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TradeStation Performance Report <body> <p>This page uses frames, but your browser doesn't support them.</p> </body> --==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: TradeStation Performance Summary
TradeStation TradeManager Performance Report Advantage Pro - Trader, @FDAX, 60 min., 2014-01-02 08:10:00 - 2019-06-28 22:00:00
Display:
Column View
 
TradeStation Performance Summary Expand
 
  All Trades
 Long Trades
 Short Trades
Total Net Profit $170,829.12 $118,012.13 $52,816.99
Gross Profit $470,695.75 $274,808.73 $195,887.01
Gross Loss ($299,866.63) ($156,796.60) ($143,070.02)
Profit Factor 1.57 1.75 1.37
       
Roll Over Credit $0.00 $0.00 $0.00
Open Position P/L $0.00 $0.00 $0.00
       
Select Total Net Profit $149,095.31 $107,596.80 $41,498.52
Select Gross Profit $440,118.77 $264,393.40 $175,725.37
Select Gross Loss ($291,023.45) ($156,796.60) ($134,226.85)
Select Profit Factor 1.51 1.69 1.31
       
Adjusted Total Net Profit $116,112.64 $78,462.73 $14,742.76
Adjusted Gross Profit $435,215.72 $248,606.75 $171,774.99
Adjusted Gross Loss ($319,103.08) ($170,144.02) ($157,032.23)
Adjusted Profit Factor 1.36 1.46 1.09
       
Total Number of Trades 419 248 171
Percent Profitable 42.00% 44.35% 38.60%
Winning Trades 176 110 66
Losing Trades 243 138 105
Even Trades 0 0 0
       
Avg. Trade Net Profit $407.71 $475.86 $308.87
Avg. Winning Trade $2,674.41 $2,498.26 $2,967.99
Avg. Losing Trade ($1,234.02) ($1,136.21) ($1,362.57)
Ratio Avg. Win:Avg. Loss 2.17 2.20 2.18
Largest Winning Trade $10,415.33 $10,415.33 $10,093.56
Largest Losing Trade ($4,840.41) ($2,438.22) ($4,840.41)
Largest Winner as % of Gross Profit 2.21% 3.79% 5.15%
Largest Loser as % of Gross Loss 1.61% 1.56% 3.38%
       
Net Profit as % of Largest Loss 3,529.23% 4,840.10% 1,091.17%
Select Net Profit as % of Largest Loss 3,080.22% 4,412.93% 857.33%
Adjusted Net Profit as % of Largest Loss 2,398.82% 3,218.04% 304.58%
       
Max. Consecutive Winning Trades 4 6 5
Max. Consecutive Losing Trades 9 9 9
Avg. Bars in Total Trades 8.08 9.16 6.51
Avg. Bars in Winning Trades 12.54 14.17 9.82
Avg. Bars in Losing Trades 4.85 5.17 4.43
Avg. Bars in Even Trades 0.00 0.00 0.00
Max. Shares/Contracts Held 1 1 1
Total Shares/Contracts Held 419 248 171
Account Size Required $14,028.46 $13,429.48 $19,025.00
Total Slippage $9,786.87 $5,805.89 $3,980.98
Total Commission $2,446.72 $1,451.47 $995.24
       
Return on Initial Capital 170.83%
Annual Rate of Return 18.34%
Buy & Hold Return 31.26%
Return on Account 1,217.73%    
Avg. Monthly Return $2,347.88    
Std. Deviation of Monthly Return $6,125.54    
       
Return Retracement Ratio 10.21    
RINA Index 918.04    
Sharpe Ratio 0.37    
K-Ratio n/a    
       
Trading Period 5 Years, 5 Months, 4 days, 8 hours, 50 Minutes
Percent of Time in the Market 15.83%
Time in the Market 10 Months, 9 days, 2 hours, 30 Minutes    
Longest Flat Period 28 days, 4 hours    
       
Max. Equity Run-up
 $178,623.72    
Date of Max. Equity Run-up 2019-04-04 16:10    
Max. Equity Run-up as % of Initial Capital 178.62%    
 
Max. Drawdown (Intra-day Peak to Valley)
Value ($17,634.28) ($15,573.28) ($21,160.29)
Date 2015-05-26 16:10    
as % of Initial Capital 17.63% 15.57% 21.16%
Net Profit as % of Drawdown 968.73% 757.79% 249.60%
Select Net Profit as % of Drawdown 845.49% 690.91% 196.12%
Adjusted Net Profit as % of Drawdown 658.45% 503.83% 69.67%
       
Max. Drawdown (Trade Close to Trade Close)
Value ($14,028.46) ($13,429.48) ($19,025.00)
Date 10/12/18 08:10    
as % of Initial Capital 14.03% 13.43% 19.03%
Net Profit as % of Drawdown 1,217.73% 878.75% 277.62%
Select Net Profit as % of Drawdown 1,062.81% 801.20% 218.13%
Adjusted Net Profit as % of Drawdown 827.69% 584.26% 77.49%
       
Max. Trade Drawdown ($4,811.43) ($2,642.04) ($4,811.43)
     
     
     
Created by TradeStation: 2020-01-04 23:22:14, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
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TradeStation TradeManager Performance Report Advantage Pro - Trader, @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 419 176 243
Avg. Trade Net Profit $407.71 $2,674.41 ($1,234.02)
1 Std. Deviation of Avg. Trade $2,522.84 $2,391.15 $644.92
Avg. Trade + 1 Std. Deviation $2,930.55 $5,065.56 ($589.10)
Avg. Trade - 1 Std. Deviation ($2,115.14) $283.26 ($1,878.94)
Coefficient of Variation 618.79% 89.41% 52.26%
Time Averages
Avg. Time in Trades 17 hours, 59 Minutes 1 day, 3 hours, 42 Minutes 10 hours, 57 Minutes
Avg. Time Between Trades 3 days, 23 hours, 7 Minutes 10 days, 1 hour, 4 Minutes 7 days, 13 hours, 53 Minutes
Avg. Time Between Trade Profit Peaks 236 days, 17 hours, 12 Minutes
Outliers Total Positive Negative
Number of Outliers 5 3 2
Outlier Profit/Loss $21,733.80 $30,576.98 ($8,843.17)
 
Run-up/Drawdown   Run-up Drawdown
Max. Value $17,495.79 ($4,811.43)
Max. Value Date 2018-02-06 2018-10-12
Avg. Value $2,229.93 ($974.49)
1 Std. Deviation $2,510.68 $659.89
Avg. + 1 Std. Deviation $4,740.61 ($314.60)
Avg. - 1 Std. Deviation ($280.74) ($1,634.39)
Coefficient of Variation 112.59% 67.72%
 
Efficiency Analysis Total
 Entry
 Exit
Avg. Efficiency -16.92% 55.26% 27.82%
1 Std. Deviation 61.39% 33.07% 32.00%
Avg. + 1 Std. Deviation 44.47% 88.33% 59.82%
Avg. - 1 Std. Deviation -78.31% 22.19% -4.18%
Coefficient of Variation 362.81% 59.84% 115.01%
CollapseCollapse
 TradeStation Trade Series Analysis Collapse
Winners Losers
Largest Profit/Loss $10,415.33 ($4,840.41)
Largest Profit/Loss as % of Gross 2.21% 1.61%
Largest Consec. Profit/Loss $15,122.35 ($13,847.50)
Largest Consec. Profit/Loss as % of Gross 3.21% 4.62%

Winning Series

Number of Series

Avg. Gain per Series

Avg. Loss Next Trade

1 52 $2,894.53 ($1,331.66)
2 19 $2,839.90 ($1,112.33)
3 18 $2,229.44 ($1,297.79)
4 8 $2,871.06 ($1,199.21)

Losing Series

Number of Series

Avg. Loss per Series

Avg. Gain Next Trade

1 40 ($1,440.35) $2,339.69
2 21 ($1,219.97) $3,581.01
3 13 ($1,184.13) $2,945.66
4 9 ($1,106.02) $2,092.41
5 5 ($990.81) $2,814.23
6 5 ($1,312.01) $5,458.70
7 2 ($1,143.28) $2,890.73
8 1 ($1,730.94) $1,050.05
9 1 ($1,225.79) $2,314.48

