNKdE6J0jrGryXQdEaW0aU2J0TpDWNfmnwRCfTLNSx4T6pnu80I4hOoGHLuUdvRO/ULiKwoDeid+mWk1hMb0b8YGqpRmdEZvfSFYU3wngeHmqHRPpSn3eacRCiGiZHMmRRCfRlq1+aj/AKTv1AZVjX5qG3onYsSlnC6XonSoUc481Egthvp0dSucthuk0DvGpOidE6R1jV5KJBZDdTEpzkoT+idJk51jzR/QdLurCcxsJ0zpI80KUJ9ZkM3mojjCdjaxpKc4wYkm58ybKE6gWz7q1EnCdjPLs481CiQ4bqI2aR5J0TonSOsavJPhdEZmXeNShP6J0mTnWPNRX9E6T5SrHmug6I0to0qE/onSZOdY81EnCdjPLs481CLWOJY4FxqXYv8At5ow+iM5g5xqUD9J36YE6xq8k1phPm7Nm81EhQ4bqQ0y0qb4TwPDzQh9E+ke6rzVGHDdiuIM5aFT6J3ZylVpUOHRc1wPfs9n/T6Kj/lNUB0T36GzQpZ+/CpTOmSfui3A+laogH8SoYP8Rfuf5uV4bbCvpWqN8U4MTZ5ISqF6OZGRoywIPxReibpULTQvM8eeQO2wYFz/ADcldG20obbCoezzUb4pWtD/AH9vs9Fjf09TpEqTLkkN8ITEjow37otwPpW4Nz/NyvDbYV9K1RvinBibPJV4UH4owWteJEZA7bBg3RttKG2woRJYwUb4pvMizMybPcD90W4HSz/bRlg3P83K8AwTM19K1RvinBe+WKRn/pacKD8UZU7bBg3RttKouJGy9EnLGeXXoW9YfcD90W5G5/m5X/pWo0RnMzhCVQwoPxRf15I7bBg3RttOBrULesPuB5r6o79uRuf5uV/pZ/toyw68KD8UZU7bBgx5giZtODC3rD7gfui3I3P83LJacKD8UZWjSpV6MlC3rD7gfui3I3P83LJCVQwoPxRf15ISqGR1qFvWH3A/dFuRuf5uWSrwoPxRla8lC3rD7WQC5vhJQWurbQRLs7YQITnnrB7QPsmv/cXkH7p9QlRHftWYTv5hO/mE71z/ADLMJ38wnfzCd/Sb+YTvwahPpRfn9r+YTv5hO/mE0O+9mE7+YTv5hNBQt6w+2BsqhmrQmMypSrVOVafui3I3P83LJCVQwoPxRf15ISqGR1qFvWH3A/dFuRuf5uWSrwoPxRla8lC3rD7gfui3IwDIyFKeS04UH4oyunJQt6w+4H7otyOvJCVQwoPxRf15ISqGR1qFvWH3A80ROiO7b7HXhCkMxmMrXkoW9YfcD90W+x6fY9OShb1h9wP3RbkdeSEqhkdeSEqhkdahb1h9wP3Rb7HX7HXkoW9YfcBcHtrq6vquuzg9V12cHquuzg9V12cHquuzg9V12cHquuzg9V12cHqu0Zweq67OD1XXZweq67OD1XXZweq67OD1XXZweq67OD1XXZweq67OD1XaMPyeq67OD1XXZweq67OD1XXZweq67OD1XXZweq67OD1XXZweq7RnB6rrs4PVddnB6rrs4PVddnB6rrs4PVddnB6rrs4PVddnB6rrs4PVdow/J6rrs4PVddnB6rrs4PVddnB6rrs4PVddnB6rrs4PVddnB6rtGcHqmlz24pnU33RLvRrzZ1jOA2nDm4gDWpzElJYrgdmHRpClomjXmzqTntG05Cc6lJYrgdmHRpClomjXmzoAuAnm90B2lpTi7QXIvBbitzYYJEzPFGtNadJeVHo56Hmi3F6orbhwyJUZnNpTi7QXJjP5Z8OWNI55CagjQJqPnOJXXtTpyJoisYdZaWuccycXaC5PIo1srn3e6KwpHMgS0EjNVh4zQ7aFitA2KaxWgbMMmiJnPUpHMp5CoKaxWgbMMmiJnPUpHMgS0EjN/wCKP//EAC0QAAICAAMHBAMBAAMBAAAAAAERACExQVEgMGFxofDxEIGxwVCR0UBggOFw/9oACAEBAAE/If8A5OEB/vAVQMCDiOWDmYU2BiAo0YXphN1NbhDmtYe/BhbA4fqL0SmjwqDoQ8eCwMAYxGcfZlA/WILalhJq7brCOD8EK7IFXUnmjkVA9ywvAPSoyIAc0XHlXBmplFhqxHXLlpGcsQON4woVgEAjOC/DLoosf1COZjy8TkPOFNNVsuXOMKaqOnMZuZrZNSyr2gdIhWiUKYgtcse0CPwU4COqgg5QsaKEgTBRbJwlNr1K92uEYijkHylmcMNQxPekMPPHlF5Ss1oDEn8SwyCwGTMQ3NG7SaJxit42czQ4r8TJIkanWElBQcXeJcARUgD5kzWyallXt6AYLBVofaU2vUr3a4RiKOQfKYHiJfCWX6hh548ovKAIBJSaRcDUibYjHiykDcsYDuYQ8xeHONFCh3WRaGYdvBjZkTBghq2pHGveGG3/AICyr2gixJRk5o/6atkHjzP1As0UkO8eELA2tiOJMEJiRRrPHKD8x2OsYNlhkUM/mCN1gEdkwcRxhnExhp/feAVhhSocknUjC2LO8DwgyQjNNDLCHyLOcFgoVaBzUXMGTQ1oEYQpBMDkL0zA9nBIgCjKnLoVh7iB9iALBefOANEOAK38hOyPYPWNFJIBNEMDFeaEhlBOJhkEoIHvB+Y7HWHy1IMZfQnm1hB0hwEdDhpDzMNmq6GviEiwXpxmKkcAAwMEcOxAxxl/gQBwgZRiiPlHHfhDLjULzSJ9QEBYISPsCXCCGQAQgybV7xXmhIZQTiZjogEYQZM0nRj7iHmYbNV0NfEJFgvTjAqBJJLDQMEcOxAxxgEAb2C9gxSmFBgENHCJIEnUPRHpOrOJOsBa8eZnNqZdFDAH9BHebEZAhgYlzQkMoJxMAsSPMP8A0MEFGOaAT9DENVyutBal/WMegMBkRPD3EKDEDuY4ex/4YdIYpgw94BNqBQihLH6UOB+mQcWvWX22OKS/nWAlLdItuuvSDHhNji48CngU8CngU8CngU8CngUqYrhngU8CngU8CngU8CngU8CngUCAu1ETwKeBTwKeBTwKeBTwKeBSpiuGeBTwKeBTwKeBTwKeBTwKeBQIC7URPAp4FPAp4FPAp4FPAp4FKmK4YWksGAfgLueu52lBc90yIAc0dzaUFz3TIgBzR3NpQXOdf/AXc9dzVCzy3QIASUzOe5VCzy3QIASUzOe5VCzynX/wF3PXczRWAor73WAaKCS9tyaKwFFfe6wDRQSXtuTRWAor7nX/AMBFazxjTTLc2lBc90yIAc0dzaUFz3TIgBzR3NpQXOdf/AXc9dzVCzy3QIASUzOe5VCzy3QIASUzOe5VCzynX/wF3PXczRWAor73JQUBkwlKwUCrcmisBRX3usA0UEl7bk0VgKK+51/8Bdz13O0oLnsn0hbyz/h9f1arOOzaTs2m5tKC57pkQA5o7m0oLnOv/wCuJQBibwA5QHabkCzKICAI83AfowQBZoWWv6IcQhEasO+hhQp0FiYLS/UNl0FjCAIBIDocYjMGLUv1DZdBYwgCASA6HGIzBi1L9Q2XQWMIAgEgOhxjBTGBf26S/UNl0FjCAIBIDocYjMGLUv1DZdBYzpXxCMwYtS/UNl0FjCAAEgNBxgVgMEXsZg6BZdBC4QBAJAdDjEZgxal+obLoLGEAQCQHQ4xGYMWpfqGy6CxhAEAkB0OMRmDFqUUXOwuxCAIBIDocYjMGLUv1DZdBYwgCASA6HGIzBi1L9Q2XQWMIAgEgOhxiMwYtS/UNl0FjAQLEmgTjCMwYtS/UNl0FjCAIBIDocYjMGLUv1DZdBYwgCASA6HGIzBi1L9Q2XQWMJAcroau1AXAwy/14RUJxkw0agL916nNcI0ICfJxH7MMxi0bC8CDgJVF2Scupnc9dzNFYCivuBiJIkjiNjpXxsJ2bSdm03JorAUV97rANFBJe25NFYCivudf/AAF3PXc7Sguc77g2OlfGwnZtJ2bTc2lBc90yIAc0dzaUFznX/wABdz13NULPKd9wbHSvjYTs2k7NpuVQs8t0CAElMznuVQs8p1/8Bdz13M0VgKK+533BsdK+NhOzaTs2m5NFYCivvdYBooJL23JorAUV9zr/AOAgtZYxppnubSguc77g2OlfGwnZtJ2bTc2lBc90yIAc0dzaUFznX/wF3PXc1Qs8p33BsdK+IKKiAPtKOAPkQ9J2bSdm03KoWeW6BACSmZz3KoWeU6//AJ7XnFo5mMCyBoCxhKs42fo57fc9dx/fWJPOGisBRX3O+4NjpXxHZtJgd9vSdm0nZtNyaKwFFfe6wDRQSXtuTRWAor7nX/8APEtKKAwj7VGGkLgANYGEAxmCNvueu3/fWNrOdrzlpQXOd9wbHSviOzaTA77ek7NpOzaeo5goAaNbVpQXPdPkCT7o4j1EumIHA+9q0oLnOv8A+esHgmkH3DiaIARxhl+swOD9CAkLjUIMtdoHD+w4E6YWK65VKqanFtf2HlZecE76QhR0Y1RhXwA8zhKIxvhHa1cIr4AeZwlEY3wjtauEJg6wA52vOc1Bgq7qW/CAzgIEojG+EdrVwivgB5nOlfEHmKyOBhWHWCHmhKDG9EHmKyOBgcoA5nhCURjfCO1q4QOQDWeEJRGN8I7WrhFfADzOEojG+EdrVwmC6Mxm+4SiMb4R2tXCK+AHmcJRGN8I7WrhFfADzOEojG+EtGf0EIr4AeZwEAkpYc47WrhFfADzP0LdrVwivgB5nCURjfCO1q4RXwA8zhq61ICoWcrRtZO3VE0YPM8Z5WXlZeVl5WXlZeVl5WSSYBSZvQ8NyiQMo4Qh8ph8CwDjhgmAMBXo9DYi0OzmY5e0rPYBIb7OHIQmcERx9hDgsNyonj7mdz12/a8p2vOGisBRX3OubB0r4js2kwO+3pOzaTs2m5YaKwFFffoGghsAj8uzlhEV6swHgQSXtuSzRWAor7nX9q6fIyFLP7QJgDt0te8SBHkMBKYxQBykcB8QeSBIDSY8QI0xA0I+nc9dzWlBsC4o4zvf7mZCgr1bfc9dv2vKdrzlpQXOdc2DpXxHZtJgd9vSdm0hwQIBKdDcstKC57ZffcXqxqABsR3JdpQXOdf2rp8iYHOAMFrxjitM1DwcvV4dx+kUeASgsNDlBQC4wHFuusPASQqVWP69O567mAuhdD5Q5lKbAEZcrg02+56+nvuKCHK0+NgBmRhQDMhDioWeU65sHSviOzaTA77ek7NpuhjFQs8tgstFUtnqd9xerAQCSlhz3JaoWeU6/tRJhbhTLXPGd3/UsWtgfR47Xc9dzcx/00hCFIMA1+ILDAht9z19IYibJIYp0r4js2kEAQCA+V6di0nYtIaKwFFfc65sHSviOzaTA77ek7Np6jKTiRXEbbDRWAor72C+kesHImPN6mYDwIJL23BYa4FYEw0VgKK+51/cRHsWvoEApcG7axLgwZrF4oHjCx2FTMirxrGMGVSrTU5iQGwQOO5iAAV/KNhYosgAFQtE9sAzQzAsaYet0r4js2kwO+3p2LSdi0lpQXOdc2DpXxA7AiF54j6mB329J2bT1Gd9wbbLSguc/fWNrP1L6RtUxqABsR3BfWJWlBc51/aioYsXvWPtPCRZpiWkmNPb0AhZsQQhYYP6jC1MSj7YSgjOAx90AKaGIXnueNQpY0oBIwIfD9QqLAwdsgcBHRXH3CyrjQwy+59LpXxHZtJgd9pwwu1qdi0nYtIqFnlOubB0r49AxMSYT0PoTs2nqM77g9WUnEiuI9G9CKhHeB9FQs8p2vL0LMMYBVw6RtUwEAkpYc/QZBABAWKyoBiSg9n6xKk3RcnjOv7ilYndfo698o6gkMLwX9ibASRJA9GMOcBiYIAZ/wABync9f8fzrXx6LpXxHZtJgd9vSdi0nYtIaKwFFfc65sHSvjYDCJ2bT1Gd9werO+4Ngs0VgKK+52vL0L618QO4kkkcJWkcixWOxMf3BFHAzAeBBJe3pid9NoZ1j0p1/aiDh3TP+c8//EdsaD+cPQNbZgkIfqEYTrA2ftuK3UCgJAI0OsYWI8SfLCdz13OiPCxJGKWkxawUKMAAlnuPOtfHoulfEdm0mB329J2LSdi0lpQXOdc2DpXxsBhE7Np6DB6Qt5Zf0TvuD1Z33BsF2lBc52vL0L618QOx09LDzJQE0K9Zna8o1AA2I+i6gHAj1BgYiSJI4j16x6U6/tR6ZsSEmeBTwKeBTwKeBTwKeBR5bY0PcsVYYDOB8SAibSE8YgObazcqalar2gIRDt8V48DCNXEAW4cUdedGbWAauAItw4oYAIgE4MNYW0nSDhZMFBUFvi9YWLskLGdwMXZoUMrhECoZpC484GbVgCY48IEJ0KzR+q3TFwYIzD3gJqBRIHDI+CDAwBkWcVwTWh3RZOvGfpctbcJNUgjgrnxEBgTY4llV8IRq4gC3DijO8wIM9Yo88m2IF0HMDz1iJaFRxjDSrWkwYHBMLVNeMJgAsYgMPe4QXWNvgvHj1mIdAsEwYLI2SD9zihGriALcOKM8uQNFDi4RR55NsQ48sm0I686M2sUeeTbEYh0CwTGFSmDQtXxnlZEA1liubhDgYAzKOC4XJcmdYw4jACwAftwMCE6FZoCUTMe59DDBmwAthrxhENEkDPXNxjAxk016Hj/nv8hiRb84Ilz0mXa4MHtatJDKCcTO567OEACSQADOoQAIIAQcq22WTteWz2/CcA0UEl7eh5gsCKNbHa8/Ts2kynARXAZ+nfcW/sZLZ2/Ce15Q0VgKK+4eofh/nsHqIvcHCIn4UiIOhbNbfc9d7jLJ2vLZ7fhLIgBzR2u15+tpQXP0tOJh8Tv7JbCkpIFnvMzteUtKC5wC2cEZY/5+A7nrsfq5xb22JLzpgZH0na8tkp8NDC+wMBACSmZz2u15+qoWeX+CyUTAAX+n/vpbJIFoYqFnlOv/AIC7nrvbJhkddiTtYBooJL22u15+porAUV9/47JTRWAor7nX/wABAOOzGrO8M+rnFvbZEAOaO12vP1tKC57+wjDKSQnsFpQXOdf/AAF3PX/HYCAElMzntdrz9VQs8t01xjOmQH1uVQs8p1/8Bdz1/wAdmAaKCS9trtefqaKwFFfe6wDRQSXtuTRWAor7nX/wF3PX/HYyIAc0drtefraUFz3TIgBzR3NpQXOdf/1xhFWJb9GIK+yUda/s1WQzkbvoICdeGgydTAGq+zIydBCtZ4xpplMfUIOuELYQHG5bUFzmPqEHXCFsIDjctqC5zH1CDrhC2EBxuNhBcXCY+oQdcIWwgONy2oLnMfUIOuELYQHG5bUFzmPqEHXCFsIDjctqC5wLlDgzj0hbCA43Lagucx9Qg64QthAcbltQXOcuAHWahbCA43Lagucw4GGmo6ZQthAcbltQXOY+oQdcIWwgONy2oLnMfUIOuELYQHG5bUFzmPqEHXCBAHuJxltQXOY+oQdcIWwgONy2oLnMfUIOuELYQHG5bUFzmPqEHXCG0MMxGwguL/ZncWChBe8IZEgiq04wMOniV+oDgW8Sv1O56/47MA0UEl7bXa8/U0VgKK+91gGigkvbcmisBRX3Ov8A4C7nr/jsZEAOaO12vP1tKC57pkQA5o7m0oLnOv8A4C7nruY5ksAKFboEAJKZnPa7Xn6qhZ5boEAJKZnPcqhZ5Tr/AOAu567maKwFFfe6wDRQSXttdrz9TRWAor73WAaKCS9tyaKwFFfc6/8AgIIUbDxMltzaUFz3TIgBzR2scirsCPW0oLnumRADmjubSguc6/8AgLueu5qhZ5boEAJKZnPcqhZ5boEAJKZnPcqhZ5Tr/wCAu567maKwFFfe6wDRQSXtuTRWAor73WAaKCS9tyaKwFFfc6/+Au567naUFz3TIgBzR3NpQXPdMiAHNHc2lBc51/8AARW2gQmaD+082jzaPNo82jzaPNo82jzaKB9ho82jzaPNo82jzaPNo82jzaPNoAAFDMlcebR5tHm0ebR5tHm0ebR5tFA+w0ebR5tHm0ebR5tHm0ebR5tHm0AAChmSuPNo82jzaPNo82jzaPNo82igfYaGtBQIHRGvH8QmIGtQjBEFqYRJf4UPbRysyUBRExYF0YjMGMozq8Wa2wUxKGOIIRgiC1MIxN0CICwxY26yGwLxlhgxZEGMWMye3/b1+oRgiC1MIVEYBOP4g3o2yS8xAARZQeZu4aPrTs/+QWNoCaHQzhbzocBw69JiUwlksmCIMFSACrTbQay4MELLgAIsoPM3c5CX6DsbaBMZkdB7RHgpphYBffSUcAicwwwZ0qhXtt/FWDHP2gAIsoPM3cMAcVIFeJKOrxV/hyjAaVjKEgAEqRmNCgcG2KAHDCyA1ysojIGc41ubKLbyriLEYSAASpGUEDGB3GDApUMpYQM0TBiFnIFt5VxFiMJAAJUjMRFAjD/qj//aAAwDAQACAAMAAAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAUQ8bn2hcCM0E+8N6jLAS8H+LQYksIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAigAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAz+AAAAAAAVAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAVAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAVAAAAAAAAAAAAAAAAAAAAAAAAAAAAMIAAAAAAAAAVVAAAAAAAAAAAAAAAAAAAAAAAAAAAzjAKAAAAAAAVVAAAAAAAAAAAAIAAAAAAAAAAAAAADLAwAAAAAAAVVAAAAAAVAAAAApAAAAAAZ+8AAAAA7rAAAAJDAAAVVApAAAAVVAAAApAEAAASeAEAAAAAwoAAFLppAAAVdApAAEAVWAAAApAVAAACHQgoAAAAAIAAVpppAAAV+AqAAVAV+AAATpAVAAARgQwgAAAAXrAAjDDDAAiDASAAA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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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Z8JPbPhJ7Z8JPbPhJ7Z8JPbPhJ7Z8JPbPhJ7ZiEYad08PsXC9X7Hr6fQa/5mJ6T9i4WUA9rifA9fl9Bz/wAzE9J+xcL1fseub1H0ArQdc11/Hri+viek/YLGqCnjAQurGgIMqWxvS+UtVsZcx8pher9j19PoNf8AMxPSfsF9QLa9RdwE6lXJoRXy2dbHnMoF5ky+Uwsyg61qPAy5VCtlyqFbDwPOVQrZcqhWy5VCoL1rjLlUK2XKoVsJ5yqFbLlUK2XK4ctlyqFbLlUKg8JcqhWy5VCtmKfwH7FwvV+x65vUdZwuIwHgZhk/dEKjB0XTfXXNdfx64vr4npP2LhZSB2uI8D19OqzrVjnCrBd16bCzFrOpo/5mJ6T9i4Xq/Y9fl1SriwZmRaPns5/5mJ6T9gv2aYNQEydnNmq+ECrlz63+UzKBouY3MK2A1vU+BlS7FbKl2K2EHXTUS7FbKl2K2VLsVBWnISpditlS7FbCBv4y7FbBkUt2eAi5tKu789lS9NL12VLsVsqXYqLfPSVLsVsqXYrZij8B+wcTJVsYtKoKmwLgZcufW/zmVSKK5TcwvV+x6+nWLOaAmVGs+U1/zMT0n7FwvV+x6/LqOFxGA8DMMn7ojItWecLMV3VpOf07sOAuKjBaPL6TE9J+xcLKQO1xHgeub1HVzOaEPRtdbBWg65rr+MKncYGRKI8eqL6+J6T9i4Xq/Y7CjBrHKBhxF9TTYUYNY5QMOIvYFWt96x85GvLZr1CjBrHKBhxF/wCPiek/5v8AZT/7NunaTDYclMvUeB2OStENQEyaZ82W+HOBVy59b/KZlA0XMbmFbAa3qfAymdR5mNjDGAU+ERL3CpUuxWxwuIwHgYjFvq6mF+ly5uFRUu8ol2K2VGxB2qmQrWm+98qXYrYzdLV8KgGYUoq9h1l2K2VLsVsqZs2g2VLsVsqXYqDWv3lS7FbKl2K2Yo/Af818Rr/CMp/3FLsWDGiOjIra+6y2YTPpnzZq4coGXLn1v85lUiiuU3ML1fsYGRbGXnFVxRHVN6jquVJB8IQzsezxMKNdHlM6FtRx2dhc457oHqr6hrr+PXF9fE9J/wA3vNd30ZP7QYuI27dZ0Esbuther9j19PoNYFCvqagzMtcagRboc5bMB5zsMG8j9KnRtV3Czmzm6mHkUtv3CEMpHa49TE9J/wA0K2H0jHcIM/8ATZL3G83XXKpPZ4CIGBB8YzIaIhV2sZeXU5dYqX1Hhs5xW6Xcb7sCh9T4bAqCzmj9ItXX0vbUN5iUqgeWw4m+uEK5Mul7+tiek/5qNhZQR96LfQ9k3Ws/u5b/AA9bC9X7HZTAEeMtUUeQ2MyGiIVdrGXlFACnNd3CzVvrTquwZNTewVoNiO+JhgBuc7DBvI9Q11/HrYgH3TAuIjqvOpmUturXrYnpPXwycNO6OE+Entnwk9s+EnthXok0/DPhJ7Z8JPbPhJ7Z8JPbGHRJ2fwz4Se2fCT2z4Se2fCT2yh95v8Af0Hw/mZhthdm2oi9+0kGplzb3q61gTNR1s+UzA1lTN5zC3773eBlS9f02VDmFjlUOJh4ahvTGIUknXQQ5AQIyKFoc536/KHK4NctlS9f0gvfKnRg9oNqKjFho9VKl6/psIl6/psqXr+myph5FY1e4Qh1IJbiJUoP8jAOkWz4ypev6QSpev6bKl6/psxR+A9fD9I6jEhqKjcpMvxFHJw84lqekz6tUfTtZDdJVn944Vez2brjzmJS5VvTSuHVPqb/AH9ALxv6gk7grQE4f9Sx4Fxu21ul5u3mu6gyvTC9a5ylahlynymF6v2PWKuLBhOGMpIq72FnSyfGFcLCXNwhZ1oZefU5zEI+6YFzdo8TEU8BXUN4q/rugZDRzR+ka6rYWPAXAihrPPqoxZNDcRimgYcfosT0nr4fpHWzVr5/QH1N/v6DDfDTMV8YL/p6HPOOvher9j1mRQtDnAzDetkbMPIxXfuMJZie1xgCuw7PAzDBxH7w47RWg6gVQu69YrtVnlsxCE0zHjKZQfOdhQvkNjLzFQP0l14bPHq4hGG/ePDYL6zL0W413piek9fD9I2M3IXAnR1fj1SqlRQ4i4L72s38L3R/wmKXOpW9BsPqb/f0A6evCzUwjhUWzbg19fC7ZHa4eR6xZ0snxlKNw0+gw8lAnfGBt6Ybh5zEzqV3bxszOtnzgVBQHXo4ifr1yx3CBUeyfDrliz6m5iek9fD9I2FTxFQOpaxz6rF1BBFRe6SAVjLprhhY2TL2ufCZEr4dawLyh9Tf7+gzN/T5sIfXP/if+nwFri9V18L1fsdmZzQh6NrrqcvoB0gzVCMNauWxAHjAoV9TWwKFfU113YJoWPGBUahl5RM2K1ZhdtKV1PkZZlLiKT4HY6jiKhHRsa5DropfQsOExPSevhqzUco4eE7/AMjO/wDIzv8AyM7/AMjO/wDIzMpsbBlFmb+FzLevlAbOv4TLzaVe6VcPqb/f0HQ9Bwq84iqf6ehzzjbY04QKMQm2qyNRAmajrZ8pmBrKmbzmFv33u8DAuTNpe+Ky0utxs5BzcpULHcIFR7J8IQRenKDCrxuYn5fvKjhQSfLxhzowteIlS9f0mYDQDQVAHTKOdzEGD2iKinEGUA3zlQYnSHsm+5sNDz0l6/psqXr+mztICfERlw014ADxl4i0CKmTPebTcIuI6EKL2KEA15iF3A0PCC5eXNrHOTLl/OFGDWOUBF6i5ev6Qf21v0zFH4D18P0j6AsxPIUagF6A/KeFk94/6mGoO4Ue0RClrmKVr+08DR7x/wBQ+pv9/SVLzdu7uoMr0wvWucpWoZcp8pher9jMzFt1aQIt0Oe0KK7YIMTGq9SK/wD3nC4WqNVczMW3VpLpjZqNkB059Uq3EUan9pjf4o+cjXl1E6Nqu4Wc2c2zEAxH7x49Vmq6FwJ0dX4yxhp+kVqNZd8CKFoc5htirelwJgoe/dDWPmQi63zK1770mXBc9oWbgxnxdW/DFXkK24npPXCh00Fdz+Z309n8zvp7P5nfT2fzO+ns/md9PZ/M76ez+Z309n8zvp7P5nfT2fzO+ns/md9PZ/M76ez+Z309n8yib1J/wML1fsdpZzQEyo1nylYrJ2fxS0BGWNh3S1ewLmy63G7ebN4dXnMMHEfvDjsXsZs3jCaqjuvZ21DeYn9rsW/1dOExM7Ft287QFdh2eBiFiSfHYVJNEVEf+4Tw3TMt761hP3TcK4i3pcCjcNjViAOBuuKrvYPhLZFPmJSgAeGxwoJPhCWRh2eImJ6T9i4W/vcD4GOofQMeGxkWrPOMMTXSuzMRsJb1uYil2y5jpcJGGo01pepldqPlAyGwYCrEdrhMTOxbdvMFaDauQWwMfpFq620rpd89+1mQ0RCrtYy8tvjAr42Qp+G5h9FiWHtrrymImN2oXVcumsCo9k+GxmVLB/8AETsKHA31sdhvCmKrvYPhtxPSfsXC9X7GWcNP0mVg269IHW6POHEVxrwMfORry2E6fnGTDYMx4A3Nb7XZ2BlK7q1io1WOW3XroxTQMOOwvV1DhthCqvU3EAyizRpRAqhd16xXarPKMvRbjXejOpWjzmHh4n1RvEbITrziqpoNdwY2mVTUfCWgOY3wnFxDlriZlRrPlsoy1w1B8BGdasc4VYLuvSYnpP2D48Iiljq5BP6wYZZvra3ymbMQVww2nOIqoTZ4TEzqV3bxM+YihVVOgUA5frGPnA05TcfLY6K6klaHaGsV2TQXxERukuj93Yl4jkX96dhg3kd2xAWuzuoRSja3Vx+ka6qbj5