Created by TradeStation: 2020-01-04 23:22:14, 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  2014-01-27 18:10  Sell  â‚¬9,428.5  $0.00  1  $273.34  0.10%  $2,512.54  83.52%    $3.42  $13.67
   Buy to Cover  2014-01-27 21:10  Exit Short  â‚¬9,419.5    $307.52  $273.34    ($495.67)  26.70%  10.23%  $3.42  $13.67
 2  Buy  2014-02-06 17:10  Buy  â‚¬9,310.5  $0.00  1  $5,304.47  1.68%  $6,670.41  90.09%    $3.40  $13.60
   Sell  2014-02-11 16:10  Exit Long  â‚¬9,467.0    $5,338.53  $5,577.81    ($730.85)  82.03%  72.12%  $3.41  $13.64
 3  Buy  2014-02-13 18:10  Buy  â‚¬9,645.0  $0.00  1  $1,233.50  0.38%  $2,136.16  91.24%    $3.42  $13.67
   Sell  2014-02-14 09:10  Exit Long  â‚¬9,682.0    $1,267.71  $6,811.31    ($205.03)  62.77%  54.01%  $3.43  $13.70
 4  Buy  2014-02-18 15:10  Buy  â‚¬9,739.0  $0.00  1  ($1,462.11)  -0.43%  $68.79  4.60%    $3.44  $13.76
   Sell  2014-02-18 16:10  Stop Loss  â‚¬9,697.5    ($1,427.71)  $5,349.19    ($1,427.71)  0.00%  -95.40%  $3.44  $13.76
 5  Sell Short  2014-02-19 14:10  Sell  â‚¬9,675.5  $0.00  1  ($1,288.53)  -0.38%  $463.82  27.00%    $3.44  $13.74
   Buy to Cover  2014-02-19 15:10  Stop Loss  â‚¬9,712.0    ($1,254.17)  $4,060.67    ($1,254.17)  0.00%  -73.00%  $3.44  $13.74
 6  Buy  2014-02-21 18:10  Buy  â‚¬9,723.0  $0.00  1  ($1,030.81)  -0.30%  $343.08  25.64%    $3.43  $13.72
   Sell  2014-02-21 21:10  Stop Loss  â‚¬9,694.0    ($996.48)  $3,029.85    ($996.48)  0.00%  -74.36%  $3.44  $13.74
 7  Sell Short  2014-02-27 11:10  Sell  â‚¬9,697.5  $0.00  1  $3,639.98  1.11%  $4,797.93  94.93%    $3.41  $13.65
   Buy to Cover  2014-02-27 15:10  Exit Short  â‚¬9,590.0    $3,674.14  $6,669.83    ($256.00)  77.70%  72.64%  $3.42  $13.67
 8  Buy  2014-02-28 16:10  Buy  â‚¬9,683.0  $0.00  1  $1,899.52  0.58%  $2,727.26  83.16%    $3.45  $13.80
   Sell  2014-02-28 21:10  Exit Long  â‚¬9,739.0    $1,934.03  $8,569.35    ($551.81)  75.79%  58.95%  $3.45  $13.81
 9  Sell Short  2014-03-07 17:10  Sell  â‚¬9,496.0  $0.00  1  $2,706.00  0.83%  $2,999.08  83.57%    $3.47  $13.87
   Buy to Cover  2014-03-10 08:10  Exit Short  â‚¬9,417.0    $2,740.69  $11,275.35    ($589.49)  92.75%  76.33%  $3.47  $13.88
 10  Buy  2014-03-18 14:10  Buy  â‚¬9,297.0  $0.00  1  $556.87  0.18%  $2,934.14  84.08%    $3.48  $13.91
   Sell  2014-03-18 19:10  Exit Long  â‚¬9,314.0    $591.66  $11,832.22    ($556.14)  32.84%  16.92%  $3.48  $13.92
 11  Buy  2014-03-19 12:10  Buy  â‚¬9,349.5  $0.00  1  ($1,247.95)  -0.37%  $1,496.81  55.13%    $3.48  $13.93
   Sell  2014-03-19 19:10  Stop Loss  â‚¬9,314.5    ($1,213.21)  $10,584.27    ($1,213.21)  0.00%  -44.87%  $3.47  $13.87
 12  Buy  2014-03-21 17:10  Buy  â‚¬9,412.5  $0.00  1  ($1,621.11)  -0.49%  $1,033.81  39.47%    $3.45  $13.79
   Sell  2014-03-21 19:10  Stop Loss  â‚¬9,366.5    ($1,586.63)  $8,963.16    ($1,586.63)  0.00%  -60.53%  $3.45  $13.80
 13  Buy  2014-04-01 14:10  Buy  â‚¬9,674.5  $0.00  1  ($1,018.41)  -0.29%  $776.04  44.12%    $3.45  $13.79
   Sell  2014-04-01 18:10  Stop Loss  â‚¬9,646.0    ($983.91)  $7,944.75    ($983.91)  0.00%  -55.88%  $3.45  $13.81
 14  Buy  2014-04-03 08:10  Buy  â‚¬9,701.0  $0.00  1  ($516.25)  -0.14%  $51.61  9.68%    $3.44  $13.76
   Sell  2014-04-03 09:10  Stop Loss  â‚¬9,687.0    ($481.84)  $7,428.50    ($481.84)  0.00%  -90.32%  $3.44  $13.77
 15  Buy  2014-04-03 17:10  Buy  â‚¬9,726.0  $0.00  1  ($1,250.95)  -0.37%  $205.72  11.88%    $3.43  $13.72
   Sell  2014-04-03 18:10  Exit Long  â‚¬9,690.5    ($1,216.66)  $6,177.55    ($1,525.91)  17.82%  -70.30%  $3.43  $13.71
 16  Buy  2014-04-04 12:10  Buy  â‚¬9,722.0  $0.00  1  ($0.01)  0.01%  $2,191.49  84.21%    $3.43  $13.71
   Sell  2014-04-04 19:10  Exit Long  â‚¬9,723.0    $34.25  $6,177.54    ($411.49)  17.11%  1.32%  $3.43  $13.70
 17  Buy  2014-04-10 08:10  Buy  â‚¬9,601.5  $0.00  1  ($813.93)  -0.23%  $1,524.68  66.17%    $3.46  $13.84
   Sell  2014-04-10 11:10  Stop Loss  â‚¬9,579.0    ($779.31)  $5,363.61    ($779.31)  0.00%  -33.83%  $3.46  $13.85
 18  Sell Short  2014-04-10 18:10  Sell  â‚¬9,525.5  $0.00  1  $3,300.35  1.01%  $4,477.69  89.58%    $3.47  $13.89
   Buy to Cover  2014-04-11 09:10  Exit Short  â‚¬9,429.5    $3,335.09  $8,663.96    ($520.97)  77.08%  66.67%  $3.47  $13.90
 19  Buy  2014-04-24 11:10  Buy  â‚¬9,677.0  $0.00  1  ($553.14)  -0.16%  $1,123.07  66.33%    $3.46  $13.82
   Sell  2014-04-24 14:10  Exit Long  â‚¬9,662.0    ($518.58)  $8,110.82    ($570.22)  3.06%  -30.61%  $3.46  $13.83
 20  Buy  2014-04-30 12:10  Buy  â‚¬9,651.0  $0.00  1  ($1,037.68)  -0.30%  $138.34  12.12%    $3.46  $13.84
   Sell  2014-04-30 12:10  Stop Loss  â‚¬9,622.0    ($1,003.10)  $7,073.13    ($1,003.10)  0.00%  -87.88%  $3.46  $13.84
 21  Buy  2014-05-08 17:10  Buy  â‚¬9,654.5  $0.00  1  $5,070.77  1.54%  $6,321.48  79.18%    $3.47  $13.86
   Sell  2014-05-13 17:10  Exit Long  â‚¬9,803.5    $5,105.22  $12,143.90    ($1,679.34)  84.76%  63.95%  $3.43  $13.71
 22  Sell Short  2014-05-19 11:10  Sell  â‚¬9,653.5  $0.00  1  $463.01  0.15%  $2,485.35  91.77%    $3.43  $13.71
   Buy to Cover  2014-05-19 14:10  Exit Short  â‚¬9,639.0    $497.30  $12,606.91    ($222.85)  26.58%  18.35%  $3.43  $13.72
 23  Buy  2014-05-21 13:10  Buy  â‚¬9,708.5  $0.00  1  $2,000.48  0.61%  $2,767.39  76.42%    $3.42  $13.68
   Sell  2014-05-22 10:10  Exit Long  â‚¬9,768.0    $2,034.68  $14,607.39    ($854.79)  79.72%  56.13%  $3.42  $13.68
 24  Buy  2014-05-23 12:10  Buy  â‚¬9,792.0  $0.00  1  $5,898.63  1.78%  $6,790.23  94.31%    $3.40  $13.62
   Sell  2014-05-27 15:10  Exit Long  â‚¬9,966.0    $5,932.70  $20,506.02    ($408.69)  88.15%  82.46%  $3.41  $13.64
 25  Buy  2014-05-29 22:00  Buy  â‚¬9,999.0  $0.00  1  ($527.02)  -0.15%  $306.04  38.30%    $3.40  $13.60
   Sell  2014-05-30 08:10  Stop Loss  â‚¬9,984.5    ($493.02)  $19,979.00    ($493.02)  0.00%  -61.70%  $3.40  $13.60
 26  Buy  2014-05-30 11:10  Buy  â‚¬9,999.5  $0.00  1  ($986.66)  -0.28%  $782.71  45.10%    $3.40  $13.61
   Sell  2014-05-30 13:10  Stop Loss  â‚¬9,971.5    ($952.63)  $18,992.34    ($952.63)  0.00%  -54.90%  $3.40  $13.61
 27  Sell Short  2014-06-03 11:10  Sell  â‚¬9,981.0  $0.00  1  $238.41  0.08%  $1,687.54  95.19%    $3.40  $13.61
   Buy to Cover  2014-06-03 17:10  Exit Short  â‚¬9,973.0    $272.45  $19,230.75    ($85.05)  20.19%  15.38%  $3.41  $13.62
 28  Sell Short  2014-06-04 12:10  Sell  â‚¬9,929.5  $0.00  1  ($902.59)  -0.26%  $578.50  34.69%    $3.40  $13.61
   Buy to Cover  2014-06-04 14:10  Exit Short  â‚¬9,955.0    ($868.54)  $18,328.16    ($1,089.54)  13.27%  -52.04%  $3.41  $13.62
 29  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)  $17,630.73    ($663.42)  0.00%  -90.70%  $3.40  $13.61
 30  Buy  2014-06-05 15:10  Buy  â‚¬9,999.0  $0.00  1  ($867.87)  -0.25%  $2,115.78  63.78%    $3.39  $13.54
   Sell  2014-06-05 17:10  Exit Long  â‚¬9,974.5    ($833.92)  $16,762.86    ($1,205.61)  11.22%  -25.00%  $3.40  $13.62
 31  Buy  2014-06-06 14:10  Buy  â‚¬10,026.0  $0.00  1  $626.45  0.19%  $1,915.36  87.60%    $3.41  $13.65
   Sell  2014-06-10 17:10  Exit Long  â‚¬10,045.5    $660.45  $17,389.31    ($273.17)  42.64%  30.23%  $3.39  $13.55
 32  Sell Short  2014-06-12 16:10  Sell  â‚¬9,978.0  $0.00  1  $50.92  0.03%  $1,305.28  66.38%    $3.39  $13.54
   Buy to Cover  2014-06-13 09:10  Exit Short  â‚¬9,975.5    $84.80  $17,440.22    ($660.18)  37.93%  4.31%  $3.39  $13.57
 33  Buy  2014-06-16 17:10  Buy  â‚¬9,958.0  $0.00  1  ($865.06)  -0.25%  $474.88  36.36%    $3.39  $13.57
   Sell  2014-06-16 17:10  Stop Loss  â‚¬9,933.5    ($831.14)  $16,575.16    ($831.14)  0.00%  -63.64%  $3.39  $13.57
 34  Buy  2014-06-18 22:00  Buy  â‚¬10,021.0  $0.00  1  $800.13  0.24%  $1,617.74  87.96%    $3.40  $13.59
   Sell  2014-06-19 18:10  Exit Long  â‚¬10,045.5    $834.13  $17,375.29    ($220.78)  57.41%  45.37%  $3.40  $13.62
 35  Buy  2014-06-20 13:10  Buy  â‚¬10,075.0  $0.00  1  ($917.30)  -0.26%  $135.88  13.33%    $3.40  $13.59
   Sell  2014-06-20 13:10  Stop Loss  â‚¬10,049.0    ($883.33)  $16,457.98    ($883.33)  0.00%  -86.67%  $3.40  $13.59
 36  Sell Short  2014-06-23 19:10  Sell  â‚¬9,969.0  $0.00  1  $833.49  0.26%  $2,501.52  73.13%    $3.40  $13.60
   Buy to Cover  2014-06-25 11:10  Exit Short  â‚¬9,943.5    $867.50  $17,291.48    ($917.23)  52.24%  25.37%  $3.40  $13.61
 37  Sell Short  2014-06-26 12:10  Sell  â‚¬9,911.5  $0.00  1  $1,258.67  0.38%  $4,008.02  88.06%    $3.40  $13.62
   Buy to Cover  2014-06-26 21:10  Exit Short  â‚¬9,873.5    $1,292.70  $18,550.15    ($544.62)  40.30%  28.36%  $3.40  $13.61
 38  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)  $17,715.03    ($801.03)  0.00%  -63.51%  $3.41  $13.63
 39  Buy  2014-07-01 18:10  Buy  â‚¬9,934.0  $0.00  1  $307.63  0.10%  $1,299.72  85.39%    $3.42  $13.68
   Sell  2014-07-02 09:10  Exit Long  â‚¬9,944.0    $341.82  $18,022.66    ($222.37)  37.08%  22.47%  $3.42  $13.67
 40  Buy  2014-07-15 15:10  Buy  â‚¬9,818.5  $0.00  1  ($1,340.08)  -0.39%  $391.09  23.00%    $3.40  $13.60
   Sell  2014-07-15 17:10  Stop Loss  â‚¬9,780.0    ($1,306.11)  $16,682.58    ($1,306.11)  0.00%  -77.00%  $3.39  $13.57
 41  Sell Short  2014-07-15 19:10  Sell  â‚¬9,747.0  $0.00  1  ($644.52)  -0.18%  $101.76  11.76%    $3.39  $13.57
   Buy to Cover  2014-07-15 20:10  Exit Short  â‚¬9,765.0    ($610.60)  $16,038.05    ($763.31)  17.65%  -70.59%  $3.39  $13.57
 42  Sell Short  2014-07-29 11:10  Sell  â‚¬9,630.5  $0.00  1  ($1,360.49)  -0.41%  $520.68  28.18%    $3.36  $13.44
   Buy to Cover  2014-07-29 13:10  Stop Loss  â‚¬9,670.0    ($1,326.89)  $14,677.57    ($1,326.89)  0.00%  -71.82%  $3.36  $13.44
 43  Sell Short  2014-08-04 11:10  Sell  â‚¬9,241.5  $0.00  1  ($637.58)  -0.19%  $2,081.23  75.61%    $3.36  $13.43
   Buy to Cover  2014-08-04 13:10  Exit Short  â‚¬9,259.5    ($604.01)  $14,039.99    ($671.26)  2.44%  -21.95%  $3.36  $13.42
 44  Sell Short  2014-08-04 18:10  Sell  â‚¬9,200.0  $0.00  1  ($1,711.37)  -0.54%  $804.73  32.43%    $3.35  $13.41
   Buy to Cover  2014-08-04 22:00  Stop Loss  â‚¬9,250.0    ($1,677.83)  $12,328.62    ($1,677.83)  0.00%  -67.57%  $3.36  $13.42
 45  Sell Short  2014-08-05 17:10  Sell  â‚¬9,209.0  $0.00  1  ($1,337.10)  -0.42%  $200.54  13.33%    $3.34  $13.37
   Buy to Cover  2014-08-05 17:10  Stop Loss  â‚¬9,248.0    ($1,303.67)  $10,991.52    ($1,303.67)  0.00%  -86.67%  $3.34  $13.37
 46  Sell Short  2014-08-07 18:10  Sell  â‚¬9,104.0  $0.00  1  $3,933.29  1.30%  $5,485.31  99.39%    $3.34  $13.36
   Buy to Cover  2014-08-08 12:10  Exit Short  â‚¬8,985.5    $3,966.73  $14,924.81    ($33.39)  72.42%  71.82%  $3.35  $13.39
 47  Buy  2014-08-14 13:10  Buy  â‚¬9,225.5  $0.00  1  $1,038.35  0.35%  $2,591.41  100.00%    $3.34  $13.38
   Sell  2014-08-14 16:10  Exit Long  â‚¬9,257.5    $1,071.82  $15,963.16    $0.00  41.29%  41.29%  $3.35  $13.40
 48  Buy  2014-08-21 11:10  Buy  â‚¬9,388.0  $0.00  1  $1,063.10  0.35%  $1,876.69  70.19%    $3.32  $13.27
   Sell  2014-08-22 09:10  Exit Long  â‚¬9,421.0    $1,096.30  $17,026.27    ($795.85)  70.81%  40.99%  $3.32  $13.29
 49  Buy  2014-08-22 17:10  Buy  â‚¬9,426.5  $0.00  1  ($1,769.67)  -0.56%  $132.29  7.08%    $3.31  $13.23
   Sell  2014-08-22 17:10  Stop Loss  â‚¬9,374.0    ($1,736.59)  $15,256.59    ($1,736.59)  0.00%  -92.92%  $3.31  $13.23
 50  Buy  2014-08-26 14:10  Buy  â‚¬9,538.0  $0.00  1  $2,356.02  0.76%  $3,197.48  95.57%    $3.30  $13.19
   Sell  2014-08-27 11:10  Exit Long  â‚¬9,610.5    $2,388.98  $17,612.61    ($148.43)  75.86%  71.43%  $3.30  $13.18
 51  Sell Short  2014-08-29 15:10  Sell  â‚¬9,490.0  $0.00  1  ($706.55)  -0.22%  $2,796.95  74.89%    $3.30  $13.19
   Buy to Cover  2014-08-29 19:10  Exit Short  â‚¬9,510.5    ($673.64)  $16,906.06    ($937.14)  7.05%  -18.06%  $3.29  $13.14
 52  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  $19,074.66    ($407.17)  68.22%  57.63%  $3.24  $12.95
 53  Buy  2014-09-05 16:10  Buy  â‚¬9,789.0  $0.00  1  ($1,837.00)  -0.57%  $1,230.22  40.43%    $3.24  $12.98
   Sell  2014-09-09 16:10  Stop Loss  â‚¬9,733.0    ($1,804.67)  $17,237.66    ($1,804.67)  0.00%  -59.57%  $3.22  $12.89
 54  Sell Short  2014-09-12 11:10  Sell  â‚¬9,702.5  $0.00  1  $1,164.01  0.38%  $2,541.34  76.96%    $3.23  $12.93
   Buy to Cover  2014-09-15 10:10  Exit Short  â‚¬9,665.5    $1,196.34  $18,401.67    ($760.18)  59.31%  36.27%  $3.23  $12.93
 55  Buy  2014-09-17 21:10  Buy  â‚¬9,724.0  $0.00  1  $1,739.36  0.57%  $2,576.44  92.49%    $3.23  $12.93
   Sell  2014-09-18 15:10  Exit Long  â‚¬9,779.0    $1,771.62  $20,141.03    ($209.24)  71.10%  63.58%  $3.22  $12.88
 56  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  $23,195.29    ($224.50)  63.78%  59.44%  $3.21  $12.86
 57  Sell Short  2014-09-26 16:10  Sell  â‚¬9,514.5  $0.00  1  ($1,854.68)  -0.60%  $396.76  17.86%    $3.17  $12.70
   Buy to Cover  2014-09-26 21:10  Stop Loss  â‚¬9,572.0    ($1,822.95)  $21,340.62    ($1,822.95)  0.00%  -82.14%  $3.17  $12.68
 58  Sell Short  2014-09-29 11:10  Sell  â‚¬9,502.5  $0.00  1  $1,540.22  0.52%  $3,095.33  71.69%    $3.17  $12.68
   Buy to Cover  2014-09-29 18:10  Exit Short  â‚¬9,453.0    $1,571.95  $22,880.83    ($1,220.44)  64.71%  36.40%  $3.18  $12.70
 59  Sell Short  2014-10-01 15:10  Sell  â‚¬9,460.0  $0.00  1  $283.78  0.11%  $2,163.33  71.73%    $3.15  $12.61
   Buy to Cover  2014-10-01 18:10  Exit Short  â‚¬9,450.0    $315.31  $23,164.62    ($852.82)  38.74%  10.47%  $3.15  $12.61
 60  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  $26,331.97    ($157.88)  58.56%  55.80%  $3.17  $12.67
 61  Buy  2014-10-22 16:10  Buy  â‚¬8,960.0  $0.00  1  ($1,424.41)  -0.49%  $949.90  40.54%    $3.17  $12.67
   Sell  2014-10-22 19:10  Stop Loss  â‚¬8,916.0    ($1,392.75)  $24,907.55    ($1,392.75)  0.00%  -59.46%  $3.17  $12.66
 62  Buy  2014-10-23 17:10  Buy  â‚¬9,027.5  $0.00  1  $31.66  0.02%  $2,547.32  88.95%    $3.16  $12.65
   Sell  2014-10-24 08:10  Exit Long  â‚¬9,029.5    $63.29  $24,939.21    ($316.23)  13.26%  2.21%  $3.16  $12.66
 63  Sell Short  2014-10-27 12:10  Sell  â‚¬8,955.0  $0.00  1  ($619.86)  -0.21%  $2,732.26  65.65%    $3.17  $12.67
   Buy to Cover  2014-10-27 17:10  Exit Short  â‚¬8,973.5    ($588.12)  $24,319.35    ($1,425.59)  20.23%  -14.12%  $3.18  $12.72
 64  Buy  2014-11-06 14:10  Buy  â‚¬9,369.5  $0.00  1  ($1,596.36)  -0.53%  $187.78  10.71%    $3.13  $12.52
   Sell  2014-11-06 14:10  Stop Loss  â‚¬9,319.5    ($1,565.06)  $22,722.99    ($1,565.06)  0.00%  -89.29%  $3.13  $12.52
 65  Sell Short  2014-11-14 13:10  Sell  â‚¬9,252.0  $0.00  1  $577.90  0.21%  $2,911.81  65.96%    $3.11  $12.45
   Buy to Cover  2014-11-17 11:10  Exit Short  â‚¬9,232.5    $609.08  $23,300.89    ($1,489.45)  47.87%  13.83%  $3.12  $12.49
 66  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  $27,860.34    ($513.80)  84.68%  76.10%  $3.13  $12.53
 67  Buy  2014-11-27 11:10  Buy  â‚¬10,008.5  $0.00  1  ($374.53)  -0.11%  $670.15  53.75%    $3.12  $12.47
   Sell  2014-11-27 13:10  Exit Long  â‚¬9,997.5    ($343.34)  $27,485.81    ($577.01)  18.75%  -27.50%  $3.12  $12.48
 68  Buy  2014-11-28 19:10  Buy  â‚¬10,009.0  $0.00  1  ($1,524.16)  -0.48%  $139.89  8.57%    $3.11  $12.44
   Sell  2014-12-01 08:10  Stop Loss  â‚¬9,961.0    ($1,493.06)  $25,961.65    ($1,493.06)  0.00%  -91.43%  $3.11  $12.44
 69  Buy  2014-12-03 17:10  Buy  â‚¬10,017.0  $0.00  1  ($883.67)  -0.27%  $4,464.83  83.97%    $3.08  $12.32
   Sell  2014-12-04 15:10  Stop Loss  â‚¬9,989.5    ($852.77)  $25,077.98    ($852.77)  0.00%  -16.03%  $3.10  $12.40
 70  Sell Short  2014-12-05 08:10  Sell  â‚¬9,939.0  $0.00  1  ($1,315.00)  -0.42%  $0.00  0.00%    $3.09  $12.37
   Buy to Cover  2014-12-05 09:10  Stop Loss  â‚¬9,980.5    ($1,284.07)  $23,762.97    ($1,284.07)  0.00%  -100.00%  $3.09  $12.38
 71  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  $29,001.28    ($853.72)  68.17%  58.65%  $3.11  $12.44
 72  Buy  2014-12-17 18:10  Buy  â‚¬9,591.5  $0.00  1  $9,534.99  3.25%  $11,213.99  94.19%    $3.10  $12.41
   Sell  2014-12-19 10:10  Exit Long  â‚¬9,903.0    $9,565.85  $38,536.27    ($698.05)  86.19%  80.39%  $3.07  $12.28
 73  Buy  2014-12-23 15:10  Buy  â‚¬9,943.0  $0.00  1  ($1,127.74)  -0.36%  $1,051.01  48.94%    $3.05  $12.18
   Sell  2014-12-29 10:10  Stop Loss  â‚¬9,907.0    ($1,097.27)  $37,408.53    ($1,097.27)  0.00%  -51.06%  $3.05  $12.19
 74  Sell Short  2015-01-02 18:10  Sell  â‚¬9,757.5  $0.00  1  $7,191.89  2.48%  $8,595.50  83.36%    $3.00  $12.01
   Buy to Cover  2015-01-06 09:10  Exit Short  â‚¬9,515.5    $7,221.82  $44,600.42    ($1,717.68)  86.69%  70.04%  $2.98  $11.94
 75  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)  $41,928.99    ($2,641.68)  0.00%  -75.42%  $2.97  $11.87
 76  Buy  2015-01-13 12:10  Buy  â‚¬9,882.5  $0.00  1  $1,973.07  0.69%  $3,602.20  78.78%    $2.95  $11.80
   Sell  2015-01-13 19:10  Exit Long  â‚¬9,950.5    $2,002.55  $43,902.06    ($973.71)  64.95%  43.73%  $2.94  $11.78
 77  Sell Short  2015-01-15 12:10  Sell  â‚¬9,780.5  $0.00  1  ($4,002.76)  -1.39%  $146.06  3.55%    $2.92  $11.69
   Buy to Cover  2015-01-15 12:10  Stop Loss  â‚¬9,916.5    ($3,973.55)  $39,899.30    ($3,973.55)  0.00%  -96.45%  $2.92  $11.69
 78  Buy  2015-01-15 17:10  Buy  â‚¬10,036.0  $0.00  1  $6,312.31  2.19%  $8,646.48  80.38%    $2.90  $11.59
   Sell  2015-01-19 09:10  Exit Long  â‚¬10,255.5    $6,341.25  $46,211.61    ($2,122.57)  78.63%  59.01%  $2.89  $11.56
 79  Buy  2015-01-20 22:00  Buy  â‚¬10,313.0  $0.00  1  ($1,155.54)  -0.38%  $86.64  7.14%    $2.89  $11.55
   Sell  2015-01-21 09:10  Stop Loss  â‚¬10,274.0    ($1,126.65)  $45,056.07    ($1,126.65)  0.00%  -92.86%  $2.89  $11.56
 80  Buy  2015-01-22 16:10  Buy  â‚¬10,369.5  $0.00  1  $7,481.75  2.57%  $10,114.68  82.51%    $2.87  $11.49
   Sell  2015-01-23 16:10  Exit Long  â‚¬10,636.5    $7,510.18  $52,537.82    ($2,197.65)  78.51%  61.03%  $2.81  $11.25
 81  Buy  2015-01-26 11:10  Buy  â‚¬10,701.0  $0.00  1  $3,655.84  1.22%  $4,947.04  97.77%    $2.81  $11.24
   Sell  2015-01-27 09:10  Exit Long  â‚¬10,832.0    $3,683.95  $56,193.66    ($112.40)  75.21%  72.98%  $2.81  $11.25
 82  Buy  2015-02-05 12:10  Buy  â‚¬10,930.5  $0.00  1  ($1,786.74)  -0.56%  $442.88  20.13%    $2.86  $11.43
   Sell  2015-02-05 16:10  Stop Loss  â‚¬10,869.0    ($1,758.16)  $54,406.91    ($1,758.16)  0.00%  -79.87%  $2.86  $11.44
 83  Sell Short  2015-02-10 11:10  Sell  â‚¬10,649.5  $0.00  1  ($2,009.48)  -0.66%  $225.63  10.26%    $2.82  $11.28
   Buy to Cover  2015-02-10 13:10  Stop Loss  â‚¬10,719.5    ($1,981.23)  $52,397.43    ($1,981.23)  0.00%  -89.74%  $2.83  $11.32
 84  Buy  2015-02-18 11:10  Buy  â‚¬10,978.5  $0.00  1  ($1,227.34)  -0.38%  $697.78  36.84%    $2.85  $11.39
   Sell  2015-02-19 09:10  Stop Loss  â‚¬10,936.5    ($1,198.83)  $51,170.09    ($1,198.83)  0.00%  -63.16%  $2.85  $11.42
 85  Buy  2015-02-19 14:10  Buy  â‚¬11,042.0  $0.00  1  ($1,793.53)  -0.56%  $56.93  3.13%    $2.85  $11.39
   Sell  2015-02-19 14:10  Stop Loss  â‚¬10,980.0    ($1,765.06)  $49,376.56    ($1,765.06)  0.00%  -96.88%  $2.85  $11.39
 86  Buy  2015-02-20 14:10  Buy  â‚¬11,074.0  $0.00  1  ($1,214.66)  -0.38%  $310.95  12.94%    $2.83  $11.31
   Sell  2015-02-20 15:10  Exit Long  â‚¬11,032.0    ($1,186.39)  $48,161.90    ($2,092.24)  37.65%  -49.41%  $2.82  $11.30
 87  Buy  2015-02-20 18:10  Buy  â‚¬11,050.5  $0.00  1  $2,262.42  0.73%  $3,782.62  91.10%    $2.84  $11.36
   Sell  2015-02-23 11:10  Exit Long  â‚¬11,131.5    $2,290.76  $50,424.32    ($369.23)  64.38%  55.48%  $2.83  $11.31
 88  Buy  2015-02-26 12:10  Buy  â‚¬11,253.0  $0.00  1  $2,197.09  0.71%  $2,844.66  87.50%    $2.84  $11.36
   Sell  2015-02-26 22:00  Exit Long  â‚¬11,332.5    $2,225.28  $52,621.41    ($411.73)  81.03%  68.53%  $2.80  $11.20
 89  Buy  2015-03-03 08:10  Buy  â‚¬11,436.0  $0.00  1  $558.09  0.18%  $1,636.07  92.86%    $2.80  $11.21
   Sell  2015-03-03 12:10  Exit Long  â‚¬11,457.0    $586.06  $53,179.50    ($126.13)  40.48%  33.33%  $2.79  $11.16
 90  Buy  2015-03-05 16:10  Buy  â‚¬11,530.0  $0.00  1  ($510.05)  -0.15%  $661.31  32.21%    $2.76  $11.03
   Sell  2015-03-05 20:10  Exit Long  â‚¬11,512.5    ($482.48)  $52,669.45    ($1,392.30)  44.30%  -23.49%  $2.76  $11.03
 91  Buy  2015-03-09 14:10  Buy  â‚¬11,570.0  $0.00  1  ($1,385.49)  -0.44%  $1,586.91  53.67%    $2.72  $10.86
   Sell  2015-03-10 12:10  Stop Loss  â‚¬11,519.5    ($1,358.46)  $51,283.96    ($1,358.46)  0.00%  -46.33%  $2.69  $10.76
 92  Buy  2015-03-12 16:10  Buy  â‚¬11,840.0  $0.00  1  ($1,561.91)  -0.49%  $1,101.10  41.71%    $2.66  $10.63
   Sell  2015-03-13 12:10  Stop Loss  â‚¬11,782.0    ($1,535.39)  $49,722.05    ($1,535.39)  0.00%  -58.29%  $2.65  $10.59
 93  Sell Short  2015-03-18 11:10  Sell  â‚¬11,951.5  $0.00  1  $397.88  0.13%  $3,132.90  80.27%    $2.65  $10.61
   Buy to Cover  2015-03-18 15:10  Exit Short  â‚¬11,935.5    $424.41  $50,119.93    ($769.52)  30.61%  10.88%  $2.65  $10.61
 94  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)  $48,311.15    ($1,782.15)  0.00%  -55.14%  $2.66  $10.64
 95  Sell Short  2015-04-15 21:10  Sell  â‚¬12,234.0  $0.00  1  $4,181.51  1.28%  $5,299.86  83.86%    $2.67  $10.68
   Buy to Cover  2015-04-16 17:10  Exit Short  â‚¬12,077.0    $4,208.27  $52,492.66    ($1,015.13)  82.80%  66.67%  $2.68  $10.72
 96  Sell Short  2015-04-22 12:10  Sell  â‚¬11,873.0  $0.00  1  ($107.26)  -0.03%  $1,803.02  75.71%    $2.70  $10.79
   Buy to Cover  2015-04-22 15:10  Exit Short  â‚¬11,876.0    ($80.37)  $52,385.40    ($580.12)  20.90%  -3.39%  $2.68  $10.72
 97  Sell Short  2015-04-29 15:10  Sell  â‚¬11,776.5  $0.00  1  $8,612.69  2.64%  $11,213.15  99.14%    $2.76  $11.02
   Buy to Cover  2015-04-29 21:10  Exit Short  â‚¬11,465.5    $8,640.36  $60,998.09    ($96.46)  77.46%  76.60%  $2.78  $11.11
 98  Sell Short  2015-04-30 20:10  Sell  â‚¬11,427.5  $0.00  1  ($2,775.10)  -0.86%  $2,006.75  42.18%    $2.80  $11.20
   Buy to Cover  2015-05-04 08:10  Stop Loss  â‚¬11,525.5    ($2,747.09)  $58,222.99    ($2,747.09)  0.00%  -57.82%  $2.80  $11.21
 99  Buy  2015-05-05 12:10  Buy  â‚¬11,698.0  $0.00  1  ($2,167.24)  -0.66%  $583.16  18.10%    $2.78  $11.11
   Sell  2015-05-05 14:10  Exit Long  â‚¬11,621.0    ($2,139.46)  $56,055.74    ($2,642.04)  15.52%  -66.38%  $2.78  $11.11
 100  Sell Short  2015-05-06 16:10  Sell  â‚¬11,360.0  $0.00  1  ($736.62)  -0.22%  $3,344.56  72.62%    $2.83  $11.34
   Buy to Cover  2015-05-06 18:10  Exit Short  â‚¬11,385.0    ($708.28)  $55,319.12    ($1,262.19)  12.00%  -15.38%  $2.83  $11.33
 101  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)  $53,135.46    ($2,155.30)  0.00%  -88.89%  $2.84  $11.34
 102  Sell Short  2015-05-18 14:10  Sell  â‚¬11,452.0  $0.00  1  ($3,005.48)  -0.92%  $2,178.83  42.15%    $2.85  $11.39
   Buy to Cover  2015-05-18 16:10  Stop Loss  â‚¬11,557.0    ($2,977.06)  $50,129.98    ($2,977.06)  0.00%  -57.85%  $2.84  $11.34
 103  Buy  2015-05-20 18:10  Buy  â‚¬11,858.5  $0.00  1  ($1,362.91)  -0.40%  $360.32  21.31%    $2.77  $11.09
   Sell  2015-05-21 09:10  Stop Loss  â‚¬11,810.5    ($1,335.14)  $48,767.06    ($1,335.14)  0.00%  -78.69%  $2.78  $11.13
 104  Buy  2015-05-21 17:10  Buy  â‚¬11,843.0  $0.00  1  ($1,315.78)  -0.39%  $1,375.69  51.83%    $2.78  $11.12
   Sell  2015-05-22 12:10  Stop Loss  â‚¬11,797.0    ($1,287.88)  $47,451.28    ($1,287.88)  0.00%  -48.17%  $2.80  $11.20
 105  Sell Short  2015-05-26 11:10  Sell  â‚¬11,744.5  $0.00  1  ($300.69)  -0.09%  $1,336.32  68.06%    $2.73  $10.91
   Buy to Cover  2015-05-26 14:10  Exit Short  â‚¬11,754.5    ($273.38)  $47,150.59    ($627.51)  18.06%  -13.89%  $2.73  $10.94
 106  Sell Short  2015-05-26 16:10  Sell  â‚¬11,687.0  $0.00  1  $1,050.05  0.34%  $2,854.11  70.71%    $2.73  $10.91
   Buy to Cover  2015-05-27 08:10  Exit Short  â‚¬11,647.5    $1,077.32  $48,200.64    ($1,186.46)  55.89%  26.60%  $2.73  $10.91
 107  Sell Short  2015-06-02 11:10  Sell  â‚¬11,402.5  $0.00  1  $786.02  0.26%  $3,964.94  96.66%    $2.74  $10.98
   Buy to Cover  2015-06-02 13:10  Exit Short  â‚¬11,373.0    $813.53  $48,986.66    ($137.22)  23.08%  19.73%  $2.76  $11.03
 108  Sell Short  2015-06-08 11:10  Sell  â‚¬11,134.0  $0.00  1  $6,198.72  1.99%  $7,961.99  84.73%    $2.78  $11.14
   Buy to Cover  2015-06-09 14:10  Exit Short  â‚¬10,912.5    $6,226.70  $55,185.38    ($1,420.03)  81.59%  66.32%  $2.81  $11.24
 109  Sell Short  2015-06-12 15:10  Sell  â‚¬11,198.0  $0.00  1  $1,184.03  0.38%  $4,000.57  83.04%    $2.81  $11.23
   Buy to Cover  2015-06-12 19:10  Exit Short  â‚¬11,155.0    $1,212.17  $56,369.41    ($814.41)  42.11%  25.15%  $2.82  $11.28
 110  Sell Short  2015-07-06 16:10  Sell  â‚¬10,864.5  $0.00  1  ($2,171.99)  -0.71%  $565.90  20.92%    $2.76  $11.04
   Buy to Cover  2015-07-06 17:10  Stop Loss  â‚¬10,942.0    ($2,144.35)  $54,197.42    ($2,144.35)  0.00%  -79.08%  $2.77  $11.07
 111  Sell Short  2015-07-06 21:10  Sell  â‚¬10,800.0  $0.00  1  ($2,470.13)  -0.82%  $221.01  8.29%    $2.76  $11.05
   Buy to Cover  2015-07-07 08:10  Stop Loss  â‚¬10,888.5    ($2,442.51)  $51,727.30    ($2,442.51)  0.00%  -91.71%  $2.76  $11.04
 112  Buy  2015-07-14 18:10  Buy  â‚¬11,476.5  $0.00  1  $6,058.64  1.95%  $8,094.80  95.06%    $2.75  $11.01
   Sell  2015-07-16 17:10  Exit Long  â‚¬11,700.0    $6,086.02  $57,785.94    ($427.35)  76.24%  71.29%  $2.72  $10.89
 113  Sell Short  2015-07-23 11:10  Sell  â‚¬11,513.0  $0.00  1  $7,849.59  2.47%  $9,816.42  91.83%    $2.75  $10.99
   Buy to Cover  2015-07-27 12:10  Exit Short  â‚¬11,228.5    $7,877.16  $65,635.52    ($866.03)  81.97%  73.80%  $2.77  $11.08
 114  Buy  2015-07-31 19:10  Buy  â‚¬11,300.5  $0.00  1  ($1,877.55)  -0.60%  $316.41  14.56%    $2.75  $11.01
   Sell  2015-08-03 10:10  Stop Loss  â‚¬11,233.0    ($1,850.09)  $63,757.97    ($1,850.09)  0.00%  -85.44%  $2.74  $10.96
 115  Buy  2015-08-03 11:10  Buy  â‚¬11,356.0  $0.00  1  ($1,782.07)  -0.56%  $287.83  14.09%    $2.74  $10.97
   Sell  2015-08-03 11:10  Stop Loss  â‚¬11,292.0    ($1,754.66)  $61,975.89    ($1,754.66)  0.00%  -85.91%  $2.74  $10.97
 116  Buy  2015-08-04 08:10  Buy  â‚¬11,406.0  $0.00  1  $4,683.08  1.52%  $5,605.83  83.23%    $2.74  $10.96
   Sell  2015-08-05 16:10  Exit Long  â‚¬11,579.5    $4,710.35  $66,658.97    ($1,138.54)  86.87%  70.10%  $2.71  $10.86
 117  Buy  2015-08-06 11:10  Buy  â‚¬11,641.0  $0.00  1  ($1,021.37)  -0.31%  $408.40  29.13%    $2.72  $10.89
   Sell  2015-08-06 12:10  Stop Loss  â‚¬11,604.5    ($994.13)  $65,637.61    ($994.13)  0.00%  -70.87%  $2.72  $10.89
 118  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)  $64,373.43    ($1,236.99)  0.00%  -91.00%  $2.72  $10.87
 119  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)  $62,769.05    ($1,576.97)  0.00%  -83.94%  $2.74  $10.97
 120  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)  $60,357.69    ($2,383.46)  0.00%  -82.21%  $2.79  $11.15
 121  Sell Short  2015-08-17 15:10  Sell  â‚¬10,949.5  $0.00  1  $332.07  0.12%  $4,304.19  97.18%    $2.78  $11.11
   Buy to Cover  2015-08-17 18:10  Exit Short  â‚¬10,936.5    $359.79  $60,689.76    ($124.98)  10.97%  8.15%  $2.77  $11.07
 122  Sell Short  2015-08-18 15:10  Sell  â‚¬10,885.5  $0.00  1  $1,673.31  0.56%  $4,965.06  74.33%    $2.76  $11.04
   Buy to Cover  2015-08-19 10:10  Exit Short  â‚¬10,824.0    $1,700.94  $62,363.07    ($1,712.07)  51.14%  25.47%  $2.77  $11.06
 123  Buy  2015-08-26 22:00  Buy  â‚¬10,101.0  $0.00  1  $4,128.07  1.47%  $6,167.05  98.20%    $2.83  $11.34
   Sell  2015-08-27 15:10  Exit Long  â‚¬10,249.0    $4,156.28  $66,491.14    ($113.38)  68.31%  66.52%  $2.81  $11.23
 124  Sell Short  2015-09-11 11:10  Sell  â‚¬10,138.0  $0.00  1  $310.45  0.12%  $2,211.60  65.15%    $2.82  $11.28
   Buy to Cover  2015-09-11 16:10  Exit Short  â‚¬10,126.0    $338.66  $66,801.59    ($1,184.28)  44.81%  9.96%  $2.82  $11.29
 125  Sell Short  2015-09-14 15:10  Sell  â‚¬10,081.0  $0.00  1  ($1,779.72)  -0.62%  $466.22  21.02%    $2.83  $11.30
   Buy to Cover  2015-09-14 17:10  Stop Loss  â‚¬10,143.0    ($1,751.47)  $65,021.86    ($1,751.47)  0.00%  -78.98%  $2.82  $11.30
 126  Sell Short  2015-09-15 11:10  Sell  â‚¬10,101.5  $0.00  1  ($1,512.35)  -0.52%  $1,441.96  49.28%    $2.83  $11.31
   Buy to Cover  2015-09-15 13:10  Stop Loss  â‚¬10,154.0    ($1,484.07)  $63,509.52    ($1,484.07)  0.00%  -50.72%  $2.83  $11.31
 127  Sell Short  2015-09-22 11:10  Sell  â‚¬9,806.0  $0.00  1  $4,341.02  1.60%  $6,162.36  91.70%    $2.80  $11.19
   Buy to Cover  2015-09-22 17:10  Exit Short  â‚¬9,649.0    $4,368.92  $67,850.53    ($559.53)  73.44%  65.15%  $2.78  $11.13
 128  Sell Short  2015-09-23 19:10  Sell  â‚¬9,564.5  $0.00  1  ($2,687.40)  -0.99%  $209.52  7.32%    $2.79  $11.18
   Buy to Cover  2015-09-24 10:10  Stop Loss  â‚¬9,659.5    ($2,659.43)  $65,163.14    ($2,659.43)  0.00%  -92.68%  $2.80  $11.20
 129  Sell Short  2015-09-24 13:10  Sell  â‚¬9,533.5  $0.00  1  $2,137.38  0.81%  $5,316.60  94.25%    $2.81  $11.24
   Buy to Cover  2015-09-24 19:10  Exit Short  â‚¬9,456.5    $2,165.49  $67,300.51    ($323.22)  44.25%  38.50%  $2.81  $11.25
 130  Sell Short  2015-09-29 17:10  Sell  â‚¬9,391.5  $0.00  1  ($1,922.88)  -0.72%  $56.13  2.88%    $2.81  $11.23
   Buy to Cover  2015-09-29 17:10  Stop Loss  â‚¬9,459.0    ($1,894.81)  $65,377.63    ($1,894.81)  0.00%  -97.12%  $2.81  $11.23
 131  Buy  2015-10-06 12:10  Buy  â‚¬9,820.0  $0.00  1  $985.41  0.37%  $3,368.76  82.76%    $2.80  $11.21
   Sell  2015-10-06 19:10  Exit Long  â‚¬9,856.0    $1,013.50  $66,363.04    ($701.41)  42.07%  24.83%  $2.82  $11.26
 132  Buy  2015-10-08 22:00  Buy  â‚¬10,057.0  $0.00  1  $1,080.39  0.39%  $3,271.00  80.14%    $2.82  $11.28
   Sell  2015-10-12 13:10  Exit Long  â‚¬10,096.0    $1,108.70  $67,443.43    ($806.93)  47.04%  27.18%  $2.84  $11.37
 133  Sell Short  2015-10-13 11:10  Sell  â‚¬9,996.0  $0.00  1  ($270.21)  -0.09%  $1,492.72  82.03%    $2.84  $11.37
   Buy to Cover  2015-10-13 14:10  Exit Short  â‚¬10,004.5    ($241.77)  $67,173.22    ($327.20)  4.69%  -13.28%  $2.84  $11.38
 134  Sell Short  2015-10-14 18:10  Sell  â‚¬9,919.5  $0.00  1  ($2,589.85)  -0.90%  $1,161.81  31.15%    $2.86  $11.44
   Buy to Cover  2015-10-15 11:10  Stop Loss  â‚¬10,009.0    ($2,561.24)  $64,583.37    ($2,561.24)  0.00%  -68.85%  $2.86  $11.45
 135  Buy  2015-10-19 08:10  Buy  â‚¬10,108.0  $0.00  1  ($1,066.42)  -0.36%  $0.00  0.00%    $2.84  $11.38
   Sell  2015-10-19 08:10  Stop Loss  â‚¬10,071.5    ($1,037.99)  $63,516.95    ($1,037.99)  0.00%  -100.00%  $2.84  $11.38
 136  Buy  2015-10-19 11:10  Buy  â‚¬10,151.0  $0.00  1  ($1,077.09)  -0.36%  $1,090.10  46.95%    $2.84  $11.35
   Sell  2015-10-19 15:10  Exit Long  â‚¬10,114.0    ($1,048.73)  $62,439.86    ($1,232.58)  7.93%  -45.12%  $2.83  $11.34
 137  Buy  2015-10-21 13:10  Buy  â‚¬10,197.5  $0.00  1  ($0.02)  0.01%  $1,786.65  85.14%    $2.84  $11.36
   Sell  2015-10-21 18:10  Exit Long  â‚¬10,198.5    $28.37  $62,439.84    ($312.33)  16.22%  1.35%  $2.84  $11.35
 138  Buy  2015-10-22 11:10  Buy  â‚¬10,245.5  $0.00  1  $7,766.00  2.74%  $9,061.92  93.53%    $2.83  $11.32
   Sell  2015-10-22 21:10  Exit Long  â‚¬10,526.0    $7,794.04  $70,205.85    ($636.54)  87.07%  80.60%  $2.78  $11.11
 139  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)  $68,562.16    ($1,616.08)  0.00%  -71.78%  $2.76  $11.05
 140  Sell Short  2015-10-30 13:10  Sell  â‚¬10,733.0  $0.00  1  ($1,348.79)  -0.45%  $41.29  3.03%    $2.75  $11.01
   Buy to Cover  2015-10-30 14:10  Stop Loss  â‚¬10,781.0    ($1,321.26)  $67,213.38    ($1,321.26)  0.00%  -96.97%  $2.75  $11.01
 141  Buy  2015-11-06 16:10  Buy  â‚¬10,946.5  $0.00  1  $67.27  0.03%  $2,592.59  77.82%    $2.69  $10.75
   Sell  2015-11-09 10:10  Exit Long  â‚¬10,950.0    $94.16  $67,280.65    ($738.94)  25.00%  2.82%  $2.69  $10.76
 142  Sell Short  2015-11-12 15:10  Sell  â‚¬10,807.5  $0.00  1  ($1,090.61)  -0.37%  $2,436.83  67.04%    $2.68  $10.73
   Buy to Cover  2015-11-12 18:10  Exit Short  â‚¬10,847.0    ($1,063.74)  $66,190.04    ($1,196.18)  3.70%  -29.26%  $2.69  $10.77
 143  Sell Short  2015-11-13 22:00  Sell  â‚¬10,668.5  $0.00  1  $1,340.48  0.48%  $5,434.85  97.36%    $2.69  $10.75
   Buy to Cover  2015-11-16 10:10  Exit Short  â‚¬10,617.5    $1,367.32  $67,530.52    ($147.84)  27.16%  24.52%  $2.68  $10.72
 144  Buy  2015-11-16 21:10  Buy  â‚¬10,764.0  $0.00  1  $2,608.45  0.92%  $5,276.97  97.78%    $2.67  $10.68
   Sell  2015-11-17 22:00  Exit Long  â‚¬10,863.0    $2,635.11  $70,138.97    ($120.16)  50.99%  48.77%  $2.66  $10.65
 145  Buy  2015-11-18 14:10  Buy  â‚¬10,919.0  $0.00  1  $5,038.35  1.74%  $5,847.17  94.59%    $2.67  $10.67
   Sell  2015-11-19 14:10  Exit Long  â‚¬11,108.5    $5,065.05  $75,177.32    ($333.33)  87.45%  82.03%  $2.67  $10.69
 146  Buy  2015-11-20 14:10  Buy  â‚¬11,107.5  $0.00  1  ($1,528.31)  -0.51%  $1,135.50  42.93%    $2.67  $10.69
   Sell  2015-11-23 10:10  Stop Loss  â‚¬11,051.0    ($1,501.66)  $73,649.01    ($1,501.66)  0.00%  -57.07%  $2.66  $10.63
 147  Sell Short  2015-12-02 15:10  Sell  â‚¬11,193.5  $0.00  1  ($938.32)  -0.31%  $251.41  13.77%    $2.65  $10.59
   Buy to Cover  2015-12-02 17:10  Exit Short  â‚¬11,228.0    ($911.87)  $72,710.69    ($1,572.56)  36.23%  -50.00%  $2.64  $10.57
 148  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)  $72,601.24    ($696.43)  18.60%  -2.48%  $2.74  $10.95
 149  Sell Short  2015-12-11 11:10  Sell  â‚¬10,519.0  $0.00  1  $4,577.87  1.60%  $7,320.15  89.88%    $2.74  $10.95
   Buy to Cover  2015-12-14 09:10  Exit Short  â‚¬10,351.0    $4,605.26  $77,179.11    ($821.04)  66.78%  56.66%  $2.74  $10.96
 150  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)  $77,124.16    ($672.71)  21.96%  -0.93%  $2.75  $11.00
 151  Buy  2015-12-16 14:10  Buy  â‚¬10,539.5  $0.00  1  ($1,957.28)  -0.67%  $532.90  21.67%    $2.73  $10.92
   Sell  2015-12-16 17:10  Stop Loss  â‚¬10,469.0    ($1,929.94)  $75,166.88    ($1,929.94)  0.00%  -78.33%  $2.74  $10.95
 152  Sell Short  2016-01-08 08:10  Sell  â‚¬9,953.5  $0.00  1  ($2,869.49)  -1.05%  $149.27  5.00%    $2.71  $10.86
   Buy to Cover  2016-01-08 10:10  Stop Loss  â‚¬10,058.0    ($2,842.32)  $72,297.39    ($2,842.32)  0.00%  -95.00%  $2.72  $10.88
 153  Sell Short  2016-01-18 16:10  Sell  â‚¬9,458.0  $0.00  1  ($2,231.21)  -0.86%  $68.07  2.99%    $2.72  $10.89
   Buy to Cover  2016-01-18 17:10  Stop Loss  â‚¬9,539.0    ($2,203.99)  $70,066.18    ($2,203.99)  0.00%  -97.01%  $2.72  $10.88
 154  Sell Short  2016-01-29 13:10  Sell  â‚¬9,658.0  $0.00  1  ($1,909.92)  -0.72%  $869.21  31.53%    $2.73  $10.92
   Buy to Cover  2016-01-29 16:10  Stop Loss  â‚¬9,727.5    ($1,882.72)  $68,156.26    ($1,882.72)  0.00%  -68.47%  $2.71  $10.84
 155  Sell Short  2016-02-03 17:10  Sell  â‚¬9,396.5  $0.00  1  ($1,054.52)  -0.39%  $1,977.71  52.57%    $2.77  $11.07
   Buy to Cover  2016-02-03 19:10  Exit Short  â‚¬9,433.5    ($1,026.81)  $67,101.73    ($1,782.07)  20.22%  -27.21%  $2.78  $11.10
 156  Sell Short  2016-02-05 18:10  Sell  â‚¬9,257.0  $0.00  1  $9,816.36  3.80%  $10,126.88  86.28%    $2.78  $11.13
   Buy to Cover  2016-02-09 08:10  Exit Short  â‚¬8,905.5    $9,844.28  $76,918.10    ($1,601.76)  97.61%  83.89%  $2.80  $11.20
 157  Buy  2016-03-02 18:10  Buy  â‚¬9,745.0  $0.00  1  $496.30  0.19%  $3,709.50  69.59%    $2.71  $10.84
   Sell  2016-03-04 16:10  Exit Long  â‚¬9,764.0    $523.63  $77,414.39    ($1,613.07)  40.21%  9.79%  $2.76  $11.02
 158  Buy  2016-03-04 21:10  Buy  â‚¬9,822.0  $0.00  1  ($1,644.53)  -0.60%  $54.99  3.28%    $2.75  $11.00
   Sell  2016-03-07 09:10  Stop Loss  â‚¬9,763.0    ($1,617.07)  $75,769.87    ($1,617.07)  0.00%  -96.72%  $2.74  $10.96
 159  Buy  2016-03-10 14:10  Buy  â‚¬9,763.5  $0.00  1  $445.88  0.17%  $5,830.24  77.88%    $2.72  $10.87
   Sell  2016-03-10 17:10  Exit Long  â‚¬9,780.5    $473.39  $76,215.75    ($1,680.98)  28.34%  6.22%  $2.78  $11.14
 160  Buy  2016-03-16 17:10  Buy  â‚¬9,977.5  $0.00  1  ($1,541.68)  -0.54%  $336.35  18.18%    $2.77  $11.07
   Sell  2016-03-16 20:10  Stop Loss  â‚¬9,923.5    ($1,513.82)  $74,674.07    ($1,513.82)  0.00%  -81.82%  $2.80  $11.21
 161  Sell Short  2016-03-29 13:10  Sell  â‚¬9,812.0  $0.00  1  ($699.60)  -0.24%  $546.65  26.71%    $2.80  $11.21
   Buy to Cover  2016-03-29 17:10  Exit Short  â‚¬9,836.0    ($671.60)  $73,974.46    ($1,499.60)  40.41%  -32.88%  $2.80  $11.19
 162  Buy  2016-04-11 11:10  Buy  â‚¬9,666.0  $0.00  1  $0.03  0.01%  $1,793.80  65.28%    $2.85  $11.39
   Sell  2016-04-11 18:10  Exit Long  â‚¬9,667.0    $28.53  $73,974.49    ($953.70)  35.75%  1.04%  $2.85  $11.41
 163  Buy  2016-04-12 13:10  Buy  â‚¬9,712.0  $0.00  1  ($2,231.86)  -0.80%  $285.26  11.43%    $2.85  $11.41
   Sell  2016-04-12 17:10  Stop Loss  â‚¬9,634.5    ($2,203.38)  $71,742.63    ($2,203.38)  0.00%  -88.57%  $2.84  $11.37
 164  Buy  2016-04-12 18:10  Buy  â‚¬9,721.0  $0.00  1  $5,963.26  2.19%  $7,165.11  96.57%    $2.85  $11.39
   Sell  2016-04-13 16:10  Exit Long  â‚¬9,933.5    $5,991.60  $77,705.89    ($256.24)  84.38%  80.95%  $2.82  $11.28
 165  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  $79,941.49    ($226.44)  59.86%  54.42%  $2.83  $11.32
 166  Buy  2016-04-20 11:10  Buy  â‚¬10,342.5  $0.00  1  $2,724.61  0.94%  $2,752.94  62.10%    $2.84  $11.37
   Sell  2016-04-21 08:10  Exit Long  â‚¬10,440.0    $2,752.94  $82,666.10    ($1,690.95)  100.00%  62.10%  $2.82  $11.29
 167  Sell Short  2016-04-22 12:10  Sell  â‚¬10,320.5  $0.00  1  ($1,634.91)  -0.55%  $253.77  13.64%    $2.82  $11.28
   Buy to Cover  2016-04-22 13:10  Stop Loss  â‚¬10,377.5    ($1,606.72)  $81,031.19    ($1,606.72)  0.00%  -86.36%  $2.82  $11.28
 168  Sell Short  2016-04-22 18:10  Sell  â‚¬10,333.5  $0.00  1  ($1,220.86)  -0.41%  $84.24  6.59%    $2.81  $11.23
   Buy to Cover  2016-04-22 20:10  Stop Loss  â‚¬10,376.0    ($1,192.78)  $79,810.33    ($1,192.78)  0.00%  -93.41%  $2.81  $11.23
 169  Sell Short  2016-04-26 17:10  Sell  â‚¬10,238.5  $0.00  1  ($564.68)  -0.19%  $1,440.47  69.39%    $2.82  $11.30
   Buy to Cover  2016-04-26 19:10  Exit Short  â‚¬10,257.5    ($536.44)  $79,245.65    ($636.16)  4.76%  -25.85%  $2.82  $11.29
 170  Sell Short  2016-05-05 16:10  Sell  â‚¬9,765.5  $0.00  1  ($1,668.23)  -0.59%  $2,430.41  59.65%    $2.85  $11.41
   Buy to Cover  2016-05-06 16:10  Stop Loss  â‚¬9,823.0    ($1,639.71)  $77,577.42    ($1,639.71)  0.00%  -40.35%  $2.85  $11.41
 171  Sell Short  2016-05-18 16:10  Sell  â‚¬9,777.0  $0.00  1  ($1,423.39)  -0.51%  $28.18  1.98%    $2.82  $11.27
   Buy to Cover  2016-05-18 16:10  Stop Loss  â‚¬9,826.5    ($1,395.21)  $76,154.03    ($1,395.21)  0.00%  -98.02%  $2.82  $11.27
 172  Buy  2016-05-23 12:10  Buy  â‚¬9,902.5  $0.00  1  ($2,438.22)  -0.87%  $168.13  6.52%    $2.80  $11.21
   Sell  2016-05-23 12:10  Stop Loss  â‚¬9,816.5    ($2,410.19)  $73,715.81    ($2,410.19)  0.00%  -93.48%  $2.80  $11.21
 173  Buy  2016-05-24 14:10  Buy  â‚¬9,885.0  $0.00  1  $6,841.38  2.49%  $8,177.64  96.86%    $2.79  $11.17
   Sell  2016-05-26 09:10  Exit Long  â‚¬10,131.0    $6,869.30  $80,557.18    ($265.35)  84.32%  81.19%  $2.79  $11.17
 174  Buy  2016-05-26 11:10  Buy  â‚¬10,192.5  $0.00  1  $405.25  0.15%  $1,301.45  57.76%    $2.79  $11.18
   Sell  2016-05-27 10:10  Exit Long  â‚¬10,208.0    $433.20  $80,962.44    ($950.25)  61.49%  19.25%  $2.79  $11.18
 175  Buy  2016-05-27 13:10  Buy  â‚¬10,227.0  $0.00  1  $278.03  0.11%  $1,834.59  68.39%    $2.79  $11.18
   Sell  2016-05-30 10:10  Exit Long  â‚¬10,238.0    $305.90  $81,240.46    ($849.21)  43.01%  11.40%  $2.78  $11.12
 176  Sell Short  2016-06-02 15:10  Sell  â‚¬10,129.5  $0.00  1  ($1,534.00)  -0.53%  $726.99  32.50%    $2.80  $11.19
   Buy to Cover  2016-06-02 19:10  Stop Loss  â‚¬10,183.5    ($1,506.07)  $79,706.46    ($1,506.07)  0.00%  -67.50%  $2.79  $11.16
 177  Sell Short  2016-06-14 18:10  Sell  â‚¬9,490.5  $0.00  1  ($574.43)  -0.21%  $1,078.78  52.74%    $2.80  $11.21
   Buy to Cover  2016-06-15 08:10  Exit Short  â‚¬9,510.0    ($546.41)  $79,132.03    ($966.32)  20.55%  -26.71%  $2.80  $11.21
 178  Buy  2016-06-17 20:10  Buy  â‚¬9,624.5  $0.00  1  $5,696.46  2.10%  $7,367.53  96.83%    $2.82  $11.28
   Sell  2016-06-20 11:10  Exit Long  â‚¬9,826.5    $5,724.73  $84,828.49    ($239.66)  78.54%  75.37%  $2.83  $11.34
 179  Buy  2016-06-21 14:10  Buy  â‚¬9,951.5  $0.00  1  $2,772.38  1.00%  $3,194.49  82.25%    $2.83  $11.32
   Sell  2016-06-22 08:10  Exit Long  â‚¬10,051.0    $2,800.60  $87,600.87    ($691.52)  89.86%  72.10%  $2.81  $11.26
 180  Buy  2016-06-28 22:00  Buy  â‚¬9,454.0  $0.00  1  $5,880.16  2.25%  $7,852.32  88.34%    $2.77  $11.08
   Sell  2016-07-01 09:10  Exit Long  â‚¬9,667.0    $5,907.87  $93,481.03    ($1,038.59)  77.92%  66.25%  $2.77  $11.09
 181  Buy  2016-07-01 15:10  Buy  â‚¬9,704.5  $0.00  1  ($1,754.27)  -0.64%  $1,391.23  44.64%    $2.79  $11.14
   Sell  2016-07-04 16:10  Stop Loss  â‚¬9,642.5    ($1,726.42)  $91,726.76    ($1,726.42)  0.00%  -55.36%  $2.78  $11.14
 182  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)  $90,189.66    ($1,509.43)  0.00%  -72.19%  $2.77  $11.08
 183  Buy  2016-07-13 14:10  Buy  â‚¬9,934.0  $0.00  1  ($1,288.51)  -0.46%  $96.87  7.14%    $2.77  $11.07
   Sell  2016-07-13 16:10  Stop Loss  â‚¬9,888.5    ($1,260.82)  $88,901.14    ($1,260.82)  0.00%  -92.86%  $2.77  $11.08
 184  Buy  2016-07-15 11:10  Buy  â‚¬10,040.5  $0.00  1  ($1,211.31)  -0.42%  $139.22  10.53%    $2.78  $11.14
   Sell  2016-07-15 11:10  Stop Loss  â‚¬9,998.0    ($1,183.47)  $87,689.83    ($1,183.47)  0.00%  -89.47%  $2.78  $11.14
 185  Buy  2016-07-18 18:10  Buy  â‚¬10,038.0  $0.00  1  ($1,813.42)  -0.64%  $152.32  7.86%    $2.77  $11.08
   Sell  2016-07-19 08:10  Stop Loss  â‚¬9,973.5    ($1,785.73)  $85,876.41    ($1,785.73)  0.00%  -92.14%  $2.77  $11.07
 186  Buy  2016-07-21 17:10  Buy  â‚¬10,098.0  $0.00  1  ($1,336.44)  -0.47%  $907.26  40.99%    $2.75  $11.00
   Sell  2016-07-22 09:10  Stop Loss  â‚¬10,050.5    ($1,308.91)  $84,539.97    ($1,308.91)  0.00%  -59.01%  $2.76  $11.02
 187  Buy  2016-07-26 16:10  Buy  â‚¬10,183.5  $0.00  1  ($247.15)  -0.08%  $1,126.72  65.08%    $2.75  $10.99
   Sell  2016-07-26 18:10  Exit Long  â‚¬10,175.5    ($219.68)  $84,292.82    ($604.18)  22.22%  -12.70%  $2.75  $10.98
 188  Buy  2016-07-28 11:10  Buy  â‚¬10,301.0  $0.00  1  ($929.03)  -0.32%  $55.50  4.76%    $2.78  $11.10
   Sell  2016-07-28 12:10  Exit Long  â‚¬10,268.5    ($901.29)  $83,363.79    ($1,110.22)  17.86%  -77.38%  $2.77  $11.09
 189  Buy  2016-07-28 21:10  Buy  â‚¬10,285.5  $0.00  1  ($914.88)  -0.31%  $429.31  32.63%    $2.77  $11.07
   Sell  2016-07-29 10:10  Stop Loss  â‚¬10,253.5    ($887.18)  $82,448.91    ($887.18)  0.00%  -67.37%  $2.77  $11.09
 190  Sell Short  2016-08-02 11:10  Sell  â‚¬10,180.5  $0.00  1  $2,314.48  0.82%  $3,257.25  96.27%    $2.80  $11.20
   Buy to Cover  2016-08-02 22:00  Exit Short  â‚¬10,097.0    $2,342.51  $84,763.39    ($126.02)  73.03%  69.29%  $2.81  $11.22
 191  Buy  2016-08-05 16:10  Buy  â‚¬10,238.0  $0.00  1  $4,323.38  1.53%  $5,392.90  99.23%    $2.76  $11.06
   Sell  2016-08-08 15:10  Exit Long  â‚¬10,395.0    $4,351.06  $89,086.77    ($41.46)  80.87%  80.10%  $2.77  $11.09
 192  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  $94,418.44    ($360.57)  86.37%  80.92%  $2.78  $11.11
 193  Buy  2016-08-11 13:10  Buy  â‚¬10,663.0  $0.00  1  $558.44  0.20%  $2,638.49  70.00%    $2.79  $11.15
   Sell  2016-08-15 12:10  Exit Long  â‚¬10,684.0    $586.34  $94,976.88    ($1,129.41)  45.56%  15.56%  $2.79  $11.17
 194  Sell Short  2016-08-17 08:10  Sell  â‚¬10,613.5  $0.00  1  ($703.97)  -0.23%  $0.00  0.00%    $2.82  $11.27
   Buy to Cover  2016-08-17 09:10  Stop Loss  â‚¬10,637.5    ($675.80)  $94,272.91    ($675.80)  0.00%  -100.00%  $2.82  $11.26
 195  Sell Short  2016-08-19 12:10  Sell  â‚¬10,497.0  $0.00  1  $84.89  0.04%  $1,230.63  66.41%    $2.83  $11.32
   Buy to Cover  2016-08-19 18:10  Exit Short  â‚¬10,493.0    $113.19  $94,357.80    ($622.58)  39.69%  6.11%  $2.83  $11.32
 196  Buy  2016-08-24 12:10  Buy  â‚¬10,579.5  $0.00  1  ($1,901.81)  -0.63%  $775.18  29.26%    $2.82  $11.28
   Sell  2016-08-25 09:10  Stop Loss  â‚¬10,513.0    ($1,873.62)  $92,455.99    ($1,873.62)  0.00%  -70.74%  $2.82  $11.27
 197  Sell Short  2016-08-25 21:10  Sell  â‚¬10,460.0  $0.00  1  ($747.78)  -0.24%  $282.15  28.17%    $2.82  $11.28
   Buy to Cover  2016-08-26 09:10  Stop Loss  â‚¬10,485.5    ($719.57)  $91,708.21    ($719.57)  0.00%  -71.83%  $2.82  $11.29
 198  Sell Short  2016-08-26 11:10  Sell  â‚¬10,443.0  $0.00  1  ($1,340.95)  -0.45%  $0.00  0.00%    $2.82  $11.29
   Buy to Cover  2016-08-26 15:10  Stop Loss  â‚¬10,489.5    ($1,312.72)  $90,367.26    ($1,312.72)  0.00%  -100.00%  $2.82  $11.29
 199  Sell Short  2016-08-26 19:10  Sell  â‚¬10,421.5  $0.00  1  ($2,709.74)  -0.92%  $364.99  11.93%    $2.81  $11.23
   Buy to Cover  2016-08-29 10:10  Stop Loss  â‚¬10,517.5    ($2,681.74)  $87,657.52    ($2,681.74)  0.00%  -88.07%  $2.79  $11.17
 200  Sell Short  2016-08-29 11:10  Sell  â‚¬10,421.0  $0.00  1  ($1,944.05)  -0.66%  $97.89  4.86%    $2.80  $11.19
   Buy to Cover  2016-08-29 11:10  Stop Loss  â‚¬10,489.5    ($1,916.08)  $85,713.47    ($1,916.08)  0.00%  -95.14%  $2.80  $11.19
 201  Buy  2016-09-06 16:10  Buy  â‚¬10,672.0  $0.00  1  ($714.41)  -0.23%  $644.30  48.42%    $2.80  $11.21
   Sell  2016-09-06 16:10  Stop Loss  â‚¬10,647.5    ($686.40)  $84,999.05    ($686.40)  0.00%  -51.58%  $2.80  $11.21
 202  Sell Short  2016-09-09 15:10  Sell  â‚¬10,576.0  $0.00  1  $6,636.12  2.25%  $8,509.48  98.06%    $2.81  $11.23
   Buy to Cover  2016-09-12 15:10  Exit Short  â‚¬10,338.5    $6,664.19  $91,635.17    ($168.15)  78.93%  76.99%  $2.81  $11.22
 203  Sell Short  2016-09-14 21:10  Sell  â‚¬10,321.0  $0.00  1  ($1,124.02)  -0.38%  $757.57  40.91%    $2.81  $11.25
   Buy to Cover  2016-09-15 12:10  Stop Loss  â‚¬10,360.0    ($1,095.91)  $90,511.15    ($1,095.91)  0.00%  -59.09%  $2.81  $11.24
 204  Sell Short  2016-09-15 16:10  Sell  â‚¬10,310.0  $0.00  1  ($1,208.79)  -0.41%  $603.75  33.86%    $2.81  $11.23
   Buy to Cover  2016-09-15 17:10  Stop Loss  â‚¬10,352.0    ($1,180.69)  $89,302.36    ($1,180.69)  0.00%  -66.14%  $2.81  $11.24
 205  Buy  2016-09-20 11:10  Buy  â‚¬10,378.5  $0.00  1  $418.85  0.15%  $1,229.90  65.19%    $2.80  $11.19
   Sell  2016-09-20 17:10  Exit Long  â‚¬10,394.5    $446.80  $89,721.21    ($657.38)  58.52%  23.70%  $2.79  $11.17
 206  Buy  2016-09-22 08:10  Buy  â‚¬10,463.5  $0.00  1  $4,478.49  1.53%  $5,567.51  91.67%    $2.81  $11.22
   Sell  2016-09-22 18:10  Exit Long  â‚¬10,624.0    $4,506.56  $94,199.70    ($505.06)  82.64%  74.31%  $2.81  $11.23
 207  Buy  2016-09-28 22:00  Buy  â‚¬10,458.5  $0.00  1  $756.97  0.27%  $2,047.50  95.42%    $2.80  $11.22
   Sell  2016-09-29 12:10  Exit Long  â‚¬10,486.5    $785.01  $94,956.67    ($98.14)  41.18%  36.60%  $2.80  $11.21
 208  Buy  2016-10-05 17:10  Buy  â‚¬10,568.0  $0.00  1  ($1,202.53)  -0.40%  $909.82  43.62%    $2.80  $11.21
   Sell  2016-10-06 12:10  Stop Loss  â‚¬10,526.0    ($1,174.54)  $93,754.14    ($1,174.54)  0.00%  -56.38%  $2.80  $11.19
 209  Sell Short  2016-10-10 11:10  Sell  â‚¬10,432.0  $0.00  1  ($1,340.46)  -0.45%  $726.41  35.62%    $2.79  $11.18
   Buy to Cover  2016-10-10 12:10  Stop Loss  â‚¬10,479.0    ($1,312.52)  $92,413.69    ($1,312.52)  0.00%  -64.38%  $2.79  $11.17
 210  Buy  2016-10-11 14:10  Buy  â‚¬10,627.0  $0.00  1  ($540.02)  -0.17%  $581.55  40.00%    $2.77  $11.08
   Sell  2016-10-11 16:10  Exit Long  â‚¬10,608.5    ($512.32)  $91,873.67    ($873.28)  24.76%  -35.24%  $2.77  $11.08
 211  Sell Short  2016-10-12 15:10  Sell  â‚¬10,500.0  $0.00  1  $3,665.49  1.28%  $5,161.50  93.75%    $2.75  $11.01
   Buy to Cover  2016-10-13 12:10  Exit Short  â‚¬10,366.0    $3,693.04  $95,539.16    ($344.34)  73.25%  67.00%  $2.76  $11.02
 212  Buy  2016-10-19 16:10  Buy  â‚¬10,601.0  $0.00  1  $439.01  0.16%  $1,438.46  86.78%    $2.74  $10.97
   Sell  2016-10-20 10:10  Exit Long  â‚¬10,618.0    $466.44  $95,978.17    ($219.38)  41.32%  28.10%  $2.74  $10.97
 213  Buy  2016-10-27 19:10  Buy  â‚¬10,697.0  $0.00  1  ($1,485.37)  -0.50%  $204.18  12.30%    $2.72  $10.89
   Sell  2016-10-28 08:10  Stop Loss  â‚¬10,643.5    ($1,458.13)  $94,492.80    ($1,458.13)  0.00%  -87.70%  $2.73  $10.90
 214  Sell Short  2016-10-28 21:10  Sell  â‚¬10,600.0  $0.00  1  ($1,356.26)  -0.46%  $246.45  15.65%    $2.74  $10.98
   Buy to Cover  2016-10-31 17:10  Stop Loss  â‚¬10,648.5    ($1,328.84)  $93,136.54    ($1,328.84)  0.00%  -84.35%  $2.74  $10.96
 215  Sell Short  2016-11-01 11:10  Sell  â‚¬10,606.5  $0.00  1  $3,883.21  1.33%  $5,310.72  79.67%    $2.75  $11.00
   Buy to Cover  2016-11-01 22:00  Exit Short  â‚¬10,465.0    $3,910.78  $97,019.75    ($1,348.00)  79.05%  58.71%  $2.76  $11.06
 216  Sell Short  2016-11-03 17:10  Sell  â‚¬10,310.5  $0.00  1  $3,040.33  1.07%  $3,911.69  94.31%    $2.78  $11.10
   Buy to Cover  2016-11-04 13:10  Exit Short  â‚¬10,200.0    $3,068.09  $100,060.08    ($235.89)  79.60%  73.91%  $2.78  $11.11
 217  Buy  2016-11-08 18:10  Buy  â‚¬10,421.5  $0.00  1  $1,624.56  0.58%  $2,533.73  92.93%    $2.76  $11.03
   Sell  2016-11-08 22:00  Exit Long  â‚¬10,481.5    $1,652.12  $101,684.64    ($193.07)  67.68%  60.61%  $2.75  $11.01
 218  Buy  2016-11-09 18:10  Buy  â‚¬10,543.5  $0.00  1  $3,077.18  1.08%  $5,855.64  100.00%    $2.74  $10.94
   Sell  2016-11-10 15:10  Exit Long  â‚¬10,657.5    $3,104.48  $104,761.82    $0.00  53.15%  53.15%  $2.72  $10.89
 219  Buy  2016-11-15 19:10  Buy  â‚¬10,695.5  $0.00  1  ($1,005.90)  -0.34%  $1,343.95  57.80%    $2.68  $10.73
   Sell  2016-11-16 10:10  Stop Loss  â‚¬10,659.0    ($979.08)  $103,755.92    ($979.08)  0.00%  -42.20%  $2.68  $10.73
 220  Sell Short  2016-11-21 11:10  Sell  â‚¬10,590.5  $0.00  1  ($1,354.82)  -0.47%  $1,049.82  44.13%    $2.66  $10.63
   Buy to Cover  2016-11-21 12:10  Stop Loss  â‚¬10,640.5    ($1,328.25)  $102,401.10    ($1,328.25)  0.00%  -55.87%  $2.66  $10.63
 221  Sell Short  2016-11-25 11:10  Sell  â‚¬10,629.0  $0.00  1  ($768.54)  -0.26%  $105.99  12.50%    $2.65  $10.60
   Buy to Cover  2016-11-25 11:10  Stop Loss  â‚¬10,657.0    ($742.04)  $101,632.56    ($742.04)  0.00%  -87.50%  $2.65  $10.60
 222  Buy  2016-11-30 18:10  Buy  â‚¬10,635.0  $0.00  1  ($979.26)  -0.34%  $92.62  8.86%    $2.65  $10.59
   Sell  2016-11-30 18:10  Stop Loss  â‚¬10,599.0    ($952.79)  $100,653.30    ($952.79)  0.00%  -91.14%  $2.65  $10.59
 223  Buy  2016-12-08 15:10  Buy  â‚¬11,022.5  $0.00  1  $3,064.22  1.06%  $3,897.85  93.63%    $2.67  $10.68
   Sell  2016-12-08 22:00  Exit Long  â‚¬11,139.0    $3,090.83  $103,717.52    ($266.98)  80.57%  74.20%  $2.65  $10.61
 224  Buy  2016-12-14 21:10  Buy  â‚¬11,264.5  $0.00  1  ($1,106.77)  -0.36%  $158.09  12.77%    $2.64  $10.54
   Sell  2016-12-14 21:10  Stop Loss  â‚¬11,223.5    ($1,080.42)  $102,610.74    ($1,080.42)  0.00%  -87.23%  $2.64  $10.54
 225  Buy  2016-12-19 12:10  Buy  â‚¬11,376.5  $0.00  1  $655.51  0.23%  $1,983.45  80.85%    $2.61  $10.44
   Sell  2016-12-29 18:10  Sell  â‚¬11,402.5    $681.67  $103,266.25    ($469.28)  46.81%  27.66%  $2.62  $10.49
 226  Sell Short  2016-12-29 18:10  Sell  â‚¬11,402.5  $0.00  1  ($526.49)  -0.17%  $183.31  26.92%    $2.62  $10.49
   Buy to Cover  2016-12-30 08:10  Stop Loss  â‚¬11,421.5    ($500.22)  $102,739.76    ($500.22)  0.00%  -73.08%  $2.63  $10.53
 227  Sell Short  2016-12-30 13:10  Sell  â‚¬11,387.5  $0.00  1  ($316.23)  -0.10%  $79.21  20.69%    $2.64  $10.56
   Buy to Cover  2016-12-30 14:10  Exit Short  â‚¬11,398.5    ($289.85)  $102,423.53    ($303.67)  3.45%  -75.86%  $2.64  $10.54
 228  Buy  2016-12-30 15:10  Buy  â‚¬11,436.5  $0.00  1  ($408.14)  -0.13%  $395.62  42.25%    $2.64  $10.55
   Sell  2016-12-30 19:10  Exit Long  â‚¬11,422.0    ($381.79)  $102,015.39    ($540.76)  16.90%  -40.85%  $2.63  $10.53
 229  Buy  2017-01-03 17:10  Buy  â‚¬11,587.5  $0.00  1  ($856.69)  -0.28%  $103.83  11.11%    $2.60  $10.38
   Sell  2017-01-03 17:10  Stop Loss  â‚¬11,555.5    ($830.73)  $101,158.70    ($830.73)  0.00%  -88.89%  $2.60  $10.38
 230  Sell Short  2017-01-05 18:10  Sell  â‚¬11,517.5  $0.00  1  ($1,006.00)  -0.32%  $145.72  12.94%    $2.65  $10.60
   Buy to Cover  2017-01-05 20:10  Stop Loss  â‚¬11,554.5    ($979.51)  $100,152.70    ($979.51)  0.00%  -87.06%  $2.65  $10.59
 231  Sell Short  2017-01-11 11:10  Sell  â‚¬11,494.0  $0.00  1  ($829.11)  -0.27%  $223.70  21.79%    $2.63  $10.53
   Buy to Cover  2017-01-11 11:10  Stop Loss  â‚¬11,524.5    ($802.79)  $99,323.59    ($802.79)  0.00%  -78.21%  $2.63  $10.53
 232  Buy  2017-01-18 19:10  Buy  â‚¬11,552.5  $0.00  1  $66.34  0.03%  $1,524.68  84.56%    $2.67  $10.67
   Sell  2017-01-19 18:10  Exit Long  â‚¬11,556.0    $92.97  $99,389.94    ($278.86)  20.59%  5.15%  $2.66  $10.62
 233  Buy  2017-01-20 11:10  Buy  â‚¬11,567.5  $0.00  1  ($1,074.27)  -0.34%  $853.82  45.07%    $2.66  $10.65
   Sell  2017-01-23 08:10  Stop Loss  â‚¬11,528.5    ($1,047.53)  $98,315.67    ($1,047.53)  0.00%  -54.93%  $2.69  $10.74
 234  Sell Short  2017-02-06 14:10  Sell  â‚¬11,568.0  $0.00  1  $3,342.88  1.09%  $3,393.84  97.68%    $2.68  $10.72
   Buy to Cover  2017-02-07 08:10  Exit Short  â‚¬11,442.0    $3,369.65  $101,658.55    ($80.38)  99.61%  97.30%  $2.67  $10.70
 235  Buy  2017-02-10 21:10  Buy  â‚¬11,645.0  $0.00  1  $2,505.13  0.82%  $3,432.04  86.62%    $2.66  $10.63
   Sell  2017-02-13 18:10  Exit Long  â‚¬11,740.5    $2,531.68  $104,163.69    ($531.89)  77.26%  63.88%  $2.65  $10.60
 236  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  $104,849.41    ($171.79)  51.15%  41.22%  $2.64  $10.55
 237  Sell Short  2017-02-17 11:10  Sell  â‚¬11,686.0  $0.00  1  ($452.59)  -0.14%  $864.67  49.24%    $2.66  $10.64
   Buy to Cover  2017-02-17 14:10  Exit Short  â‚¬11,702.0    ($425.98)  $104,396.82    ($892.47)  26.52%  -24.24%  $2.66  $10.65
 238  Buy  2017-02-21 11:10  Buy  â‚¬11,815.5  $0.00  1  $3,584.71  1.16%  $4,728.74  98.63%    $2.64  $10.54
   Sell  2017-02-22 12:10  Exit Long  â‚¬11,953.0    $3,611.03  $107,981.53    ($65.90)  76.71%  75.34%  $2.63  $10.50
 239  Sell Short  2017-03-07 17:10  Sell  â‚¬11,914.0  $0.00  1  ($740.47)  -0.23%  $145.43  16.92%    $2.64  $10.58
   Buy to Cover  2017-03-07 17:10  Stop Loss  â‚¬11,941.0    ($714.02)  $107,241.07    ($714.02)  0.00%  -83.08%  $2.64  $10.58
 240  Buy  2017-03-08 12:10  Buy  â‚¬11,976.5  $0.00  1  ($1,227.70)  -0.38%  $52.78  4.21%    $2.64  $10.56
   Sell  2017-03-08 13:10  Stop Loss  â‚¬11,931.0    ($1,201.30)  $106,013.37    ($1,201.30)  0.00%  -95.79%  $2.64  $10.56
 241  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)  $104,956.15    ($1,030.79)  0.00%  -65.55%  $2.64  $10.57
 242  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)  $104,225.08    ($717.75)  0.80%  -42.40%  $2.66  $10.63
 243  Buy  2017-03-24 15:10  Buy  â‚¬11,999.5  $0.00  1  $134.95  0.05%  $1,282.10  95.96%    $2.70  $10.79
   Sell  2017-03-24 21:10  Exit Long  â‚¬12,005.5    $161.94  $104,360.04    ($53.97)  16.16%  12.12%  $2.70  $10.80
 244  Buy  2017-03-30 17:10  Buy  â‚¬12,185.5  $0.00  1  ($66.84)  -0.01%  $938.53  83.33%    $2.68  $10.73
   Sell  2017-03-31 09:10  Exit Long  â‚¬12,184.0    ($40.07)  $104,293.20    ($186.93)  13.10%  -3.57%  $2.67  $10.68
 245  Buy  2017-03-31 15:10  Buy  â‚¬12,220.0  $0.00  1  ($533.96)  -0.16%  $200.28  28.30%    $2.67  $10.68
   Sell  2017-03-31 16:10  Stop Loss  â‚¬12,201.0    ($507.26)  $103,759.24    ($507.26)  0.00%  -71.70%  $2.67  $10.68
 246  Buy  2017-03-31 17:10  Buy  â‚¬12,227.5  $0.00  1  $1,840.15  0.57%  $1,975.98  90.80%    $2.67  $10.69
   Sell  2017-04-03 08:10  Exit Long  â‚¬12,297.5    $1,866.85  $105,599.38    ($200.49)  95.09%  85.89%  $2.67  $10.67
 247  Sell Short  2017-04-13 08:10  Sell  â‚¬12,105.5  $0.00  1  ($732.30)  -0.22%  $2,137.50  75.23%    $2.67  $10.67
   Buy to Cover  2017-04-18 08:10  Stop Loss  â‚¬12,132.0    ($705.64)  $104,867.09    ($705.64)  0.00%  -24.77%  $2.66  $10.65
 248  Sell Short  2017-04-18 11:10  Sell  â‚¬12,032.0  $0.00  1  $829.12  0.27%  $2,097.85  87.71%    $2.66  $10.65
   Buy to Cover  2017-04-18 17:10  Exit Short  â‚¬12,000.0    $855.81  $105,696.21    ($292.87)  48.04%  35.75%  $2.67  $10.70
 249  Sell Short  2017-04-19 21:10  Sell  â‚¬11,950.5  $0.00  1  ($591.53)  -0.18%  $1,436.60  71.81%    $2.68  $10.72
   Buy to Cover  2017-04-20 10:10  Stop Loss  â‚¬11,971.5    ($564.69)  $105,104.68    ($564.69)  0.00%  -28.19%  $2.69  $10.76
 250  Sell Short  2017-04-21 12:10  Sell  â‚¬11,972.0  $0.00  1  ($842.81)  -0.25%  $173.89  17.57%    $2.68  $10.70
   Buy to Cover  2017-04-21 12:10  Stop Loss  â‚¬12,002.5    ($816.06)  $104,261.87    ($816.06)  0.00%  -82.43%  $2.68  $10.70
 251  Buy  2017-04-21 14:10  Buy  â‚¬12,028.5  $0.00  1  $10,415.33  3.19%  $11,545.45  92.48%    $2.67  $10.70
   Sell  2017-04-25 11:10  Exit Long  â‚¬12,412.0    $10,442.32  $114,677.20    ($921.87)  91.07%  83.55%  $2.72  $10.89
 252  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)  $114,065.78    ($584.24)  0.00%  -74.14%  $2.72  $10.87
 253  Buy  2017-05-02 16:10  Buy  â‚¬12,415.0  $0.00  1  $914.00  0.28%  $1,665.99  93.13%    $2.73  $10.90
   Sell  2017-05-03 09:10  Exit Long  â‚¬12,449.5    $941.26  $114,979.77    ($122.63)  59.54%  52.67%  $2.73  $10.91
 254  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  $118,739.63    ($219.61)  80.00%  75.62%  $2.74  $10.98
 255  Buy  2017-05-16 17:10  Buy  â‚¬12,767.0  $0.00  1  ($775.40)  -0.21%  $0.00  0.00%    $2.77  $11.08
   Sell  2017-05-16 17:10  Stop Loss  â‚¬12,740.0    ($747.70)  $117,964.23    ($747.70)  0.00%  -100.00%  $2.77  $11.08
 256  Buy  2017-05-23 11:10  Buy  â‚¬12,627.5  $0.00  1  ($1,026.99)  -0.28%  $196.83  12.73%    $2.81  $11.25
   Sell  2017-05-23 12:10  Exit Long  â‚¬12,592.0    ($998.86)  $116,937.24    ($1,349.82)  22.73%  -64.55%  $2.81  $11.25
 257  Sell Short  2017-05-25 15:10  Sell  â‚¬12,540.5  $0.00  1  ($905.62)  -0.25%  $2,238.30  62.26%    $2.80  $11.21
   Buy to Cover  2017-05-30 11:10  Exit Short  â‚¬12,572.0    ($877.68)  $116,031.62    ($1,360.40)  13.23%  -24.51%  $2.79  $11.15
 258  Buy  2017-05-31 14:10  Buy  â‚¬12,587.5  $0.00  1  ($1,040.19)  -0.29%  $1,558.58  52.86%    $2.80  $11.22
   Sell  2017-05-31 17:10  Exit Long  â‚¬12,551.5    ($1,012.11)  $114,991.43    ($1,390.23)  12.86%  -34.29%  $2.81  $11.25
 259  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  $118,938.42    ($350.47)  76.37%  70.15%  $2.82  $11.28
 260  Buy  2017-06-09 17:10  Buy  â‚¬12,735.5  $0.00  1  ($1,189.69)  -0.33%  $517.31  30.83%    $2.80  $11.19
   Sell  2017-06-09 21:10  Stop Loss  â‚¬12,694.0    ($1,161.71)  $117,748.73    ($1,161.71)  0.00%  -69.17%  $2.80  $11.20
 261  Buy  2017-06-16 22:00  Buy  â‚¬12,693.0  $0.00  1  $2,396.15  0.68%  $3,833.64  92.26%    $2.80  $11.20
   Sell  2017-06-19 13:10  Exit Long  â‚¬12,779.5    $2,424.16  $120,144.88    ($322.00)  65.99%  58.25%  $2.80  $11.21
 262  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)  $119,752.94    ($644.12)  12.42%  -16.15%  $2.80  $11.20
 263  Sell Short  2017-06-30 16:10  Sell  â‚¬12,337.5  $0.00  1  $927.29  0.27%  $2,624.81  85.19%    $2.86  $11.42
   Buy to Cover  2017-06-30 20:10  Exit Short  â‚¬12,304.0    $955.84  $120,680.23    ($456.97)  45.83%  31.02%  $2.85  $11.41
 264  Sell Short  2017-07-06 12:10  Sell  â‚¬12,358.0  $0.00  1  $1,695.26  0.49%  $3,101.32  96.04%    $2.84  $11.36
   Buy to Cover  2017-07-06 16:10  Exit Short  â‚¬12,297.5    $1,723.71  $122,375.49    ($127.83)  57.27%  53.30%  $2.85  $11.40
 265  Buy  2017-07-12 13:10  Buy  â‚¬12,455.0  $0.00  1  $3,965.10  1.12%  $3,993.75  92.38%    $2.87  $11.46
   Sell  2017-07-13 08:10  Exit Long  â‚¬12,594.5    $3,993.75  $126,340.59    ($329.28)  100.00%  92.38%  $2.86  $11.45
 266  Sell Short  2017-07-19 12:10  Sell  â‚¬12,367.0  $0.00  1  ($1,036.88)  -0.28%  $345.88  25.53%    $2.88  $11.53
   Buy to Cover  2017-07-19 17:10  Stop Loss  â‚¬12,402.0    ($1,008.06)  $125,303.71    ($1,008.06)  0.00%  -74.47%  $2.88  $11.52
 267  Buy  2017-07-26 11:10  Buy  â‚¬12,241.5  $0.00  1  ($305.59)  -0.08%  $1,177.97  68.64%    $2.91  $11.62
   Sell  2017-07-26 14:10  Exit Long  â‚¬12,232.0    ($276.51)  $124,998.12    ($538.15)  15.25%  -16.10%  $2.91  $11.64
 268  Sell Short  2017-07-31 17:10  Sell  â‚¬12,070.0  $0.00  1  $73.87  0.03%  $1,505.84  90.27%    $2.95  $11.79
   Buy to Cover  2017-08-01 09:10  Exit Short  â‚¬12,066.5    $103.38  $125,071.99    ($162.11)  15.93%  6.19%  $2.95  $11.81
 269  Buy  2017-08-02 16:10  Buy  â‚¬12,200.0  $0.00  1  ($1,305.22)  -0.35%  $44.37  3.37%    $2.96  $11.83
   Sell  2017-08-02 17:10  Stop Loss  â‚¬12,157.0    ($1,275.59)  $123,766.77    ($1,275.59)  0.00%  -96.63%  $2.97  $11.87
 270  Sell Short  2017-08-08 15:10  Sell  â‚¬12,146.0  $0.00  1  ($895.87)  -0.24%  $870.95  48.36%    $2.95  $11.81
   Buy to Cover  2017-08-08 17:10  Exit Short  â‚¬12,175.5    ($866.42)  $122,870.90    ($928.73)  3.28%  -48.36%  $2.94  $11.75
 271  Buy  2017-08-08 18:10  Buy  â‚¬12,239.0  $0.00  1  ($779.07)  -0.21%  $131.97  14.06%    $2.93  $11.73
   Sell  2017-08-08 20:10  Exit Long  â‚¬12,213.5    ($749.71)  $122,091.83    ($808.50)  6.25%  -79.69%  $2.94  $11.76
 272  Sell Short  2017-08-10 11:10  Sell  â‚¬12,065.0  $0.00  1  $4,672.18  1.33%  $5,779.21  99.75%    $2.93  $11.72
   Buy to Cover  2017-08-11 11:10  Exit Short  â‚¬11,905.0    $4,701.52  $126,764.01    ($14.65)  81.47%  81.22%  $2.94  $11.75
 273  Buy  2017-08-15 22:00  Buy  â‚¬12,147.0  $0.00  1  $1,988.71  0.57%  $2,647.69  84.58%    $2.94  $11.74
   Sell  2017-08-16 18:10  Exit Long  â‚¬12,216.0    $2,018.01  $128,752.72    ($484.28)  79.91%  64.49%  $2.92  $11.70
 274  Buy  2017-08-25 11:10  Buy  â‚¬12,156.5  $0.00  1  ($1,455.69)  -0.39%  $1,037.79  42.17%    $2.95  $11.80
   Sell  2017-08-25 17:10  Stop Loss  â‚¬12,108.5    ($1,426.09)  $127,297.02    ($1,426.09)  0.00%  -57.83%  $2.97  $11.88
 275  Buy  2017-08-30 21:10  Buy  â‚¬11,967.0  $0.00  1  $996.23  0.29%  $2,244.97  90.96%    $2.97  $11.89
   Sell  2017-08-31 11:10  Exit Long  â‚¬12,001.5    $1,025.96  $128,293.25    ($222.93)  50.60%  41.57%  $2.97  $11.90
 276  Buy  2017-09-01 11:10  Buy  â‚¬12,058.0  $0.00  1  $726.69  0.21%  $2,195.95  81.32%    $2.98  $11.90
   Sell  2017-09-01 19:10  Exit Long  â‚¬12,083.5    $756.40  $129,019.94    ($505.85)  46.70%  28.02%  $2.97  $11.87
 277  Buy  2017-09-05 11:10  Buy  â‚¬12,106.0  $0.00  1  ($163.52)  -0.04%  $1,351.46  65.47%    $2.97  $11.88
   Sell  2017-09-05 14:10  Exit Long  â‚¬12,101.5    ($133.80)  $128,856.42    ($713.63)  28.06%  -6.47%  $2.97  $11.89
 278  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)  $127,839.44    ($987.06)  0.00%  -71.74%  $2.99  $11.96
 279  Sell Short  2017-09-25 18:10  Sell  â‚¬12,521.5  $0.00  1  ($886.33)  -0.23%  $814.11  48.67%    $2.96  $11.85
   Buy to Cover  2017-09-26 11:10  Stop Loss  â‚¬12,550.5    ($856.75)  $126,953.11    ($856.75)  0.00%  -51.33%  $2.95  $11.82
 280  Buy  2017-09-27 22:00  Buy  â‚¬12,633.0  $0.00  1  ($352.91)  -0.09%  $411.22  43.75%    $2.94  $11.75
   Sell  2017-09-28 10:10  Exit Long  â‚¬12,622.0    ($323.52)  $126,600.19    ($528.22)  21.88%  -34.38%  $2.94  $11.76
 281  Buy  2017-09-28 19:10  Buy  â‚¬12,655.0  $0.00  1  $3,576.26  0.96%  $4,086.37  99.64%    $2.95  $11.79
   Sell  2017-09-29 21:10  Exit Long  â‚¬12,777.0    $3,605.77  $130,176.45    ($14.73)  88.13%  87.77%  $2.96  $11.82
 282  Buy  2017-10-04 16:10  Buy  â‚¬12,886.0  $0.00  1  ($14.69)  0.00%  $1,234.87  77.78%    $2.94  $11.75
   Sell  2017-10-04 21:10  Exit Long  â‚¬12,886.5    $14.70  $130,161.76    ($352.60)  23.15%  0.93%  $2.94  $11.76
 283  Buy  2017-10-05 19:10  Buy  â‚¬12,917.0  $0.00  1  ($585.19)  -0.15%  $628.38  53.09%    $2.93  $11.71
   Sell  2017-10-06 15:10  Stop Loss  â‚¬12,898.0    ($555.93)  $129,576.56    ($555.93)  0.00%  -46.91%  $2.93  $11.70
 284  Sell Short  2017-10-11 15:10  Sell  â‚¬12,886.0  $0.00  1  ($666.58)  -0.17%  $29.60  4.44%    $2.96  $11.84
   Buy to Cover  2017-10-11 16:10  Stop Loss  â‚¬12,907.5    ($636.97)  $128,909.98    ($636.97)  0.00%  -95.56%  $2.96  $11.85
 285  Buy  2017-10-12 17:10  Buy  â‚¬12,939.0  $0.00  1  ($385.47)  -0.09%  $1,358.09  68.15%    $2.96  $11.85
   Sell  2017-10-13 16:10  Exit Long  â‚¬12,927.0    ($355.84)  $128,524.51    ($636.20)  14.07%  -17.78%  $2.97  $11.86
 286  Buy  2017-10-17 16:10  Buy  â‚¬12,966.0  $0.00  1  ($646.44)  -0.16%  $396.14  39.13%    $2.93  $11.74
   Sell  2017-10-17 18:10  Stop Loss  â‚¬12,945.0    ($617.07)  $127,878.07    ($617.07)  0.00%  -60.87%  $2.94  $11.75
 287  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  $128,289.89    ($14.69)  28.44%  27.52%  $2.94  $11.77
 288  Buy  2017-10-23 12:10  Buy  â‚¬12,974.0  $0.00  1  ($719.03)  -0.18%  $1,335.69  56.88%    $2.94  $11.74
   Sell  2017-10-23 15:10  Exit Long  â‚¬12,950.5    ($689.67)  $127,570.86    ($1,012.59)  13.75%  -29.38%  $2.93  $11.74
 289  Buy  2017-10-24 12:10  Buy  â‚¬12,973.5  $0.00  1  ($1,132.42)  -0.29%  $925.81  45.65%    $2.94  $11.76
   Sell  2017-10-25 11:10  Stop Loss  â‚¬12,936.0    ($1,103.02)  $126,438.44    ($1,103.02)  0.00%  -54.35%  $2.94  $11.77
 290  Buy  2017-11-02 22:00  Buy  â‚¬13,407.5  $0.00  1  $43.70  0.02%  $1,426.22  92.45%    $2.91  $11.66
   Sell  2017-11-03 14:10  Exit Long  â‚¬13,410.0    $72.84  $126,482.14    ($116.48)  12.26%  4.72%  $2.91  $11.65
 291  Sell Short  2017-11-08 17:10  Sell  â‚¬13,310.5  $0.00  1  ($955.62)  -0.24%  $144.78  13.51%    $2.90  $11.58
   Buy to Cover  2017-11-08 17:10  Stop Loss  â‚¬13,342.5    ($926.66)  $125,526.51    ($926.66)  0.00%  -86.49%  $2.90  $11.58
 292  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  $126,736.33    ($276.67)  33.12%  27.07%  $2.92  $11.66
 293  Buy  2017-11-17 14:10  Buy  â‚¬13,032.5  $0.00  1  ($1,562.73)  -0.40%  $162.18  9.57%    $2.95  $11.80
   Sell  2017-11-17 16:10  Stop Loss  â‚¬12,980.5    ($1,533.25)  $125,173.59    ($1,533.25)  0.00%  -90.43%  $2.95  $11.79
 294  Buy  2017-11-21 12:10  Buy  â‚¬13,054.0  $0.00  1  $2,084.76  0.55%  $3,182.90  96.02%    $2.93  $11.73
   Sell  2017-11-21 19:10  Exit Long  â‚¬13,126.0    $2,114.10  $127,258.35    ($131.94)  67.70%  63.72%  $2.94  $11.74
 295  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  $132,459.31    ($371.70)  65.91%  61.54%  $2.97  $11.89
 296  Buy  2017-12-12 17:10  Buy  â‚¬13,119.5  $0.00  1  ($982.06)  -0.25%  $73.28  7.14%    $2.93  $11.73
   Sell  2017-12-12 17:10  Stop Loss  â‚¬13,087.0    ($952.75)  $131,477.25    ($952.75)  0.00%  -92.86%  $2.93  $11.73
 297  Buy  2017-12-12 19:10  Buy  â‚¬13,123.5  $0.00  1  ($1,249.78)  -0.32%  $616.46  33.60%    $2.93  $11.73
   Sell  2017-12-13 17:10  Stop Loss  â‚¬13,082.0    ($1,220.42)  $130,227.47    ($1,220.42)  0.00%  -66.40%  $2.94  $11.76
 298  Sell Short  2017-12-14 19:10  Sell  â‚¬13,020.0  $0.00  1  ($1,851.61)  -0.48%  $1,782.47  49.39%    $2.95  $11.79
   Buy to Cover  2017-12-15 21:10  Stop Loss  â‚¬13,082.0    ($1,822.18)  $128,375.85    ($1,822.18)  0.00%  -50.61%  $2.94  $11.76
 299  Sell Short  2017-12-27 14:10  Sell  â‚¬12,990.0  $0.00  1  ($1,471.27)  -0.37%  $208.14  12.61%    $2.97  $11.89
   Buy to Cover  2017-12-27 17:10  Stop Loss  â‚¬13,038.5    ($1,441.54)  $126,904.58    ($1,441.54)  0.00%  -87.39%  $2.97  $11.89
 300  Sell Short  2017-12-28 16:10  Sell  â‚¬12,987.5  $0.00  1  $1,044.76  0.28%  $2,091.79  75.68%    $2.99  $11.95
   Buy to Cover  2017-12-28 22:00  Exit Short  â‚¬12,951.5    $1,074.62  $127,949.34    ($672.05)  63.24%  38.92%  $2.99  $11.94
 301  Sell Short  2018-01-12 15:10  Sell  â‚¬13,146.0  $0.00  1  ($1,350.58)  -0.33%  $878.87  40.00%    $3.03  $12.12
   Buy to Cover  2018-01-12 17:10  Stop Loss  â‚¬13,189.5    ($1,320.25)  $126,598.76    ($1,320.25)  0.00%  -60.00%  $3.04  $12.14
 302  Sell Short  2018-01-17 17:10  Sell  â‚¬13,121.0  $0.00  1  ($1,133.47)  -0.27%  $795.49  40.31%    $3.06  $12.24
   Buy to Cover  2018-01-17 19:10  Exit Short  â‚¬13,157.0    ($1,102.85)  $125,465.30    ($1,177.35)  3.88%  -55.81%  $3.06  $12.25
 303  Buy  2018-01-18 20:10  Buy  â‚¬13,243.5  $0.00  1  $4,577.71  1.14%  $5,637.03  85.02%    $3.06  $12.23
   Sell  2018-01-22 10:10  Exit Long  â‚¬13,394.0    $4,608.31  $130,043.01    ($995.72)  84.33%  69.35%  $3.06  $12.25
 304  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)  $129,109.06    ($903.32)  0.00%  -59.60%  $3.06  $12.25
 305  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  $131,233.91    ($625.71)  48.63%  37.70%  $3.12  $12.50
 306  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)  $129,580.74    ($1,622.21)  0.00%  -75.00%  $3.09  $12.36
 307  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)  $128,032.15    ($1,517.54)  0.00%  -55.37%  $3.10  $12.39
 308  Sell Short  2018-02-05 19:10  Sell  â‚¬12,595.0  $0.00  1  $10,068.09  2.58%  $17,495.79  96.50%    $3.11  $12.42
   Buy to Cover  2018-02-06 10:10  Exit Short  â‚¬12,269.5    $10,099.13  $138,100.24    ($636.56)  59.09%  55.59%  $3.10  $12.41
 309  Buy  2018-02-07 17:10  Buy  â‚¬12,520.5  $0.00  1  ($2,391.00)  -0.61%  $2,546.98  51.88%    $3.08  $12.30
   Sell  2018-02-07 20:10  Stop Loss  â‚¬12,443.5    ($2,360.30)  $135,709.23    ($2,360.30)  0.00%  -48.13%  $3.07  $12.26
 310  Buy  2018-02-14 18:10  Buy  â‚¬12,301.0  $0.00  1  $1,670.40  0.44%  $4,216.79  85.44%    $3.10  $12.39
   Sell  2018-02-15 10:10  Exit Long  â‚¬12,355.5    $1,701.49  $137,379.63    ($712.29)  49.05%  34.49%  $3.12  $12.49
 311  Buy  2018-02-16 18:10  Buy  â‚¬12,407.0  $0.00  1  $279.15  0.08%  $2,549.65  86.77%    $3.11  $12.43
   Sell  2018-02-16 21:10  Exit Long  â‚¬12,417.0    $310.20  $137,658.78    ($388.57)  23.81%  10.58%  $3.10  $12.41
 312  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)  $135,732.10    ($1,895.85)  0.00%  -70.69%  $3.08  $12.33
 313  Buy  2018-02-23 16:10  Buy  â‚¬12,456.0  $0.00  1  ($1,352.46)  -0.35%  $230.89  14.85%    $3.08  $12.32
   Sell  2018-02-23 17:10  Stop Loss  â‚¬12,413.0    ($1,321.70)  $134,379.63    ($1,321.70)  0.00%  -85.15%  $3.07  $12.29
 314  Buy  2018-02-26 20:10  Buy  â‚¬12,530.5  $0.00  1  ($1,526.38)  -0.39%  $538.65  26.52%    $3.08  $12.31
   Sell  2018-02-27 10:10  Stop Loss  â‚¬12,482.0    ($1,495.57)  $132,853.25    ($1,495.57)  0.00%  -73.48%  $3.08  $12.33
 315  Sell Short  2018-02-28 18:10  Sell  â‚¬12,391.0  $0.00  1  $4,864.89  1.30%  $6,930.84  91.37%    $3.05  $12.22
   Buy to Cover  2018-03-01 16:10  Exit Short  â‚¬12,230.0    $4,895.37  $137,718.14    ($656.35)  73.29%  64.66%  $3.04  $12.16
 316  Buy  2018-03-05 18:10  Buy  â‚¬12,031.0  $0.00  1  $3,628.68  0.98%  $6,136.26  98.27%    $3.08  $12.33
   Sell  2018-03-06 15:10  Exit Long  â‚¬12,149.0    $3,659.59  $141,346.82    ($107.86)  60.00%  58.27%  $3.10  $12.41