RkULQ5xWI3qDNx8pkZtfKWLIOom4+UyG6PKFlzbuMsYK2PAR/ymGAPqgx8uG5F8phij3R+UwycN+8OExCMN+8eEGZA3mN0pVCjwhdsMlvOBV+qoEP9Qygrl0F+MK9HVC9+0hlJHKYnRYZzFSIS2GwGVt48PsGmUHzmVezrdiABmFcYN4FVQ4iYXq/Y7NVSYn9TRVrqr8oS7UpEHR9v5Qtly61FL4fZB14wseAuBFDWecC5M2l74jImubdcfpFq62ZyiCuOWZSQQOGWZsIAA8hUdQqaGocXFXzOsVf6fKUA4gx84GnKF+kw1DbsxgCkGtCRzqYhH3TEDYjEeJ29K+FnJNd6oVCZQlcbnjPifIzMhsbMzXvrSNkB05xc4OvKNi4dBSa18oMPFagAATGGDiGuYMwyfuiIzYbABhZIlLiKT4HZiek/YuF6v2MCM2bXdUbpQ61u4R8JCe1e+VlLekQjH6T/AOsyre+9ZpGXmKgfpLrwmZi26tIo7RW6mMMMNosS4+DnAfxBisXXtbqvWHpGOTLoJXRNmbnGRas85iNi5TSGqPGWjETW3y8hCWRh2eI6uGvDWO3M1HUPoGPCW2JhjzMe3V67XYNwIoazzgXNl1uOmG/ymCxejl5TLeazcxFLtlzHS58P5jY6jeVMBddV4XFccZiek/YuGVYjfuMAygn8KwhlI7XGIpfQsOGxm6Xeb7uzK75SRygZDYMo4ifrsC5sutxu3mzeERimgYcYXVSwblBhkEMCTr+UDBk1FwP0l14bHCgk+EbpMM5cv1hHGHlWiRoo6qqmmbjGbF/u5V3N5iFFwgml6Szhr7YcLJWVt9zGTFdEzCu8IH6S68NjMiWD4wZvqJrFRc4M7bBfMzPeYXXZhbK+hqaYXzlgZS1DfFRqscpiek/YqLpZJr9DLxihQb9ZS5SfB53PmYSoAfhrDnUlK+c7nzMDpQTdXjH6QXVQ2KUk5YWbDG+tCZ3PmZ3PmY6jcGM7nzM7HdIupaoxHgIWOHuF74EXCazzjL/w+413zM3R+A1nKHp+7UzItj853PmZ3PmZ3PmYxykUL0MCAYhv70yuKP5w9HiPpDYpSTlmbGQsSx3TMuGd9amIpwk1Ncf/ADDS0edwZ3zDlljqNwYw58RVcG9CDpKOIw/EU/mNiYeIrIv5SjyJ+UVX1BmIqihlP2DWbL4wAM2Rm011qoMMs31tb5TNmIK4YbTnMLsE68PIzEUDesQ1eu6ZWDbr0mG+ChrXfU1UZi/Hyh6ahyoRBnuzyiAtdndQiriYWfS+9UJRco5XKQ9tMPlFV3sHw2amtKpdjLhlhl3H85iDGxGooRznTYP9QGYcKgDk9q7qKm4Vc/vMQb4TpcEkpzPGNx7GxkULQ5xXI1Iuo2R1YnTfL+6Lmda0FUY2ajm5TtoDXMRVJ6KrOULv/wD1Qr221vdB0KFedwmj3v1gKox7PASmBB8Z2Bdb4Mjg+ekbDxKNmZlwgCOQEzkEjwmKqhu4Tr9g5SSPKUXY62DppAAzCuMG8CqocRML1fsYpbEcgHXWDJ0tr2tagbPl0rdOhOc5CRdTK4sQ9FlCcATFGRc4HeA4wv0S9nXRZmCvurfAo4mo+cimXLpFxv7h1qNkB05wME1HjFz4fZvXWUzqPMwYmEykZecHTpdbxvi4iYaixY0mZ1s+cyIKCCv3mTMcvK50uHauVGoMUF2IPMws6WT4xRhkrRrQzNwjkX0h7phGNiDLXGhCBh3R35tgZSu6tYFYgmr0gxGc68BAi3Q57DiK414GHo2q4il9Cw4Rc4OvKZlvfWsKXVzFbPm/tkbvsXDDtVG/kYQj6HjC2fNpW6OoVNDUAOG4s78uwDCxe1f1TMXp8Sx+IwIcV+0a3wlHzHlUzYuGKrTz2dG2MqEG9YScZTn3cIHwXHeqxrGXEccMo3RW4ZZ2wdWO78pif1CMfTl8Iufs1d3MQj7xi4hxGznfesyZs2nKobGhaLlUKMvASxMmZ2vhdwB8NgCDqV8IpOPhv+HnDhLhooHEDWPiuCN2XxhJYtppZhPSML5GBtbGh84ArsOzwM+K/umGhCnUC+OzuV+cDjDY1zb+IuLWXK2WoyM3eIoTM1bq0mOpOirp8/sVCguxUKuKOaYidIQM3CMMXtaXsZFC0OcBC6HjcroyfLWdHZWuBEXExD9UWZlR7McLiMB4GZjyEwly1kFbEdV7IbWBXwRiaXrMFlQJebQbWxPqrGz5R2dNOMTPQul0jYaYjhVJA1luxOzKjUPKa5W8xOTKZ/xDC8Q72/Of3C5WqAjMt0TesTFXQ5RfjA9XUysuW92tzDZ1KjMNSIDhBTR4Nui5wdeU/tKb/FsynVDMPGBXLdxRhitL5zFTIAejJLDj9i4RYgDNx8jCKY1yjOgoGYKi+wKMyo1Dyl4uDnfi2aoKdtOFzsIF+cLHibj4N/3GbQfpLUkHwlmOUNqTcF8Z2lY+TVH6Ag5Re+5naLhjDugDd89ZpFP9P0YrfUf+n/qHG+yBcB6TDZeNGNhph0Qd97czakfVy6QK+CgvlYnw/mZiDxudhyPCZnNmdKMp6Soy4uQchzj6AAGtBM+VgPvVLOxc4GnKBUFkxl5GprEwwO5evOHtAfvHH3kYfL7ExL+qlr4RVRb1hJTdGJUrlF9obGxNAo58ZSgk+EclCKHHSfCf2yspX1CK1pob3ylRjpw1gPRNr4Sxhn89IoTDFjjnnc+ccNhinHFqgZMFAR/8h/8AEbEyjOeT/wAT4fzmIhwxrf1vCV0TfmImQnVhpe+O7LWv3/DynbX84ejF1LOGfy1nwn9sw/7TaLy8TKMWkzURcW8JqviIoIApNKNxMRUtb5ws+Ctlj9cjjGUYa8O6b/aUMJvz0inozfGtZ8J/bM+Q5uV/tUOfBNV9a1hAw2PkLlMCD47MUhAxC8/sS2H/ACjiX9VLXw62+oiHUHEN3x3xUbVBm0/OITy6hF1GKDLhtQ89Z0ddjpN35SuRIHVQhQLO/iYGXvNhEmMq6DKD1QucDKResZ/rBwAf0iv9YuQfn1V7CsB96M1aLh2vhGc94OoHy6vmQIMPIFGftAbt0VG1QZtPziE8vsO2HXy1pdwLWg8eqVO4wjUg82JmWtN++UN3VsD5w0N87PV1matZnrXq6/I1BY3TNWvVozLXjvgWtB4/9Av7XR1+KK56LIfO5WdbPjMudc3K52mAvmY5atGInZYN5GM43iHEHeA1HjF1GYi6