 317  Buy  2018-03-08 16:10  Buy  â‚¬12,214.0  $0.00  1  $1,969.57  0.53%  $3,941.02  97.34%    $3.09  $12.35
   Sell  2018-03-08 21:10  Exit Long  â‚¬12,279.0    $2,000.39  $143,316.39    ($108.04)  52.09%  49.43%  $3.08  $12.31
 318  Buy  2018-03-09 16:10  Buy  â‚¬12,348.5  $0.00  1  ($1,879.52)  -0.49%  $123.23  6.25%    $3.08  $12.32
   Sell  2018-03-09 16:10  Stop Loss  â‚¬12,288.5    ($1,848.71)  $141,436.87    ($1,848.71)  0.00%  -93.75%  $3.08  $12.32
 319  Buy  2018-03-09 21:10  Buy  â‚¬12,326.5  $0.00  1  $1,199.88  0.32%  $3,360.72  90.08%    $3.08  $12.32
   Sell  2018-03-12 12:10  Exit Long  â‚¬12,366.5    $1,230.66  $142,636.75    ($369.48)  42.98%  33.06%  $3.08  $12.31
 320  Buy  2018-03-13 11:10  Buy  â‚¬12,407.0  $0.00  1  ($1,126.13)  -0.29%  $0.00  0.00%    $3.08  $12.33
   Sell  2018-03-13 13:10  Stop Loss  â‚¬12,371.5    ($1,095.29)  $141,510.63    ($1,095.29)  0.00%  -100.00%  $3.09  $12.34
 321  Buy  2018-03-15 11:10  Buy  â‚¬12,285.0  $0.00  1  ($1,282.98)  -0.33%  $803.72  39.10%    $3.09  $12.37
   Sell  2018-03-15 11:10  Stop Loss  â‚¬12,244.5    ($1,252.07)  $140,227.64    ($1,252.07)  0.00%  -60.90%  $3.09  $12.37
 322  Buy  2018-03-15 16:10  Buy  â‚¬12,274.0  $0.00  1  ($1,779.82)  -0.46%  $4,276.97  70.99%    $3.09  $12.34
   Sell  2018-03-19 10:10  Stop Loss  â‚¬12,217.0    ($1,749.04)  $138,447.82    ($1,749.04)  0.00%  -29.01%  $3.07  $12.27
 323  Sell Short  2018-04-16 14:10  Sell  â‚¬12,388.5  $0.00  1  ($1,145.73)  -0.29%  $1,654.22  59.78%    $3.09  $12.37
   Buy to Cover  2018-04-17 08:10  Stop Loss  â‚¬12,424.5    ($1,114.78)  $137,302.09    ($1,114.78)  0.00%  -40.22%  $3.10  $12.39
 324  Buy  2018-04-18 18:10  Buy  â‚¬12,560.5  $0.00  1  ($1,270.09)  -0.32%  $665.01  34.96%    $3.09  $12.38
   Sell  2018-04-19 09:10  Stop Loss  â‚¬12,520.5    ($1,239.13)  $136,032.00    ($1,239.13)  0.00%  -65.04%  $3.10  $12.39
 325  Sell Short  2018-04-20 17:10  Sell  â‚¬12,475.0  $0.00  1  ($906.61)  -0.23%  $751.90  34.03%    $3.07  $12.28
   Buy to Cover  2018-04-20 19:10  Exit Short  â‚¬12,503.5    ($875.90)  $135,125.39    ($1,457.92)  26.39%  -39.58%  $3.07  $12.29
 326  Sell Short  2018-04-20 22:00  Sell  â‚¬12,476.5  $0.00  1  ($2,025.99)  -0.52%  $15.35  0.76%    $3.07  $12.28
   Buy to Cover  2018-04-23 08:10  Stop Loss  â‚¬12,541.5    ($1,995.29)  $133,099.40    ($1,995.29)  0.00%  -99.24%  $3.07  $12.28
 327  Buy  2018-04-26 18:10  Buy  â‚¬12,458.0  $0.00  1  $2,481.10  0.67%  $4,031.13  91.75%    $3.03  $12.11
   Sell  2018-04-27 17:10  Exit Long  â‚¬12,541.0    $2,511.37  $135,580.50    ($363.43)  65.29%  57.04%  $3.03  $12.10
 328  Buy  2018-04-27 20:10  Buy  â‚¬12,562.5  $0.00  1  $4,140.66  1.11%  $5,473.31  79.35%    $3.03  $12.11
   Sell  2018-05-02 13:10  Exit Long  â‚¬12,701.5    $4,170.80  $139,721.16    ($1,435.96)  81.09%  60.43%  $3.00  $12.00
 329  Sell Short  2018-05-04 12:10  Sell  â‚¬12,678.5  $0.00  1  ($1,462.75)  -0.38%  $269.08  15.79%    $2.99  $11.96
   Buy to Cover  2018-05-04 16:10  Stop Loss  â‚¬12,726.5    ($1,432.87)  $138,258.42    ($1,432.87)  0.00%  -84.21%  $2.99  $11.94
 330  Buy  2018-05-10 18:10  Buy  â‚¬12,963.0  $0.00  1  ($1,752.06)  -0.44%  $1,251.18  42.21%    $2.98  $11.90
   Sell  2018-05-14 10:10  Stop Loss  â‚¬12,905.5    ($1,722.21)  $136,506.35    ($1,722.21)  0.00%  -57.79%  $3.00  $11.98
 331  Buy  2018-05-16 14:10  Buy  â‚¬12,978.0  $0.00  1  ($1,237.40)  -0.32%  $279.88  18.81%    $2.95  $11.78
   Sell  2018-05-16 14:10  Stop Loss  â‚¬12,937.0    ($1,207.94)  $135,268.95    ($1,207.94)  0.00%  -81.19%  $2.95  $11.78
 332  Buy  2018-05-17 13:10  Buy  â‚¬12,995.0  $0.00  1  $1,106.12  0.30%  $2,462.90  78.40%    $2.95  $11.79
   Sell  2018-05-17 21:10  Exit Long  â‚¬13,033.5    $1,135.61  $136,375.07    ($677.77)  57.75%  36.15%  $2.95  $11.80
 333  Buy  2018-05-22 15:10  Buy  â‚¬13,100.0  $0.00  1  $559.58  0.15%  $1,693.12  89.15%    $2.95  $11.78
   Sell  2018-05-22 22:00  Exit Long  â‚¬13,120.0    $589.03  $136,934.65    ($206.21)  41.86%  31.01%  $2.95  $11.78
 334  Sell Short  2018-05-24 14:10  Sell  â‚¬12,910.0  $0.00  1  $2,963.74  0.79%  $4,736.11  96.42%    $2.93  $11.72
   Buy to Cover  2018-05-24 19:10  Exit Short  â‚¬12,808.0    $2,993.06  $139,898.39    ($175.80)  64.48%  60.90%  $2.93  $11.74
 335  Buy  2018-06-04 20:10  Buy  â‚¬12,748.0  $0.00  1  ($1,141.56)  -0.30%  $73.13  6.17%    $2.93  $11.70
   Sell  2018-06-05 09:10  Stop Loss  â‚¬12,710.0    ($1,112.30)  $138,756.83    ($1,112.30)  0.00%  -93.83%  $2.93  $11.71
 336  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  $139,573.15    ($14.63)  24.89%  24.47%  $2.92  $11.66
 337  Sell Short  2018-06-06 17:10  Sell  â‚¬12,684.0  $0.00  1  ($1,751.84)  -0.46%  $73.61  4.10%    $2.94  $11.78
   Buy to Cover  2018-06-06 17:10  Stop Loss  â‚¬12,742.5    ($1,722.40)  $137,821.31    ($1,722.40)  0.00%  -95.90%  $2.94  $11.78
 338  Buy  2018-06-11 19:10  Buy  â‚¬12,827.0  $0.00  1  ($442.29)  -0.11%  $2,341.49  77.18%    $2.95  $11.79
   Sell  2018-06-12 11:10  Exit Long  â‚¬12,813.0    ($412.81)  $137,379.01    ($693.31)  9.22%  -13.59%  $2.95  $11.79
 339  Buy  2018-06-13 15:10  Buy  â‚¬12,839.0  $0.00  1  ($1,417.04)  -0.37%  $545.17  28.24%    $2.94  $11.78
   Sell  2018-06-14 08:10  Stop Loss  â‚¬12,792.0    ($1,387.56)  $135,961.97    ($1,387.56)  0.00%  -71.76%  $2.95  $11.81
 340  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  $141,870.56    ($292.08)  81.75%  77.95%  $2.90  $11.59
 341  Sell Short  2018-06-21 11:10  Sell  â‚¬12,604.0  $0.00  1  $1,254.49  0.35%  $2,937.73  91.07%    $2.88  $11.52
   Buy to Cover  2018-06-21 14:10  Exit Short  â‚¬12,559.5    $1,283.31  $143,125.05    ($288.00)  48.66%  39.73%  $2.88  $11.54
 342  Sell Short  2018-06-25 11:10  Sell  â‚¬12,431.0  $0.00  1  $5,253.38  1.45%  $6,550.04  98.03%    $2.91  $11.66
   Buy to Cover  2018-06-25 21:10  Exit Short  â‚¬12,250.5    $5,282.58  $148,378.43    ($131.15)  80.96%  78.99%  $2.93  $11.71
 343  Buy  2018-07-06 19:10  Buy  â‚¬12,470.0  $0.00  1  $2,283.89  0.63%  $3,761.97  82.90%    $2.94  $11.75
   Sell  2018-07-10 16:10  Exit Long  â‚¬12,549.0    $2,313.22  $150,662.32    ($780.79)  68.06%  50.97%  $2.93  $11.71
 344  Buy  2018-07-16 11:10  Buy  â‚¬12,531.0  $0.00  1  ($731.76)  -0.19%  $14.62  1.49%    $2.92  $11.70
   Sell  2018-07-16 12:10  Exit Long  â‚¬12,507.0    ($702.50)  $149,930.56    ($965.07)  26.87%  -71.64%  $2.93  $11.71
 345  Buy  2018-07-17 17:10  Buy  â‚¬12,543.5  $0.00  1  $3,867.40  1.07%  $4,326.34  97.70%    $2.92  $11.69
   Sell  2018-07-18 08:10  Exit Long  â‚¬12,677.5    $3,896.55  $153,797.96    ($102.30)  90.46%  88.16%  $2.91  $11.63
 346  Sell Short  2018-07-20 14:10  Sell  â‚¬12,587.0  $0.00  1  $2,370.89  0.65%  $4,800.67  95.91%    $2.92  $11.67
   Buy to Cover  2018-07-20 18:10  Exit Short  â‚¬12,505.0    $2,400.11  $156,168.85    ($204.14)  52.05%  47.95%  $2.93  $11.71
 347  Sell Short  2018-07-23 14:10  Sell  â‚¬12,478.0  $0.00  1  ($1,433.33)  -0.38%  $146.46  9.43%    $2.93  $11.72
   Buy to Cover  2018-07-23 19:10  Stop Loss  â‚¬12,526.0    ($1,404.06)  $154,735.52    ($1,404.06)  0.00%  -90.57%  $2.93  $11.70
 348  Sell Short  2018-08-06 11:10  Sell  â‚¬12,525.5  $0.00  1  ($1,488.35)  -0.40%  $837.84  36.48%    $2.89  $11.56
   Buy to Cover  2018-08-06 12:10  Stop Loss  â‚¬12,576.0    ($1,459.45)  $153,247.17    ($1,459.45)  0.00%  -63.52%  $2.89  $11.56
 349  Buy  2018-08-06 13:10  Buy  â‚¬12,623.5  $0.00  1  ($1,674.58)  -0.45%  $1,644.38  45.78%    $2.88  $11.54
   Sell  2018-08-06 15:10  Exit Long  â‚¬12,566.5    ($1,645.72)  $151,572.59    ($1,947.51)  8.43%  -45.78%  $2.89  $11.55
 350  Buy  2018-08-07 11:10  Buy  â‚¬12,653.5  $0.00  1  $203.02  0.06%  $1,419.84  91.59%    $2.90  $11.59
   Sell  2018-08-07 15:10  Exit Long  â‚¬12,661.5    $232.01  $151,775.61    ($130.43)  23.36%  14.95%  $2.90  $11.60
 351  Buy  2018-08-21 11:10  Buy  â‚¬12,327.5  $0.00  1  $590.13  0.17%  $1,958.30  96.45%    $2.88  $11.53
   Sell  2018-08-21 17:10  Exit Long  â‚¬12,349.0    $618.94  $152,365.74    ($72.07)  34.04%  30.50%  $2.88  $11.52
 352  Buy  2018-08-22 11:10  Buy  â‚¬12,380.0  $0.00  1  ($1,438.05)  -0.39%  $752.77  34.90%    $2.90  $11.58
   Sell  2018-08-22 15:10  Stop Loss  â‚¬12,331.5    ($1,409.05)  $150,927.69    ($1,409.05)  0.00%  -65.10%  $2.91  $11.62
 353  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)  $149,814.80    ($1,083.98)  0.00%  -78.95%  $2.89  $11.56
 354  Buy  2018-08-29 18:10  Buy  â‚¬12,523.5  $0.00  1  ($935.54)  -0.25%  $482.73  34.74%    $2.92  $11.70
   Sell  2018-08-30 08:10  Stop Loss  â‚¬12,492.5    ($906.30)  $148,879.26    ($906.30)  0.00%  -65.26%  $2.92  $11.69
 355  Sell Short  2018-08-30 22:00  Sell  â‚¬12,414.0  $0.00  1  $1,456.57  0.41%  $3,038.49  83.20%    $2.92  $11.68
   Buy to Cover  2018-08-31 14:10  Exit Short  â‚¬12,363.0    $1,485.73  $150,335.83    ($613.43)  57.60%  40.80%  $2.91  $11.65
 356  Sell Short  2018-09-03 16:10  Sell  â‚¬12,272.5  $0.00  1  ($915.03)  -0.25%  $275.80  23.75%    $2.90  $11.61
   Buy to Cover  2018-09-03 17:10  Stop Loss  â‚¬12,303.0    ($885.99)  $149,420.80    ($885.99)  0.00%  -76.25%  $2.90  $11.62
 357  Buy  2018-09-14 16:10  Buy  â‚¬12,077.5  $0.00  1  ($1,163.80)  -0.32%  $742.40  39.53%    $2.92  $11.67
   Sell  2018-09-17 08:10  Stop Loss  â‚¬12,038.5    ($1,134.67)  $148,257.00    ($1,134.67)  0.00%  -60.47%  $2.91  $11.64
 358  Buy  2018-09-25 14:10  Buy  â‚¬12,381.0  $0.00  1  ($1,414.20)  -0.38%  $88.36  6.00%    $2.95  $11.78
   Sell  2018-09-25 15:10  Stop Loss  â‚¬12,334.0    ($1,384.74)  $146,842.80    ($1,384.74)  0.00%  -94.00%  $2.95  $11.79
 359  Buy  2018-09-26 18:10  Buy  â‚¬12,353.0  $0.00  1  ($983.91)  -0.26%  $382.35  28.57%    $2.94  $11.75
   Sell  2018-09-26 22:00  Stop Loss  â‚¬12,320.5    ($954.54)  $145,858.89    ($954.54)  0.00%  -71.43%  $2.94  $11.75
 360  Sell Short  2018-10-04 20:10  Sell  â‚¬12,187.0  $0.00  1  $1,121.91  0.33%  $2,326.81  67.78%    $2.88  $11.51
   Buy to Cover  2018-10-05 14:10  Exit Short  â‚¬12,147.0    $1,150.68  $146,980.80    ($1,107.32)  65.69%  33.47%  $2.88  $11.51
 361  Sell Short  2018-10-11 22:00  Sell  â‚¬11,445.0  $0.00  1  ($4,840.41)  -1.45%  $434.71  8.29%    $2.90  $11.59
   Buy to Cover  2018-10-12 08:10  Stop Loss  â‚¬11,611.0    ($4,811.43)  $142,140.39    ($4,811.43)  0.00%  -91.71%  $2.90  $11.59
 362  Sell Short  2018-10-12 18:10  Sell  â‚¬11,506.5  $0.00  1  $577.89  0.18%  $3,163.67  89.39%    $2.89  $11.56
   Buy to Cover  2018-10-12 22:00  Exit Short  â‚¬11,485.5    $606.79  $142,718.28    ($375.82)  27.76%  17.14%  $2.89  $11.56
 363  Sell Short  2018-10-18 15:10  Sell  â‚¬11,670.0  $0.00  1  $2,389.11  0.72%  $5,971.62  86.16%    $2.87  $11.49
   Buy to Cover  2018-10-19 09:10  Exit Short  â‚¬11,585.5    $2,417.78  $145,107.39    ($962.37)  48.76%  34.92%  $2.86  $11.45
 364  Buy  2018-11-01 11:10  Buy  â‚¬11,489.5  $0.00  1  ($28.46)  0.00%  $1,734.59  74.39%    $2.84  $11.37
   Sell  2018-11-01 14:10  Exit Long  â‚¬11,489.5    $0.00  $145,078.93    ($597.18)  25.61%  0.00%  $2.85  $11.39
 365  Sell Short  2018-11-06 11:10  Sell  â‚¬11,466.0  $0.00  1  ($1,616.28)  -0.48%  $1,582.37  50.00%    $2.85  $11.41
   Buy to Cover  2018-11-07 08:10  Stop Loss  â‚¬11,521.5    ($1,587.72)  $143,462.65    ($1,587.72)  0.00%  -50.00%  $2.86  $11.44
 366  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)  $142,826.24    ($1,541.21)  22.84%  -14.88%  $2.83  $11.31
 367  Sell Short  2018-11-19 14:10  Sell  â‚¬11,292.5  $0.00  1  $4,758.39  1.48%  $6,656.31  84.12%    $2.86  $11.42
   Buy to Cover  2018-11-20 13:10  Exit Short  â‚¬11,125.0    $4,786.96  $147,584.63    ($1,256.89)  76.35%  60.47%  $2.86  $11.43
 368  Sell Short  2018-11-23 16:10  Sell  â‚¬11,086.0  $0.00  1  ($1,688.15)  -0.53%  $85.11  4.88%    $2.84  $11.35
   Buy to Cover  2018-11-23 16:10  Stop Loss  â‚¬11,144.5    ($1,659.78)  $145,896.48    ($1,659.78)  0.00%  -95.12%  $2.84  $11.35
 369  Buy  2018-11-28 21:10  Buy  â‚¬11,366.0  $0.00  1  ($1,348.24)  -0.41%  $1,023.09  43.64%    $2.84  $11.38
   Sell  2018-11-29 12:10  Stop Loss  â‚¬11,319.5    ($1,319.83)  $144,548.24    ($1,319.83)  0.00%  -56.36%  $2.84  $11.35
 370  Sell Short  2018-12-05 18:10  Sell  â‚¬11,199.0  $0.00  1  $10,093.56  3.17%  $13,072.20  99.67%    $2.84  $11.34
   Buy to Cover  2018-12-06 20:10  Exit Short  â‚¬10,843.5    $10,121.97  $154,641.80    ($42.54)  77.44%  77.11%  $2.85  $11.39
 371  Sell Short  2018-12-07 14:10  Sell  â‚¬10,845.5  $0.00  1  ($1,436.78)  -0.46%  $455.21  24.43%    $2.84  $11.37
   Buy to Cover  2018-12-07 15:10  Stop Loss  â‚¬10,895.0    ($1,408.34)  $153,205.02    ($1,408.34)  0.00%  -75.57%  $2.85  $11.38
 372  Sell Short  2018-12-07 18:10  Sell  â‚¬10,804.0  $0.00  1  $4,241.39  1.38%  $5,288.48  96.61%    $2.85  $11.39
   Buy to Cover  2018-12-10 08:10  Exit Short  â‚¬10,654.5    $4,269.91  $157,446.41    ($185.07)  81.46%  78.07%  $2.86  $11.42
 373  Buy  2018-12-11 13:10  Buy  â‚¬10,761.5  $0.00  1  $1,230.61  0.41%  $3,046.82  95.13%    $2.85  $11.39
   Sell  2018-12-11 18:10  Exit Long  â‚¬10,806.0    $1,258.99  $158,677.01    ($156.67)  44.25%  39.38%  $2.83  $11.32
 374  Sell Short  2018-12-20 16:10  Sell  â‚¬10,594.5  $0.00  1  $1,574.59  0.53%  $3,626.66  71.67%    $2.86  $11.44
   Buy to Cover  2018-12-21 03:10  Exit Short  â‚¬10,538.5    $1,603.20  $160,251.60    ($1,426.81)  60.06%  31.73%  $2.86  $11.45
 375  Sell Short  2018-12-27 02:10  Sell  â‚¬10,640.0  $0.00  1  $8,075.77  2.66%  $10,771.02  87.28%    $2.84  $11.37
   Buy to Cover  2018-12-27 19:10  Exit Short  â‚¬10,356.5    $8,104.27  $168,327.37    ($1,564.50)  78.27%  65.55%  $2.86  $11.43
 376  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)  $166,902.01    ($1,396.62)  0.00%  -66.44%  $2.88  $11.52
 377  Buy  2019-01-16 17:10  Buy  â‚¬10,929.5  $0.00  1  ($1,210.72)  -0.38%  $156.81  11.70%    $2.85  $11.40
   Sell  2019-01-17 03:10  Stop Loss  â‚¬10,888.0    ($1,182.22)  $165,691.30    ($1,182.22)  0.00%  -88.30%  $2.85  $11.39
 378  Buy  2019-01-24 12:10  Buy  â‚¬11,126.0  $0.00  1  ($1,532.77)  -0.48%  $425.46  22.06%    $2.83  $11.34
   Sell  2019-01-24 15:10  Stop Loss  â‚¬11,073.0    ($1,504.41)  $164,158.53    ($1,504.41)  0.00%  -77.94%  $2.84  $11.35
 379  Buy  2019-01-28 12:10  Buy  â‚¬11,256.5  $0.00  1  ($1,184.71)  -0.36%  $314.05  21.36%    $2.86  $11.42
   Sell  2019-01-28 15:10  Stop Loss  â‚¬11,216.0    ($1,156.16)  $162,973.81    ($1,156.16)  0.00%  -78.64%  $2.85  $11.42
 380  Sell Short  2019-01-31 15:10  Sell  â‚¬11,131.0  $0.00  1  $372.23  0.13%  $2,768.77  98.47%    $2.87  $11.49
   Buy to Cover  2019-01-31 18:10  Exit Short  â‚¬11,117.0    $400.91  $163,346.04    ($43.08)  15.82%  14.29%  $2.86  $11.45
 381  Buy  2019-02-04 22:00  Buy  â‚¬11,180.0  $0.00  1  $4,422.03  1.40%  $5,673.42  91.92%    $2.86  $11.43
   Sell  2019-02-05 20:10  Exit Long  â‚¬11,336.0    $4,450.58  $167,768.07    ($499.55)  80.14%  72.06%  $2.85  $11.41
 382  Buy  2019-02-19 11:10  Buy  â‚¬11,307.0  $0.00  1  ($1,201.39)  -0.37%  $0.00  0.00%    $2.83  $11.31
   Sell  2019-02-19 11:10  Stop Loss  â‚¬11,265.5    ($1,173.12)  $166,566.68    ($1,173.12)  0.00%  -100.00%  $2.83  $11.31
 383  Buy  2019-02-19 19:10  Buy  â‚¬11,320.0  $0.00  1  $425.18  0.14%  $2,410.89  71.43%    $2.84  $11.35
   Sell  2019-02-20 12:10  Exit Long  â‚¬11,336.0    $453.54  $166,991.86    ($964.28)  42.02%  13.45%  $2.83  $11.34
 384  Buy  2019-02-20 16:10  Buy  â‚¬11,354.5  $0.00  1  $1,232.71  0.39%  $2,370.56  95.43%    $2.84  $11.34
   Sell  2019-02-21 03:10  Exit Long  â‚¬11,399.0    $1,261.06  $168,224.57    ($113.42)  55.43%  50.86%  $2.83  $11.34
 385  Buy  2019-02-22 11:10  Buy  â‚¬11,443.0  $0.00  1  $510.35  0.17%  $1,488.77  75.00%    $2.83  $11.34
   Sell  2019-02-22 16:10  Exit Long  â‚¬11,462.0    $538.70  $168,734.92    ($495.99)  52.14%  27.14%  $2.84  $11.34
 386  Buy  2019-02-25 16:10  Buy  â‚¬11,518.0  $0.00  1  ($1,093.29)  -0.33%  $539.32  33.63%    $2.84  $11.35
   Sell  2019-02-25 20:10  Stop Loss  â‚¬11,480.5    ($1,064.90)  $167,641.63    ($1,064.90)  0.00%  -66.37%  $2.84  $11.36
 387  Buy  2019-02-28 18:10  Buy  â‚¬11,501.0  $0.00  1  $3,471.74  1.07%  $4,472.82  95.74%    $2.84  $11.38
   Sell  2019-03-01 13:10  Exit Long  â‚¬11,624.0    $3,500.20  $171,113.38    ($199.11)  79.03%  74.77%  $2.85  $11.38
 388  Sell Short  2019-03-05 14:10  Sell  â‚¬11,556.0  $0.00  1  ($1,074.76)  -0.32%  $410.52  28.16%    $2.83  $11.33
   Buy to Cover  2019-03-05 16:10  Stop Loss  â‚¬11,593.0    ($1,046.46)  $170,038.62    ($1,046.46)  0.00%  -71.84%  $2.83  $11.31
 389  Buy  2019-03-06 16:10  Buy  â‚¬11,617.5  $0.00  1  ($1,074.79)  -0.32%  $848.50  44.78%    $2.83  $11.31
   Sell  2019-03-06 16:10  Stop Loss  â‚¬11,580.5    ($1,046.51)  $168,963.82    ($1,046.51)  0.00%  -55.22%  $2.83  $11.31
 390  Buy  2019-03-11 17:10  Buy  â‚¬11,522.0  $0.00  1  $1,734.62  0.54%  $2,985.61  92.58%    $2.81  $11.23
   Sell  2019-03-12 10:10  Exit Long  â‚¬11,584.5    $1,762.76  $170,698.45    ($238.58)  62.01%  54.59%  $2.82  $11.28
 391  Buy  2019-03-14 18:10  Buy  â‚¬11,605.0  $0.00  1  $1,458.81  0.45%  $3,013.86  72.45%    $2.83  $11.30
   Sell  2019-03-15 16:10  Exit Long  â‚¬11,657.5    $1,487.10  $172,157.25    ($1,145.95)  63.27%  35.71%  $2.83  $11.33
 392  Buy  2019-03-19 11:10  Buy  â‚¬11,693.5  $0.00  1  $2,128.39  0.65%  $3,461.98  97.60%    $2.84  $11.35
   Sell  2019-03-19 17:10  Exit Long  â‚¬11,769.5    $2,156.78  $174,285.65    ($85.16)  63.20%  60.80%  $2.84  $11.35
 393  Sell Short  2019-03-25 16:10  Sell  â‚¬11,310.5  $0.00  1  ($1,514.33)  -0.46%  $198.27  11.76%    $2.83  $11.33
   Buy to Cover  2019-03-26 02:10  Stop Loss  â‚¬11,363.0    ($1,486.01)  $172,771.32    ($1,486.01)  0.00%  -88.24%  $2.83  $11.32
 394  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)  $171,226.94    ($1,516.28)  0.00%  -89.26%  $2.81  $11.23
 395  Buy  2019-03-29 14:10  Buy  â‚¬11,523.5  $0.00  1  ($1,543.37)  -0.47%  $505.33  25.00%    $2.81  $11.23
   Sell  2019-03-29 16:10  Stop Loss  â‚¬11,469.5    ($1,515.29)  $169,683.57    ($1,515.29)  0.00%  -75.00%  $2.81  $11.22
 396  Buy  2019-03-29 22:00  Buy  â‚¬11,533.5  $0.00  1  $2,416.11  0.75%  $3,032.22  97.74%    $2.81  $11.23
   Sell  2019-04-01 07:10  Exit Long  â‚¬11,620.5    $2,444.19  $172,099.68    ($70.16)  81.00%  78.73%  $2.81  $11.24
 397  Buy  2019-04-02 14:10  Buy  â‚¬11,736.5  $0.00  1  $4,244.85  1.30%  $5,212.81  91.15%    $2.80  $11.20
   Sell  2019-04-03 13:10  Exit Long  â‚¬11,888.5    $4,272.91  $176,344.53    ($504.14)  83.54%  74.69%  $2.81  $11.24
 398  Buy  2019-04-04 13:10  Buy  â‚¬11,965.0  $0.00  1  $869.45  0.27%  $1,780.46  83.01%    $2.81  $11.23
   Sell  2019-04-04 18:10  Exit Long  â‚¬11,997.0    $897.51  $177,213.98    ($364.90)  58.82%  41.83%  $2.80  $11.22
 399  Buy  2019-04-05 18:10  Buy  â‚¬12,015.5  $0.00  1  ($897.31)  -0.26%  $196.31  18.42%    $2.80  $11.22
   Sell  2019-04-08 03:10  Stop Loss  â‚¬11,984.5    ($869.27)  $176,316.67    ($869.27)  0.00%  -81.58%  $2.80  $11.22
 400  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)  $175,287.42    ($1,001.05)  0.00%  -80.68%  $2.82  $11.28
 401  Buy  2019-04-11 13:10  Buy  â‚¬11,933.0  $0.00  1  $28.13  0.02%  $972.81  67.65%    $2.82  $11.28
   Sell  2019-04-11 19:10  Exit Long  â‚¬11,935.0    $56.30  $175,315.55    ($464.47)  36.27%  3.92%  $2.82  $11.26
 402  Buy  2019-04-12 12:10  Buy  â‚¬11,985.5  $0.00  1  $466.23  0.15%  $1,387.00  79.03%    $2.83  $11.32
   Sell  2019-04-12 18:10  Exit Long  â‚¬12,003.0    $494.51  $175,781.78    ($367.76)  49.19%  28.23%  $2.83  $11.30
 403  Buy  2019-04-17 13:10  Buy  â‚¬12,132.5  $0.00  1  $409.50  0.13%  $1,807.22  85.33%    $2.83  $11.31
   Sell  2019-04-17 19:10  Exit Long  â‚¬12,148.0    $437.76  $176,191.28    ($310.96)  35.33%  20.67%  $2.82  $11.30
 404  Buy  2019-04-29 11:10  Buy  â‚¬12,340.0  $0.00  1  ($669.79)  -0.19%  $893.04  58.18%    $2.79  $11.16
   Sell  2019-04-29 11:10  Stop Loss  â‚¬12,317.0    ($641.88)  $175,521.49    ($641.88)  0.00%  -41.82%  $2.79  $11.16
 405  Buy  2019-04-29 18:10  Buy  â‚¬12,324.5  $0.00  1  ($811.05)  -0.23%  $489.28  38.46%    $2.79  $11.17
   Sell  2019-04-30 04:10  Stop Loss  â‚¬12,296.5    ($783.10)  $174,710.44    ($783.10)  0.00%  -61.54%  $2.80  $11.19
 406  Buy  2019-04-30 19:10  Buy  â‚¬12,338.0  $0.00  1  ($1,498.93)  -0.43%  $911.29  38.24%    $2.80  $11.22
   Sell  2019-05-02 03:10  Stop Loss  â‚¬12,285.5    ($1,470.91)  $173,211.51    ($1,470.91)  0.00%  -61.76%  $2.80  $11.21
 407  Buy  2019-05-02 12:10  Buy  â‚¬12,357.0  $0.00  1  ($420.32)  -0.11%  $1,092.11  44.83%    $2.80  $11.20
   Sell  2019-05-02 14:10  Exit Long  â‚¬12,343.0    ($392.30)  $172,791.19    ($1,344.58)  39.08%  -16.09%  $2.80  $11.21
 408  Buy  2019-05-02 17:10  Buy  â‚¬12,365.0  $0.00  1  ($1,257.83)  -0.36%  $223.55  15.38%    $2.79  $11.18
   Sell  2019-05-02 18:10  Stop Loss  â‚¬12,321.0    ($1,229.88)  $171,533.36    ($1,229.88)  0.00%  -84.62%  $2.80  $11.18
 409  Buy  2019-05-03 11:10  Buy  â‚¬12,362.0  $0.00  1  $223.01  0.07%  $1,018.15  96.05%    $2.79  $11.16
   Sell  2019-05-03 13:10  Exit Long  â‚¬12,371.0    $250.90  $171,756.38    ($41.84)  27.63%  23.68%  $2.79  $11.15
 410  Sell Short  2019-05-08 13:10  Sell  â‚¬12,061.5  $0.00  1  ($1,875.74)  -0.55%  $322.07  14.84%    $2.80  $11.20
   Buy to Cover  2019-05-08 15:10  Stop Loss  â‚¬12,127.5    ($1,847.74)  $169,880.64    ($1,847.74)  0.00%  -85.16%  $2.80  $11.20
 411  Buy  2019-05-08 18:10  Buy  â‚¬12,178.0  $0.00  1  ($1,904.35)  -0.55%  $755.53  28.72%    $2.80  $11.21
   Sell  2019-05-09 09:10  Stop Loss  â‚¬12,111.0    ($1,876.34)  $167,976.29    ($1,876.34)  0.00%  -71.28%  $2.80  $11.20
 412  Buy  2019-05-16 12:10  Buy  â‚¬12,064.0  $0.00  1  $5,290.50  1.58%  $6,428.41  94.65%    $2.80  $11.21
   Sell  2019-05-16 21:10  Exit Long  â‚¬12,254.5    $5,318.47  $173,266.80    ($364.30)  83.74%  78.40%  $2.79  $11.17
 413  Buy  2019-05-22 13:10  Buy  â‚¬12,164.5  $0.00  1  ($935.30)  -0.27%  $600.25  36.75%    $2.79  $11.17
   Sell  2019-05-22 14:10  Exit Long  â‚¬12,132.0    ($907.38)  $172,331.49    ($1,033.00)  7.69%  -55.56%  $2.79  $11.17
 414  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)  $171,631.97    ($671.54)  0.00%  -90.57%  $2.80  $11.19
 415  Buy  2019-06-05 11:10  Buy  â‚¬12,013.5  $0.00  1  ($1,283.55)  -0.37%  $14.10  1.11%    $2.82  $11.28
   Sell  2019-06-05 11:10  Stop Loss  â‚¬11,969.0    ($1,255.34)  $170,348.41    ($1,255.34)  0.00%  -98.89%  $2.82  $11.28
 416  Buy  2019-06-06 11:10  Buy  â‚¬12,006.5  $0.00  1  ($704.68)  -0.20%  $1,295.81  52.87%    $2.81  $11.23
   Sell  2019-06-06 15:10  Exit Long  â‚¬11,982.5    ($676.54)  $169,643.74    ($1,154.99)  19.54%  -27.59%  $2.82  $11.28
 417  Sell Short  2019-06-06 16:10  Sell  â‚¬11,918.5  $0.00  1  ($1,155.65)  -0.34%  $1,353.95  51.61%    $2.82  $11.26
   Buy to Cover  2019-06-06 22:00  Exit Short  â‚¬11,958.5    ($1,127.48)  $168,488.08    ($1,267.13)  5.38%  -43.01%  $2.82  $11.27
 418  Buy  2019-06-07 17:10  Buy  â‚¬12,047.5  $0.00  1  $3,407.90  1.01%  $4,301.66  77.35%    $2.84  $11.34
   Sell  2019-06-11 17:10  Exit Long  â‚¬12,169.0    $3,436.22  $171,895.98    ($1,260.30)  84.48%  61.83%  $2.83  $11.31
 419  Sell Short  2019-06-17 16:10  Sell  â‚¬12,050.5  $0.00  1  ($1,066.86)  -0.31%  $505.84  32.73%    $2.81  $11.24
   Buy to Cover  2019-06-17 17:10  Stop Loss  â‚¬12,087.5    ($1,038.78)  $170,829.12    ($1,038.78)  0.00%  -67.27%  $2.81  $11.23

--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: Annual Trading Summary
TradeStation Strategy Performance Report Advantage Pro - Trader, @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

 $22,450.69 9.04% 1.40 77 42.86%
2019-01-01 $2,501.74 0.93% 1.08 44 40.91%
2018-01-01 $40,378.03 17.71% 1.68 75 44.00%
2017-01-01 $25,933.95 12.84% 1.70 72 38.89%
2016-01-01 $26,848.51 15.33% 1.44 77 38.96%
2015-01-01 $37,758.35 27.48% 1.53 78 41.03%
2014-01-01 $37,408.53 37.41% 1.92 73 47.95%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
2019-01-01 - Today $2,501.74 0.93% 1.08 44 40.91%
2018-01-01 - 2019-01-01 $42,879.78 18.81% 1.48 119 42.86%
2017-01-01 - 2019-01-01 $68,813.73 34.06% 1.54 191 41.36%
2016-01-01 - 2019-01-01 $95,662.24 54.61% 1.51 268 40.67%
2015-01-01 - 2019-01-01 $133,420.59 97.10% 1.51 346 40.75%
2014-01-01 - 2019-01-01 $170,829.12 170.83% 1.57 419 42.00%

Created by TradeStation: 2020-01-04 23:22:14, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: Daily Analysis
TradeStation Strategy Performance Report Advantage Pro - Trader, @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
2019-06-17 ($1,066.86) -0.39% 0.00 1 0.00%
2019-06-11 $2,997.85 1.11% 100.00 1 100.00%
2019-06-10 $1,046.87 0.39% 100.00 1 100.00%
2019-06-09 $0.00 0.00% 0.00 1 0.00%
2019-06-08 $0.00 0.00% 0.00 1 0.00%
2019-06-07 ($637.54) -0.24% 0.00 1 0.00%
2019-06-06 ($1,860.33) -0.69% 0.00 2 0.00%
2019-06-05 ($1,283.55) -0.47% 0.00 1 0.00%
2019-05-27 ($699.52) -0.26% 0.00 1 0.00%
2019-05-22 ($935.30) -0.34% 0.00 1 0.00%
2019-05-16 $5,290.50 1.97% 100.00 1 100.00%
2019-05-09 ($1,764.32) -0.65% 0.00 1 0.00%
2019-05-08 ($2,015.65) -0.74% 0.00 2 0.00%
2019-05-03 $223.01 0.08% 100.00 1 100.00%
2019-05-02 ($3,527.28) -1.28% 0.00 3 0.00%
2019-05-01 $0.00 0.00% 0.00 1 0.00%
2019-04-30 ($740.26) -0.27% 0.32 2 50.00%
2019-04-29 ($390.18) -0.14% 0.42 2 50.00%
2019-04-17 $409.50 0.15% 100.00 1 100.00%
2019-04-12 $466.23 0.17% 100.00 1 100.00%
2019-04-11 ($1,001.12) -0.36% 0.03 2 50.00%
2019-04-08 ($476.70) -0.17% 0.00 1 0.00%
2019-04-07 $0.00 0.00% 0.00 1 0.00%
2019-04-06 $0.00 0.00% 0.00 1 0.00%
2019-04-05 ($420.64) -0.15% 0.00 1 0.00%
2019-04-04 $869.45 0.31% 100.00 1 100.00%
2019-04-03 $2,768.96 1.01% 100.00 1 100.00%
2019-04-02 $1,470.11 0.54% 100.00 1 100.00%
2019-04-01 $2,247.53 0.83% 100.00 1 100.00%
2019-03-31 $0.00 0.00% 0.00 1 0.00%
2019-03-30 $0.00 0.00% 0.00 1 0.00%
2019-03-29 ($1,375.11) -0.51% 0.11 2 50.00%
2019-03-28 ($1,544.38) -0.57% 0.00 1 0.00%
2019-03-26 ($169.83) -0.06% 0.00 1 0.00%
2019-03-25 ($1,343.79) -0.49% 0.00 1 0.00%
2019-03-19 $2,128.39 0.78% 100.00 1 100.00%
2019-03-15 $2,181.07 0.81% 100.00 1 100.00%
2019-03-14 ($720.68) -0.27% 0.00 1 0.00%
2019-03-12 ($211.54) -0.08% 0.00 1 0.00%
2019-03-11 $1,939.71 0.72% 100.00 1 100.00%
 