neG+t8JzrQ36xWSjbATssDXIzLmGblc7TAecsGx/yCkfEZeLaxGGFh4YsVr2jMXpACRVXylLWXpeO6KT0KeCcZieUZvq4i0fOYf/APKHkceBcgy5LrhHU6IMaYXRAAm93KFqwPFm3zBGJTdj9Zp/yDlUUJlA0nw/nBnW6hTL2TvEtFqFW3GZWFiAMt5d0rLxzfnM9dqqh7O85vzhKLRMznDFwNWo0/7tf//EAC0QAAICAQMCBQQDAQEBAQAAAAERACExQVFhIHEQgaHw8ZGxwdEwUOFAYHCA/9oACAEBAAE/If8A5QdAVZXkRtnv9wIVXutJWD6mqZj5L9IAVEGyeWJgEFx92jjxJwVo2jZCzYFHUgAE75BOP5gHGAKN+aASdBqbgwowEAo1vTmHYizGleTvNVTZRBTrzh0thzUZCxgHv6YhajqOD0xDWGRAuIvWk0KgsXBbBNxlZrQGSf2hhOAk6jp73ijIFESKThnZSAKFzKMSIJcl0je4xwV5sqNW1iNAWq8o1GulBvOz0gxt4Q5JJu9oMENW1I5rz8CeRsEFi4LYJuMrNaAyT+0s2ASt/t/MUZAoiRScbi4MmELi0PTKgsaBHUAYRDEAHYdiYJUUlrAdmI8eGW9A4MITGQD2HEPQyEekU684QfYZJ0N/0JUcgliGwhXjAQDO+iPwltMHgRGI7aIARKq9iDzBMAQWbQBQZIEoXif97IAxVK2LF7k5MHaKRTXuIQsKdQvzC1VQEAKgvaxAwRGBlwDYy2ADBDgkYMMkRw1vK15prL35prNQA0ddu0TBLIXr94EcpAZEdMS/wIA4gIqwAfVLUOFwC4SbNyXctS2Qi1CQisAWDQ0xD0jogr6CA6BkNInJmJoK/E7Qi6gC7JG8d5sQDghgwKhItA4JLDQXAjlIDIjpiX+BAHEeoQw5CWocLgFy5e9SGXmV3YW4O8DcIwP1AhKmQ6gZelQHL0mRYZ1HVpxbol2PMsoLBDgkYMAIij5YH/4SJQZ0gBPXyjgu2YDAQUBU+a/E3GIaLVcrrQWpftn+V8TlAEHTFgkx/wAICEAAsk6QdM2AEn+t28KeAA/UxJpBGEjxzExp6RTOHB+mQct/WOV8zKl8CnwKfAp8CnwKfAoUFVsJnwKfAp8CnwKARsuoZiAE6BOZ8CgQF24ifAp8CnwKfAp8CnwKAxOlxnwKfAp8CnwKfAp8ClTK4xgIOgi1EQR2EMT4FPgU+BT4FCIjW4z4FPgU+BT4FPgU+BQIEQQEDVf0vr/XMyAnRn+BkQA6o9YbLA4vrtKC79ZbCA5vr9m2/pTBDYU32OsGQBLajT+AEAJKanXrARNkv061Qs9ushkWQvXr9m2/pfX+uwGiwm/L+DAaKCS8uuxSLuk69es0VgUV+euxTLqmq9Ov2bb+gJQZ0giRKNGjcy/0wrDz9JuMQ0Wq5XWgtS/bM9T65mQE6M/wMiAHVHrDZYHF9dpQXfrLYQHN9fs239CSlRcACHMCYMYjBfPLiY09IpnDg/TIOW/rHK+ZlSRkDNOX7hsKi8wgSCQCrHERkDNOX7hsKi8wgSCQCrHEIlhYEmZfuGwqLzCBIJAKscRGQM05fuGwqLzCBIJAKscRGQM05fuGwqLzAKyMCz3iMgZpy/cNhUXmECQSAVY4iMgZpy/cNhUXmECQSAVY4gEaz2XveX7hsKi8wgSCQCrHERkDNOX7hsKi8wgSCQCrHERkDNOUUDtqEX79YQJBIBVjiIyBmnL9w2FReYQJBIBVjiIyBmnL9w2FReYEj3P0URkDNOX7hsKi8wgSCQCrHERkDNOX7hsKi8wgSCQCrHEFQDIH5H+l9f67AaLCb8uoMTJAoGBCEBJJCTrUtTCcHCrrsUi7pOvXrNFYFFfnrsUy6pqvTr9m2/pRJDYW33OtmQE6M9IciQtGYDOAxDuPAMWdAECfLrDZYHF9dpQXfrLYQHN9fs239L6/1wMgCW1GnTrhEHDpuCbHwBACSmp16wETZL9OtULPbrIZFkL16/Ztv6AlB5iGFgDgVZ+suNlVToeP9gAEAriGLKICAI9XA+hnYforNEZgxal+obLoLMIAgEgOhzEZgxal+obLoLMIAgEgOhzDNJsDrtL9Q2XQWYQBAJAdDmIzBi1L9Q2XQWYQBAJAdDmIzBi1L9Q2XQWYYtBNIXkojMGLUv1DZdBZhAEAkB0OYjMGLUv1DZdBZhAEAkB0OYVUGVPX3tL9Q2XQWYQBAJAdDmVgwuxWZ9vQVoQBAJAdDmIzBi1C9zRwhZv3iEAQCQHQ5iMwYtS/UNl0FmEAQCQHQ5iMwYtS/UNl0FmGNFnR1R/DiMwYtS/UNl0FmEAQCQHQ5iMwYtS/UNl0FmEAQCQHQ5grAYIvI/0LgC+CSkEBtmoA5rYkHdlcwDOMIkgWcaEBPo5H1MBB68zICdGerXCIqHScGmEZEAOqPWGywOL67Sgu/WWwgOb6/Ztv6X1/rgZAEtqNOgMTJAoGBCEBJJCTrULkCFozCZwOYdxAQAkpqdesBE2S/TrVCz2hEJnB9oDLY0Lx36SGRZC9ev2bb+lEkNhbfc68BosJvy6RJuKac7oKiPDAaKCS8uuxSLuk69es0VgUV+YEFgRE0giLdNimXVNV6dfs239L6/4RuvIgX3gGZCB9DMgJ0Z8DdeRAvvAMyED8CpgR6QywGqbZ+DIgB1R6DdeRAvvAMyED8A2WBxfXaUF36y2EBzfX7Nt/2k0EjfX0ZMBj3kgfWBSG4BEQlB5gTEIYd0n9Z9pTZZdoABAK4hiyiAgCPVwPoZ2H6KzR8TlAEvIAwwCCy+IMoJQOjQ/yIzBi1L9Q2XQWYQBAJAdDmBiZIFAwIEOGhIeLgTIUAdnvxAoZBH++kv1DZdBZhAEAkB0OYjMGLUGADCgeVA3zYE59ERmDFqX6hsugswgCASA6HMCpGhzqlvxBfhppqjCAIBIDocwEKucrb2pfqGy6CzCAIBIDocxGYMWpfqGy6CzCAIBIDocxGYMWpRRc7C9iEAQCQHQ5iMwYtS/UNl0FmEAQCQHQ5iMwYtS/UNl0FmEHvsdmPe0RmDFqX6hsugswgCASA6HMRmDFqX6hsugswgCASA6HMFYDBF5H/sJQJ2lkzxqEehb4YKuAoCHe48FSUXkrP0n3lNlGtuIBnGESQLONCAn0cj6mAgzLVwBoNTLTiYfJ6cBosJvy6QxEkSRyIGUsUQ6iH6DJqjAJR7rwEBVav0m+epvXosUi7pOvXrNFYFFfnrsUy6pqvTr9m2/7aMIMFAO8DIHFk37yx+wkJ9Xr/XMyAnRn+BkQA6oxowIGB+5qw8ha+kP0WDVFhOGSjymzYvANlgcX12lBd+jnJKB2ilcQaWg8C2EBzfhjLWsWIUUsUC0HR7Nt/wBo4tkVH66QAvmjKf46zmHIAWWzAxE2ARyZScSK5EWriKQajoBkAS2o06kAyIh/14AgBJTU6zKJSal5xgMiAf8AXgpXAU1oZxklg7+ACJsl+nWqFnt0LKbFiiwnKBeFGGnJPT8zSGsv+Or2bb/tICbLLfSFw0oKEy9q6ul59Xr/AIR6YsgGI+JwwDwpOJFciLVxFINRAK1QC9v3ApgR6QdKQg4Mnft4YDRQSXl4DDcNr+I8ps2LosUi7pOvXrNFYFFfnqIAEkgAGtQwmt0KoTHicgdXs23WUCJISRup8CnwKfAoC2YAcNfifAp8CnwKfAoLriRps58CnwKfAp8CgigAAAANL/we5+6NxTdEAfEJIqva4OAHgmAAJ2N/KIrT0C2UOCdMLK67VHiOMZ+lHa1cRXwB6nCURm+I7WridwOTtcQ61QBctVCCGYmHQfPZJFk+6hMtCQvHeEEQDaAagDKRIJmuISiM3xHa1cRXwB6nASQi2sR2tXEFSbxCGhhO4YPLyfKO1q4ivgD1OEojN8QE4MYivgD1OEojN8R2tXEV8AepwlEZviO1q4grUq2sQzTKBNhHa1cQMJJNAC70gKKciAAGO1q4ivgD1OEBFNldqjtauIr4A9ThKIzfEdrVxFfAHqcJRGb4h6itDg9fs23QCkgHUDsJnBkzhI8xDWoqCbuBavWZ8oCTuC7do+FwQBuPmKjwyCQOw06fet/8A4i6mhMvO6ZDxtXZgg7ESkr7FwsPbmbrENnqrvKz2ASG/Zz1PqtcIg4YDSBH7+GsERaYbTQB53j1cQaHUdAIASU1OsIQEEEBGlS8DXdhCITGS7dBBm3gj5I5XAGnoZxklAb+AGZGJQXXgQL7+CoWe3ikIGSJ37RAsgSu/fxIZFkL16/Ztuv2bbqQRWeSB7Y/g963/wAFxcLoKgIeG2l1+v8AVEy0JC8d4goqADyNvDOWtQ8QopYMnoIGUoUQamFAgQEE7vxwGigkvLoJnA4h3MDkDHoz4GLkiAoHrFhOUDjy2zQ/C0U5tnN81VdO/gaKwKK/PSUCBICDu/CxTLqmq9OrKJzal5T2bbr9m28KRbk3U3zV307dI96E25PkbQdaC0YKKcIAJNEKlg6w4pWAfQH8wdYEMEKG/aAsMWJ71v8A4LmFOFVzo9Qz1qDDJO5Y6tYIi0TDYgJ/gHBNaXhb94yFNAw1smctSh58BpOCbCaYRB+AbLA4vpKARFEEa8LSgu/SUFAZM0giDQthAc31NGDEiP1PZtuv2bbwAzIxKG68DBfbpFGyDFjP7gOPUQUxSOM1AGHA9w/3DcwXsQyW1zOtA5re4trQCe9b/wCAbeSoK5gCoSkgWq36/X/CEm4ppzugqI6AZAEtqNP4AKbTJK+0AA1tYeiLJJCNGBAwP34NGBAwP34AImyX6dLBZAFd+8ergKQ6mclMCTj4nKAYAhAALJOkHTNgBJ8CITOD7S1OJlRhDIshevUwWAIXftPZtutXdeG2T2/1T2/1T2/1T2/1T2/1QHecHwDAI9rgZ98ysnEfTgQC8xfWU0gwRH6QaKywEa3O0IAzHgr6z3rf/ACFtv0kGodA4A7eJiEBEgCdGYClRiGl4X4iK09AtlDgnTCyuu1R4jjGfpTWGsr+IJQloJJwxoIbxCrnDzUdrVxGsBpLG00giDQyKgyFmPzFhHzeYxDRzvZDtauIQmFQJwfg5ACVZEdrVxFfAHqcMSbNDAa4j0Hm5eShNzcAAjX/ACFeCANMRarEdrVxBPoVGZR7wlEZviEiQHJUfnrFfAHqcJRGb4jtauIr4A9ThKIzfEpHhlvrMZdgcA/esKTSIFg3nTtPo5obluERycEYzCURm+IXQu3QIgSCp2EsUy6pqvSKnUBNb6+UfBU4Ns8cQ3XkQL7wASAuN4r4A9TgOgNqICoeorQ4PX7Nt/BVkVug1x7qABhW3JzX1jTREEnU+jWEIolgs7sfaMZhmCNp+btMiiYjAktFHE963/yZwiwQdiI9mPZuEk9uZusQ2equ8rPYBIb9nPU5Aw4jIEP0WDV4hHIOHvmHWByC0g4pMgFlW6gMOIyBKWhEck5lANWm/TgBmGHF2Rt6XkJYDVNs+jnJKB2ilcQaWg8AgQAAAdX0lUgPltN81d9O0CARFggamnBClNmG68CF/eLEJaEhMQqNkZoMP8RJG+IFHACCiwBQB1PEUkzdlfiWi1NuvH2bbrSNCBlHzaPm0fNo+bR82j5tHzaPm0fNo+bR82j5tHzaDpBMEBZL/P8Awev+NrhEVDpODTCJCRYIqvWFrjYALBZA1hoZkOgFGg/DSEsTnbxsSf76QQAkpqdYUCBAQTu/Dv42JL9wCGaMnn4LKbFigKYofA7TGWpYs+IZShRBqYWImyTOT4BAAogOYXpOdGHu4VDACAR50B9vzB7BqshX/sCCgIDweLohDaqpYcTCbGPicMBg6IsAEPAsRJAGciBlLBkGons239KYCbpaPoRAsAAu/bwLkCFozBNqbzKOseID2ICZhbhBiWYHkBDUDboGm4NMZphEVCilAyWhmMtSxZmA0UEl5eJJNgmBR+BOMksHfxIGTQFvz40nEiuRFq4ikGo8TRWBRX5hWMTDZKAR43GkzKkwIvD+naYzBMyamkEQbwOiTRY9sQnkQsAbV34FFRAHylhxMJsfH2bb+l9fkUEibJI3AY8TgCD6DBqjnRaEq3lgNU2z8NiAdkIlzyeGxpAxSRFuSPAGcBmHcwuRMejPiyIAdUetAsgSu/fw2z1NawXhYoGxxBaA0Jh9oTOBxDuYHIGPRmZRObUvKAy0Ji8dodAsQ8lSwGrbaKVkBWcQaiwIa4/2JqSThoOYSG386jAh0nBph4AIAEGiDrB0TYIQYHIkLRmAzgMQ7iezbf0NiAyoNzCEhFBRQ9GIRhIDAhLIXGpAIZO2fpHIQS7aGt5nLUoeYa2cCJKJ5jl3zjvHnvKAapN3Gc3B6GYSiKJfpDZ7IsHTMLT2GweZdpE+S947BHvASDAsHIPmEu4qPmjsEe8LhEIIWXD4AsiAujOMkoDeM5uD0MwmWhIXjvEiC4GLjObg9DMa0BzaqcGDgYIce/3Gc3B6GYQb5KVr+IeEyUZBe6gHUWBOqGICSUg4oQBkAscmzHM9Z2+0Eucg+SBAgCEk6uFAgSAg7uEvJoYcZ4oADDXx5yvNTQOt29hQ2wDqCwiyNmjviEoiiX6R2CPeGvjfZUM2A0k6d4GZnEoGf9CkJ2By1uGhg+6hehepDLzAIAhN+gGet+EgaGqB/cSNQyBo2hpXMm38ylL5ynpNIShuUBYbimtawDMjEoLrwIF95rDWV/EyRG2ExOMksHfwUuqUwgth0Roek5D3aiQg4MHfvO36zs0gUJI0EoBqk3cLNMwTQEN74jGkA110hCAgggI0qFiZsFIwfGpRito/yKBwAPZtDRWBRX5nvfqhknFNLwChkDBQDVpvLAbpNoZtAh3QbOLEGgVhbxFEoDNrcQhASSQk61C6OCIADg6ZsAJPh7Nt/S+vyOC0ADPlNv8AYWzuISUSx6kKCF6GzEQAgEUAlbtwqOQMDMgJ0ZlopzbOb5qq6d4DDiMgQ1EEYJtmBgIgRGWDAEkBkX2MLSq0Gh0EIWgGNno5gazFlIb2i7bkskN94XIELRmJiSGKh1TqsGE0wDQHpt5QMpYMg1HSMxYkR2X7gBZfoh/sQLAALv2iovDKPxBuSktAv8guvAgX3mkJYnNgKyl1/sUDmJs2BCJjZFJV/kLcIMSzPe/d4BFYADyj2ObmG/nMQQ42ns239KZx7ge8mEK6AAAn6CFFLFAtBGCwBC79vDCJyaH5+DhGgRH8TTCIqFAIiiCNeGkJYnO3jYk/3ECyBK795iiApJCAzDJ7WAFkfpEjAgZP6m+aqunfwLESQBnIgQhiTRNjeVaKJU+0ARNkv06DIZWFEJYhV5BwO8g1gA6MrtxGKSW2F8z16Y0xDjDNIs8zfNVXTv4UHEimwhOiaEHAgSCHkBGostsUODl3lg3AaiAwGr54gGYRo/8AMTtlBYPG0LkTHozPZtv6UChAI6f7AQXdIqQ0gyY7AYfvPb/dKZCubNhwauiuwMNZ7f7oJaUrCTlOIssjebgODqBTiPKA5nt/unt/umgoADznt/ug4GAYkMfXtBU3YJSIUYjEi/cE04Gr7y2NzZlCozJOoytbhCRCbQaS8drOfKGyUU2E9v8AdPb/AHT2/wB01ugXV3hKG6oBvpB5qDTOEkzUBSfcTcBwdQQCgBLYDnmFw4DIfuJChkjvgMPhTCvWF8vbnW7qaCgAPOHFPSylMJxJ3J2Azt2S1tGSCVB4UBxDVbgj+IE60x5GKzKx5H+hMcC3BtDwI5EmsznIhGEgMCEshcakAhk7Z+kGTl7DtWYZMSQDkkGKs8Sc1+YDHicAQplvA1W/EfQMG1dh4hHZbXOfSECCIRAO+0LhEIIWXKAtBZH8R6HxcvOG54MKOCH0lhxMJsY7BHvHIo2EIB8MCgtu+ELYxhk2hH4AIB2wT+IG1kiocEwtgQ0blkfj1hS/0XAURKdXcqC3cNFAKFQ1sQlEUS/SEy0JC8d4YjgmsBGC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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 Pro - Fighter, @FDAX, 60 min., 2014-01-02 08:10:00 - 2019-06-28 22:00:00
TradeStationChart Settings
Symbol @FDAX
Description DAX Futures Continuous Contract [Mar20]
Interval 60 min.
Start Date/Time 2014-01-02 08:10:00
End Date/Time 2019-06-28 22:00:00
 
TradeStation Strategies Applied
Advantage Pro - Fighter(On)

TradeStation Strategy Inputs

Description

Value

Advantage Pro - Fighter - Signal_Time_Start 700
Advantage Pro - Fighter - Signal_Time_End 2100
Advantage Pro - Fighter - Exit_on_EndOfDay 0
Advantage Pro - Fighter - Strategy_Length 10
Advantage Pro - Fighter - Setup_Level 5
Advantage Pro - Fighter - Trigger_Level 12
Advantage Pro - Fighter - Trend 5
Advantage Pro - Fighter - Runaway 4
Advantage Pro - Fighter - Signal_Sensitivity 2
Advantage Pro - Fighter - Trade_Management_OnOff True
Advantage Pro - Fighter - StopLoss 12
Advantage Pro - Fighter - StopTrailing 0
Advantage Pro - Fighter - TakeProfit 0
 
TradeStation Strategy Settings
Costs/Capitalization

Initial Capital

 $100,000.00
Commission $2.50  per Trade
Slippage $10.00  per Trade
Interest Rate 2.00%
 
Back-testing Resolution
Look-Inside-Bar Back-Testing Intra-day 1 minute(s). Intra-day data from 01/02/2014 08:01 AM to 06/28/2019 10:00 PM.
MaxBarsBack 200
 
Position Limits
Disabled: No entry orders allowed in the same direction as the currently held position.
 
Max. shares/contracts per pos. 65000
 
Trade Size
Fixed Shares/Contracts: 1
 
 
TradeStation Report Settings
Display Periods 40
Standard Deviations 1

Created by TradeStation: 2020-01-05 00:20:48, 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 = "