Mark-To-Market Rolling Period Analysis:

Period

 Net Profit % Gain Profit Factor # Trades % Profitable
2019-06-17 - 2019-06-17 ($1,066.86) -0.39% 0.00 1 0.00%
2019-06-16 - 2019-06-17 ($1,066.86) -0.39% 0.00 1 0.00%
2019-06-15 - 2019-06-17 ($1,066.86) -0.39% 0.00 1 0.00%
2019-06-14 - 2019-06-17 ($1,066.86) -0.39% 0.00 1 0.00%
2019-06-13 - 2019-06-17 ($1,066.86) -0.39% 0.00 1 0.00%
2019-06-12 - 2019-06-17 ($1,066.86) -0.39% 0.00 1 0.00%
2019-06-11 - 2019-06-17 $1,930.99 0.72% 2.81 2 50.00%
2019-06-10 - 2019-06-17 $2,977.41 1.11% 3.79 2 50.00%
2019-06-09 - 2019-06-17 $2,977.41 1.11% 3.79 2 50.00%
2019-06-08 - 2019-06-17 $2,977.41 1.11% 3.79 2 50.00%
2019-06-07 - 2019-06-17 $2,341.04 0.87% 3.19 2 50.00%
2019-06-06 - 2019-06-17 $480.70 0.18% 1.16 4 25.00%
2019-06-05 - 2019-06-17 ($802.85) -0.30% 0.81 5 20.00%
2019-06-04 - 2019-06-17 ($802.85) -0.30% 0.81 5 20.00%
2019-06-03 - 2019-06-17 ($802.85) -0.30% 0.81 5 20.00%
2019-06-02 - 2019-06-17 ($802.85) -0.30% 0.81 5 20.00%
2019-06-01 - 2019-06-17 ($802.85) -0.30% 0.81 5 20.00%
2019-05-31 - 2019-06-17 ($802.85) -0.30% 0.81 5 20.00%
2019-05-30 - 2019-06-17 ($802.85) -0.30% 0.81 5 20.00%
2019-05-29 - 2019-06-17 ($802.85) -0.30% 0.81 5 20.00%
2019-05-28 - 2019-06-17 ($802.85) -0.30% 0.81 5 20.00%
2019-05-27 - 2019-06-17 ($1,502.38) -0.55% 0.69 6 16.67%
2019-05-26 - 2019-06-17 ($1,502.38) -0.55% 0.69 6 16.67%
2019-05-25 - 2019-06-17 ($1,502.38) -0.55% 0.69 6 16.67%
2019-05-24 - 2019-06-17 ($1,502.38) -0.55% 0.69 6 16.67%
2019-05-23 - 2019-06-17 ($1,502.38) -0.55% 0.69 6 16.67%
2019-05-22 - 2019-06-17 ($2,437.68) -0.89% 0.58 7 14.29%
2019-05-21 - 2019-06-17 ($2,437.68) -0.89% 0.58 7 14.29%
2019-05-20 - 2019-06-17 ($2,437.68) -0.89% 0.58 7 14.29%
2019-05-19 - 2019-06-17 ($2,437.68) -0.89% 0.58 7 14.29%
2019-05-18 - 2019-06-17 ($2,437.68) -0.89% 0.58 7 14.29%
2019-05-17 - 2019-06-17 ($2,437.68) -0.89% 0.58 7 14.29%
2019-05-16 - 2019-06-17 $2,852.82 1.06% 1.49 8 25.00%
2019-05-15 - 2019-06-17 $2,852.82 1.06% 1.49 8 25.00%
2019-05-14 - 2019-06-17 $2,852.82 1.06% 1.49 8 25.00%
2019-05-13 - 2019-06-17 $2,852.82 1.06% 1.49 8 25.00%
2019-05-12 - 2019-06-17 $2,852.82 1.06% 1.49 8 25.00%
2019-05-11 - 2019-06-17 $2,852.82 1.06% 1.49 8 25.00%
2019-05-10 - 2019-06-17 $2,852.82 1.06% 1.49 8 25.00%
2019-05-09 - 2019-06-17 $1,088.51 0.40% 1.14 9 22.22%

Created by TradeStation: 2020-01-04 23:22:14, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: Monthly Analysis
TradeStation Strategy Performance Report Advantage Pro - Trader, @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 $830.44 0.83% 34.48%
February $5,542.16 2.98% 54.05%
March ($744.87) -0.39% 41.46%
April $4,539.92 2.38% 43.18%
May $513.79 0.26% 37.21%
June $5,536.82 2.83% 52.63%
July $1,190.51 0.59% 31.03%
August $888.65 0.47% 41.30%
September $2,302.15 1.21% 45.16%
October ($607.08) -0.32% 35.29%
November $3,494.91 1.83% 48.39%
December $7,435.72 3.82% 41.38%
 
Mark-To-Market Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

2019-06-01 ($802.85) -0.30% 0.81 5 20.00%
2019-05-01 ($3,428.68) -1.25% 0.62 9 22.22%
2019-04-01 $5,208.78 1.93% 2.53 11 63.64%
2019-03-01 $1,811.80 0.68% 1.27 10 50.00%
2019-02-01 $4,693.70 1.78% 3.05 7 71.43%
2019-01-01 ($4,981.33) -1.86% 0.07 5 20.00%
2018-12-01 $23,779.13 9.72% 17.55 6 83.33%
2018-11-01 ($559.15) -0.23% 0.89 6 16.67%
2018-10-01 ($751.50) -0.31% 0.84 4 75.00%
2018-09-01 ($4,476.94) -1.79% 0.00 4 0.00%
2018-08-01 ($4,399.69) -1.73% 0.34 8 37.50%
2018-07-01 $6,357.09 2.56% 3.94 5 60.00%
2018-06-01 $8,480.04 3.53% 2.78 8 50.00%
2018-05-01 $5,338.22 2.28% 2.20 7 57.14%
2018-04-01 ($3,893.91) -1.63% 0.39 6 16.67%
2018-03-01 $3,481.42 1.48% 1.57 8 50.00%
2018-02-01 $5,407.77 2.36% 1.62 9 44.44%
2018-01-01 $1,615.83 0.71% 1.32 7 28.57%
2017-12-01 ($289.73) -0.13% 0.95 6 33.33%
2017-11-01 $1,801.66 0.80% 1.72 6 66.67%
2017-10-01 ($3,738.01) -1.62% 0.10 8 12.50%
2017-09-01 $1,883.20 0.82% 1.78 6 33.33%
2017-08-01 $2,261.23 1.00% 1.42 8 37.50%
2017-07-01 $5,353.65 2.43% 4.99 5 60.00%
2017-06-01 $5,688.80 2.65% 4.60 5 60.00%
2017-05-01 $925.65 0.43% 1.25 6 33.33%
2017-04-01 $8,986.44 4.38% 4.23 7 42.86%
2017-03-01 ($2,902.35) -1.40% 0.33 8 25.00%
2017-02-01 $9,665.87 4.87% 22.36 5 80.00%
2017-01-01 ($3,699.72) -1.83% 0.02 5 20.00%
2016-12-01 $1,362.09 0.68% 1.58 6 33.33%
2016-11-01 $7,516.76 3.89% 2.83 8 50.00%
2016-10-01 ($1,820.13) -0.93% 0.69 7 28.57%
2016-09-01 $9,243.21 4.98% 4.03 7 57.14%
2016-08-01 $3,264.56 1.79% 1.35 11 45.45%
2016-07-01 ($11,753.36) -6.05% 0.00 10 0.00%
2016-06-01 $12,963.44 7.15% 7.15 5 60.00%
2016-05-01 $1,994.81 1.11% 1.36 6 50.00%
2016-04-01 $5,271.19 3.03% 1.93 8 50.00%
2016-03-01 ($2,943.63) -1.66% 0.24 5 40.00%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

2019-06-01 - Today ($802.85) -0.30% 0.81 5 20.00%
2019-05-01 - 2019-06-01 ($4,231.53) -1.54% 0.68 14 21.43%
2019-04-01 - 2019-06-01 $976.96 0.36% 1.06 24 37.50%
2019-03-01 - 2019-06-01 $2,789.09 1.04% 1.12 33 39.39%
2019-02-01 - 2019-06-01 $7,483.07 2.84% 1.30 39 43.59%
2019-01-01 - 2019-06-01 $2,501.74 0.93% 1.08 44 40.91%
2018-12-01 - 2019-06-01 $26,280.88 10.75% 1.82 50 46.00%
2018-11-01 - 2019-06-01 $25,721.73 10.49% 1.69 56 42.86%
2018-10-01 - 2019-06-01 $24,970.23 10.16% 1.59 60 45.00%
2018-09-01 - 2019-06-01 $20,493.29 8.19% 1.44 64 42.19%
2018-08-01 - 2019-06-01 $16,093.60 6.32% 1.30 72 41.67%
2018-07-01 - 2019-06-01 $22,450.69 9.04% 1.40 77 42.86%
2018-06-01 - 2019-06-01 $30,930.73 12.89% 1.51 85 43.53%
2018-05-01 - 2019-06-01 $36,268.94 15.46% 1.56 92 44.57%
2018-04-01 - 2019-06-01 $32,381.29 13.58% 1.46 97 43.30%
2018-03-01 - 2019-06-01 $35,862.72 15.26% 1.47 105 43.81%
2018-02-01 - 2019-06-01 $41,263.94 17.97% 1.49 113 43.36%
2018-01-01 - 2019-06-01 $42,879.78 18.81% 1.48 119 42.86%
2017-12-01 - 2019-06-01 $42,590.05 18.66% 1.45 125 42.40%
2017-11-01 - 2019-06-01 $44,390.68 19.60% 1.45 130 43.08%
2017-10-01 - 2019-06-01 $40,652.67 17.66% 1.40 138 41.30%
2017-09-01 - 2019-06-01 $42,535.87 18.63% 1.41 144 40.97%
2017-08-01 - 2019-06-01 $44,797.10 19.82% 1.41 152 40.79%
2017-07-01 - 2019-06-01 $50,148.89 22.72% 1.45 156 41.67%
2017-06-01 - 2019-06-01 $55,837.69 25.97% 1.50 161 42.24%
2017-05-01 - 2019-06-01 $56,763.34 26.52% 1.49 167 41.92%
2017-04-01 - 2019-06-01 $65,749.79 32.06% 1.56 174 41.95%
2017-03-01 - 2019-06-01 $62,847.58 30.22% 1.51 181 40.88%
2017-02-01 - 2019-06-01 $72,513.45 36.56% 1.59 186 41.94%
2017-01-01 - 2019-06-01 $68,813.73 34.06% 1.54 191 41.36%
2016-12-01 - 2019-06-01 $70,175.82 34.97% 1.54 197 41.12%
2016-11-01 - 2019-06-01 $77,692.58 40.23% 1.58 205 41.46%
2016-10-01 - 2019-06-01 $75,872.45 38.92% 1.54 212 41.04%
2016-09-01 - 2019-06-01 $85,115.65 45.83% 1.60 219 41.55%
2016-08-01 - 2019-06-01 $88,380.21 48.44% 1.58 230 41.74%
2016-07-01 - 2019-06-01 $76,626.85 39.46% 1.47 240 40.00%
2016-06-01 - 2019-06-01 $89,588.65 49.43% 1.54 244 40.57%
2016-05-01 - 2019-06-01 $91,583.47 51.09% 1.54 250 40.80%
2016-04-01 - 2019-06-01 $96,854.65 55.67% 1.55 258 41.09%
2016-03-01 - 2019-06-01 $93,911.02 53.08% 1.52 263 41.06%

Created by TradeStation: 2020-01-04 23:22:14, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: Weekly Trading Analysis
TradeStation Strategy Performance Report Advantage Pro - Trader, @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
2019-06-16 ($1,066.86) -0.39% 0.00 1 0.00%
2019-06-09 $4,044.27 1.51% 100.00 1 100.00%
2019-06-02 ($3,781.43) -1.39% 0.00 4 0.00%
2019-05-26 ($699.52) -0.26% 0.00 1 0.00%
2019-05-19 ($935.30) -0.34% 0.00 1 0.00%
2019-05-12 $5,290.50 1.97% 100.00 1 100.00%
2019-05-05 ($3,780.09) -1.39% 0.00 2 0.00%
2019-04-28 ($4,434.91) -1.61% 0.05 6 16.67%
2019-04-14 $409.50 0.15% 100.00 1 100.00%
2019-04-07 ($1,011.59) -0.37% 0.33 4 50.00%
2019-03-31 $6,941.19 2.57% 17.50 4 75.00%
2019-03-24 ($4,433.81) -1.62% 0.04 4 25.00%
2019-03-17 $2,128.39 0.78% 100.00 1 100.00%
2019-03-10 $3,193.43 1.19% 100.00 2 100.00%
2019-03-03 ($2,149.55) -0.79% 0.00 2 0.00%
2019-02-24 $2,378.46 0.89% 3.18 2 50.00%
2019-02-17 $966.85 0.36% 1.80 4 75.00%
2019-02-03 $4,422.03 1.68% 100.00 1 100.00%
2019-01-27 ($812.48) -0.31% 0.31 2 50.00%
2019-01-20 ($1,532.77) -0.58% 0.00 1 0.00%
2019-01-13 ($1,210.72) -0.45% 0.00 1 0.00%
2019-01-06 ($1,425.36) -0.53% 0.00 1 0.00%
2018-12-23 $8,075.77 3.10% 100.00 1 100.00%
2018-12-16 $1,574.59 0.61% 100.00 1 100.00%
2018-12-09 $2,387.34 0.93% 100.00 2 100.00%
2018-12-02 $11,737.68 4.80% 9.17 3 66.67%
2018-11-25 ($1,348.24) -0.55% 0.00 1 0.00%
2018-11-18 $3,070.24 1.26% 2.82 2 50.00%
2018-11-11 ($636.41) -0.26% 0.00 1 0.00%
2018-11-04 ($1,616.28) -0.66% 0.00 1 0.00%
2018-10-28 ($28.46) -0.01% 0.00 1 0.00%
2018-10-14 $2,389.11 0.98% 100.00 1 100.00%
2018-10-07 ($4,262.52) -1.73% 0.12 2 50.00%
2018-09-30 $1,121.91 0.46% 100.00 1 100.00%
2018-09-23 ($2,398.11) -0.97% 0.00 2 0.00%
2018-09-16 ($1,483.79) -0.59% 0.00 1 0.00%
2018-09-09 $319.51 0.13% 100.00 1 100.00%
2018-09-02 ($915.03) -0.37% 0.00 1 0.00%
2018-08-26 $521.02 0.21% 1.56 2 50.00%
2018-08-19 ($1,960.81) -0.78% 0.23 3 33.33%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
2019-06-16 - Today ($1,066.86) -0.39% 0.00 1 0.00%
2019-06-09 - 2019-06-16 $2,977.41 1.11% 3.79 2 50.00%
2019-06-02 - 2019-06-16 ($802.85) -0.30% 0.81 5 20.00%
2019-05-26 - 2019-06-16 ($1,502.38) -0.55% 0.69 6 16.67%
2019-05-19 - 2019-06-16 ($2,437.68) -0.89% 0.58 7 14.29%
2019-05-12 - 2019-06-16 $2,852.82 1.06% 1.49 8 25.00%
2019-05-05 - 2019-06-16 ($927.26) -0.34% 0.90 10 20.00%
2019-04-28 - 2019-06-16 ($5,362.17) -1.94% 0.62 16 18.75%
2019-04-21 - 2019-06-16 ($5,362.17) -1.94% 0.62 16 18.75%
2019-04-14 - 2019-06-16 ($4,952.66) -1.80% 0.65 17 23.53%
2019-04-07 - 2019-06-16 ($5,964.25) -2.16% 0.62 21 28.57%
2019-03-31 - 2019-06-16 $976.96 0.36% 1.06 24 37.50%
2019-03-24 - 2019-06-16 ($3,456.53) -1.26% 0.83 27 33.33%
2019-03-17 - 2019-06-16 ($1,328.13) -0.49% 0.94 28 35.71%
2019-03-10 - 2019-06-16 $1,865.29 0.69% 1.09 30 40.00%
2019-03-03 - 2019-06-16 ($284.26) -0.10% 0.99 32 37.50%
2019-02-24 - 2019-06-16 $2,094.20 0.78% 1.09 34 38.24%
2019-02-17 - 2019-06-16 $3,061.05 1.14% 1.12 38 42.11%
2019-02-10 - 2019-06-16 $3,061.05 1.14% 1.12 38 42.11%
2019-02-03 - 2019-06-16 $7,483.07 2.84% 1.30 39 43.59%
2019-01-27 - 2019-06-16 $6,670.59 2.53% 1.25 41 43.90%
2019-01-20 - 2019-06-16 $5,137.82 1.93% 1.18 42 42.86%
2019-01-13 - 2019-06-16 $3,927.10 1.47% 1.13 43 41.86%
2019-01-06 - 2019-06-16 $2,501.74 0.93% 1.08 44 40.91%
2018-12-30 - 2019-06-16 $2,501.74 0.93% 1.08 44 40.91%
2018-12-23 - 2019-06-16 $10,577.51 4.07% 1.35 45 42.22%
2018-12-16 - 2019-06-16 $12,152.10 4.70% 1.40 46 43.48%
2018-12-09 - 2019-06-16 $14,539.44 5.67% 1.47 48 45.83%
2018-12-02 - 2019-06-16 $26,280.88 10.75% 1.82 50 46.00%
2018-11-25 - 2019-06-16 $24,932.63 10.14% 1.75 51 45.10%
2018-11-18 - 2019-06-16 $28,002.88 11.54% 1.80 53 45.28%
2018-11-11 - 2019-06-16 $27,366.47 11.24% 1.77 54 44.44%
2018-11-04 - 2019-06-16 $25,750.19 10.51% 1.69 55 43.64%
2018-10-28 - 2019-06-16 $25,721.73 10.50% 1.69 56 42.86%
2018-10-21 - 2019-06-16 $25,721.73 10.50% 1.69 56 42.86%
2018-10-14 - 2019-06-16 $28,110.84 11.58% 1.75 57 43.86%
2018-10-07 - 2019-06-16 $23,848.32 9.66% 1.57 59 44.07%
2018-09-30 - 2019-06-16 $24,970.23 10.16% 1.59 60 45.00%
2018-09-23 - 2019-06-16 $22,572.12 9.09% 1.51 62 43.55%
2018-09-16 - 2019-06-16 $21,088.33 8.45% 1.46 63 42.86%

Created by TradeStation: 2020-01-04 23:22:14, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
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Performance Graphs - Equity Curve Line



Performance Graphs - Equity Curve Detailed



Performance Graphs - Equity Curve Area



Performance Graphs - Equity Curve Underwater(monthly)



Performance Graphs - Equity Curve Underwater(weekly)



Performance Graphs - Monthly Net Profit



Performance Graphs - Monthly Accumulative Net Profit



Performance Graphs - Average Profit by Month

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H6PYiUioM4BCHVzd/YpggEcY2Z2uJ55ep7a876/z/wC1ochFvlBn60ljEL6jFoR6z8+hD56OaqztrebefYKSeM6Vh5TOOL37D2k95Wb0pe5z7Ahyvj0yRb8c+0h89HNVZ21vNvPsFJPGdKw8pnHF79gpb5zhSnhcY5nXsKPHRzRGdMbxLx7QBwvj0wVJ8cew9pPeRm9IXqcewUt85wpTwuMczr3V531/n/3fX+Po2qFcUxccHE+O9/YMjgkdy5uJ8c8u0z6o1guTEI7YzmeP4+qKARiAvFYz9PtbVCuKYuODifHe/sGRwSO5c3E+OeXaZ9VkMFruHExPnng3uPVkUKYhi54eL89b+1NEIRQHmML+j2JxgORVIb4xm+f4eqyGC13DiYnzzwb3Htrzvr/P/qi7yEdAzeK8nPGhiQqgiEOBkQxg0/KEQtmF2wXwO2p6ZkCECpYrd20hLhxcUJmzNzHG2lFEIrjCTG9zfHD1YZqObI5xOCzOcc7pgZkVkS3MxzF2xdKKIRXGEmN7m+OHqoFIoLOA0j3MzbRArk158tvFzl8O1FEIrjCTG9zfHD1UCkUFnAaR7mZtowMyKyJbmY5i7YurAQLkDirnm4+TwoFIoLOA0j3MzbRgZkVkS3MxzF2xdKKIRXGEmN7m+OHqwumwp22b7Xk3NpuYGZFZEtzMcxdsXSiiEVxhJje5vjh6qBSKCzgNI9zM20YGZFZEtzMcxdsXUpwcjDLGE84xtk3dApFBZwGke5mbaMDMisiW5mOYu2LpRRCK4wkxvc3xw9WyMCZA5iZ5mfgcpgZkVkS3MxzF2xdKKIRXGEmN7m+OHqoFIoLOA0j3MzbVINQODUyt7bPnfGlFEIrjCTG9zfHD1UCkUFnAaR7mZtowMyKyJbmY5i7YusAhywCJlfOdja5GaQKRQWcBpHuZm2jAzIrIluZjmLti6UUQiuMJMb3N8cPVQKRQWcBpHuZm2mGPA5cFY7N2eGXGlFEIrjCTG9zfHD1UCkUFnAaR7mZtowMyKyJbmY5i7YuigcrTYw7Zy885MGkCkUFnAaR7mZtowMyKyJbmY5i7YulFEIrjCTG9zfHD1ShcrTcx7Yycc4cOjAzIrIluZjmLti6UUQiuMJMb3N8cPVQCQIs5dI9zM29JyiiEVxhJje5vjh6qASDFnI0j3Mzb/qAllaU27Ly4srtqNWBChWAM23rg0Z8gJLgQDDnbfe6IRNkV2zANgMHGvr/H0IfPRzVWdtbzbz7BSTxnSsPKZxxe/Ye0nvKzelL3OfYEOV8emSLfjn2kPno5qrO2t5t59gpJ4zpWHlM44vfsFLfOcKU8LjHM69hR46OaIzpjeJePaAOF8emCpPjj2HtJ7yM3pC9Tj2ClvnOFKeFxjmde6vO+v8/+0g1uH4EBXUDizmEO1CnZj0bVCuKYuODifHe/qfjDcBGFDsONE08tqg2Sftz+/VGsFyYhHbGczx/H1RQCMQF4rGfp9raoVxTFxwcT4739T8YbgIwodhxomnltUGyT9uf36rIYLXcOJifPPBvcerIoUxDFzw8X5639qaIQigPMYX9HsTjAciqQ3xjN8/w9VkMFruHExPnng3uPbXnfX+f/AHfX+PoyCtWxy2YONvxz/gWCokIqhOCRp3cTb2IwgQlexRP2e1kFatjlswcbfjn/AALBVMEAjjGzO1xPPL1PVgFaNjhsyc7fnj2owgBlezAP0exEpFQZwCEOrm7+xTBAI4xsztcTzy9T21531/n/AM1MzklToZdzbRNl+Sh5Y2aOruKtnwm49PoEAhFIwU7TLSwEkECGitUGQOdBq6sOyBquA55PGl843wQVlZsN99DynwXCV4ahN86RQRIrKErOqfs0cACFgutO7bzbzdDC4ttgQ82k83SKCJFZQlZ1T9noWKStimUA/KhpFBEisoSs6p+zSaxwG1Bj4wj+dDC4ttgQ82k83RxEqOSQR6YZehyVNY4Dagx8YR/OhhcW2wIebSebpFBEisoSs6p+zQ2BovDVCrRMTN70MLi22BDzaTzdIoIkVlCVnVP2aTWOA2oMfGEfzoYXFtsCHm0nm6WgiLNZsHfLbzR50mscBtQY+MI/nQwuLbYEPNpPN9SwUYXFtsCHm0nm6RQRIrKErOqfs0mscBtQY+MI/nSyE4yoQhsyYLnizSKCJFZQlZ1T9mk1jgNqDHxhH86GFxbbAh5tJ5uqyKjJGQjpVeMONJrHAbUGPjCP50MLi22BDzaTzdIoIkVlCVnVP2aTWOA2oMfGEfzrjGX4oAHFoB+NIoIkVlCVnVP2aTWOA2oMfGEfzoYXFtsCHm0nm6GCtDJIH4BFLwcaTWOA2oMfGEfzoYXFtsCHm0nm6RQRIrKErOqfs0TgAgrmU8Wqc78aGFxbbAh5tJ5ukUESKyhKzqn7NJjCg2rx8YR/PpORQRIrKErOqfs0mMODapj4wj+f+ZrMQ2MU5Mtmx8+dGbKafIuQamn3FFol89Xb0EKQFFQRiG6tVO8TrogoQQQiGAXnSKmJoYVUHKeMHnSki2AAAFC48DfX1/j6NqhXFMXHBxPjvf8AwLBUawXJiEdsZzPH8fVFAIxAXisZ+n2tqhXFMXHBxPjvf/AsFWQwWu4cTE+eeDe49WRQpiGLnh4vz1v7U0QhFAeYwv6PYnGA5FUhvjGb5/h6rIYLXcOJifPPBvce2vO+v8/+aWLmzLwDFGx+c3Q5iSEOfkeX86KGGAAZAVN3avu+v8fRkFatjlswcbfjn/AsFRIRVCcEjTu4m3rtoSQOMrpcIELHYtP2e1kFatjlswcbfjn/AALBVMEAjjGzO1xPPL1PVgFaNjhsyc7fnj2owgBlezAP0exEpFQZwCEOrm7+xTBAI4xsztcTzy9T21531/n/AMxJtVWURSxZhEzqbGL2wjmM5mn1qjAzFXO3GDr2sGNx/AlCaodWcQp2qw6MehD56Oaqztrebef8CwU9pPeVm9KXuc+yv9r5e0h89HNVZ21vNvP+BYKKW+c4Up4XGOZ17Cjx0c0RnTG8S8e0AcL49MFSfHHsPaT3kZvSF6nHsFLfOcKU8LjHM691ed9f5/8AMvHE+EhycG8zVuJjX0/+2ijFAIAw5G829FkFo5wgv7TVFyVECDFFIBNymkCAC3ASjEFHhN+NOXISEQbiII/Ovr/H0bVCuKYuODifHe/+BYKjWC5MQjtjOZ4/j61/tfL2tqhXFMXHBxPjvf8AwLBVkMFruHExPnng3uPVkUKYhi54eL89b+1NEIRQHmML+j2JxgORVIb4xm+f4eqyGC13DiYnzzwb3Htrzvr/AD/5qJ+4kQ7DkNno0Zo4KVfKJ3dbMGykDdeX0aV6QAYYiYfutm8PbLM4Bdrg60C/ezChfIhTjUslWcsa0IlEs86Alw6mKkzZiZrnfSmCARxjZna4nnl6m4ZROHwgYO696MjMiMCW4meYG+JpTBAI4xsztcTzy9TRZgq2scJMnO3540pggEcY2Z2uJ55eoiUioM4BCHVzd9GRmRGBLcTPMDfE0QaWDJ80uOk7ukSkVBnAIQ6ubvoyMyIwJbiZ5gb4mmZICcY3JtcTzy9T7Xy0ZGZEYEtxM8wN8TSmCARxjZna4nnl6iJSKgzgEIdXN30ZGZEYEtxM8wN8TRBQG4Q1pscbHW9c6RKRUGcAhDq5u+jIzIjAluJnmBviepYKZGZEYEtxM8wN8TSmCARxjZna4nnl6iJSKgzgEIdXN31gM5BTnGvaJibuopggEcY2Z2uJ55eoiUioM4BCHVzd9GRmRGBLcTPMDfE0iAG4RkOaPhMcLmIiUioM4BCHVzd9GRmRGBLcTPMDfE0pggEcY2Z2uJ55eoiUioM4BCHVzd9GRmRGBLcTPMDfE0pggEcY2Z2uJ55eoiUioM4BCHVzd9GRmRGBLcTPMDfE0AmiuRDbq8PPLqIlIqDOAQh1c3fRkZkRgS3EzzA3xNKYIBHGNmdrieeXqAJorkQ26vDzy6hkZkRgS3EzzA3xNKYIBHGNmdrieeXqIhIkGcOEOrm7+k5TBAI4xsztcTzy9REJFgzkIQ6ubv7cfdvGkQRdhx/hWrVq1atWVh/q6ICU8v8AFDDalhDZ+ZPzqXU0C9uchuPRtrv6+iEvu+v8fQh89HNVZ21vNvP+BYKe0nvKzelL3OfZX+18vaQ+ejmqs7a3m3n/AALBRS3znClPC4xzOvYUeOjmiM6Y3iXj2gDhfHpgqT449h7Se8jN6QvU49gpb5zhSnhcY5nXurzvr/P3C5QEnDJT/wBho1Io2hu5BMnNzqH9D0exajmOCuNJ00OCQUzbnYJkzqI78VvTe7JsmiGeGAjBFTdwxzt/m+XcAmbQO7jvvbRCKGUAX41EKjJWZKbz2kDkIl8gl/egM4pfEYNWvePj0bVCuKYuODifHe/+BYKjWC5MQjtjOZ4/j61/tfL2tqhXFMXHBxPjvf8AwLBVkMFruHExPnng3uPVkUKYhi54eL89b+1NEIRQHmML+j2JxgORVIb4xm+f4eioG6beJIPLQdSsuiHle5XnfX+fuFsJoFGyiA/8tCSZDWhz34M3zjUYp3nhQjAs5UkSba2zmtFAGXZg4eYlwRYFH/s3HPrQPWnasKuU6Hx/m+I526gDhMus4vgIyC9We/6/x9GQVq2OWzBxt+Of8CwVEhFUJwSNO7ibeyv9r5e1kFatjlswcbfjn/AsFUwQCOMbM7XE88vU9WAVo2OGzJzt+ePajCAGV7MA/R7ESkVBnAIQ6ubv/kFX1531/n7UZdDaKLDw9K5dHDjQQdzw/wB32Kw8HYQwM49AIgGuWAQ39MoQyLGzdLu7BDfSVXNGMQuxyd6HVt4jRvlALzppqTdMYIMKrJzpMuhgbd48GXGTvkWQwWu4cTE+eeDe4mBmAE3ZIhL2Xe50NLTusbYMzMzBetLIYLXcOJifPPBvcaLM1DahjJw8X5630shgtdw4mJ888G9wnGA5FUhvjGb5/gNLTusbYMzMzBet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--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: 

Trade Graphs - Total Efficiency



Trade Graphs - Entry Efficiency



Trade Graphs - Exit Efficiency



Trade Graphs - Total Trades



Trade Graphs - Winning Trades



Trade Graphs - Losing Trades



Trade Graphs - Drawdown



Trade Graphs - Drawdown P/L



Trade Graphs - Maximum Adverse Excursion



Trade Graphs - Maximum Adverse Excursion Percent



Trade Graphs - Run-up



Trade Graphs - Run-up P/L



Trade Graphs - Maximum Favorable Excursion



Trade Graphs - Maximum Favorable Excursion Percent

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ypoeZqtXH0STTF0rgB8w7+X/AAowgBlfZgH4OU0PcxGJj/Vp8swamjzB0ctiV0ygzIeTn/C60BuPHPR/yYAs+31+X3jIsvy+mJwYFyBmJ55SgeiGSqsO34PHBCJLSj8hPtzMkWQWKOHOx+uZwYkwDmD44OB1mOnvAP8AvPz8WTLS+T6Ipa9KLBku2Or753rfZwG2Hn/ApdtDDKy10/PX11IKQd5F4GFxCgdI/wAMDiqDNgHgwuMtBeYfPPU15pddpP8Ap/qZ40ohlmWFPAbN8rudoiAFGUjOB74QBBc82cYybL0Z4tXYRRaUL16yeeYkfgCumiPfwnL0Joq4Dcy6+TiKCJFZQlZ6p+TiaxwG1Bj4wj9+DC6ttAh7tJ5vEUESKyhKz1T8nAo6ypHCWYhx09ayyBVVTNOt3jjcodM2xLtDB2caDGRAqB06H54MLq20CHu0nm8RQRIrKErPVPycTWOA2oMfGEfvwYXVtoEPdpPN4igiRWUJWeqfk4HF4IAoBeDsQirYdo6iOb8WuorGcgRyTAZO+YODM0QJjgYXVtoEPdpPN49SQMoUOnUddnnncp9jEJI887MKvSqPZhyeOXjT8yiv/g+KcTWOA2oMfGEfvwIVzOAslxun3YXiKCJFZQlZ6p+TmBxVBmwDwp0U1INObt75e0UNMSD0U9F4mscBtQY+MI/fiiZ1yho0RpHu8qsOLgFzRuTffPnbd50jN3l/OVQAyu1X7rxFBEisoSs9U/JxNY4Dagx8YR+/BhdW2gQ92k83iKCJFZQlZ6p+TiaxwG1Bj4wj9+DC6ttAh7tJ5vEUESKyhKz1T8nGxhQbVI+MI/f/AEUjBm0wJlBm6McnNasIBoILhDrOdcAyHtUycCgfKgQM+7jeLGEqorH/AB1z/rZSp1Xz/DA4qgzYB4ox4V0hW+JxpZBWBjJIfDZt3j+eFSauDYlycGgHmgoWfnicXggKiM51/FOwnC3Y8GD1oa4bdpb1zArMTRlXQ5qAuG2DhybJxrXkMIo9B44VrwCEFex88ooOkOSuYHn6MgrVsdtmDrX27/j7P+TAsv25u7PYFrVFGfbikSExGQFHR+XOp4oZWMmNJxGEAMr7MA/B/rJ64MYNCUXwZfHEtnBIZAtujnw+8ZBl+H0yuSoGLCcC3yDB2Rff09xPTNEieXmQoaUyOcrnLhTAQY61UHwL/wDHmRxVBiwhwOLwRQKJ/HHkWDsAMDNByKh7rAIGeCknrOlYeUzjq+/rfMlag1xH4Z986nihlYyY0nE4vBAVEZ/Ah99HdVZ7a3u3v+I2uxaDZD554iuOQNBmYcc1oSQO8B9ABwvr0wVJ8df62fPTC6hKdqz69Sn0NUkrxz/jZSI3Dx9PPx6yy6TwctiV0ygXK+DiyGC12HExPnvo3cc9qbWLGz5eDa5FoNFfn+OTgzMBAZ4GRwSOy5uJ8d9upnBwZmiBMf4DaoVxTFx0dT4974HF4IAoBf8AAmiEIoD3GF/B/qp6bLakQZwcIzuIgZByVkzjO+OSg0GDRdw288YTx1ZPJkz7OJrHAbUGPjCP34MLq20CHu0nm8CokDCJozeFM6yc623Kzas+HhWVsUygH3UOIoIkVlCVnqn5OJrHAbUGPjCP35cEgEZMVf8AhHPljiKCJFZQlZ6p+TiaxwG1Bj4wj9+DC6ttAh7tJ5vEUESKyhKz1T8nE1jgNqDHxhH78GF1baBD3aTzeIoIkVlCVnqn5ObBDmoznG8jnzwmqAvJrhHvIN+J7kAdZETJi4Uz7OJrHAbUGPjCP34MLq20CHu0nm8RQRIrKErPVPycTWOA2oMfGEfvwYXVtoEPdpPN4igiRWUJWeqfk4mscBtQY+MI/fixYC0GsBMOwPONvEUESKyhKz1T8nE1jgNqDHxhH78GF1baBD3aTzeIoIkVlCVnqn5OJrHAbUGPjCP34MLq20CHu0nm8RQRIrKErPVPycTWOA2oMfGEfvx5EhsCA0hlTXnHEUESKyhKz1T8nE1jgNqDHxhH78GF1baBD3aTzeIoIkVlCVnqn5OJrHAbUGPjCP34MLq20CHu0nm8RQRIrKErPVPycbGFBtUj4wj9/wD2qAqwO+IsP4mKj7Q6E98TqfRQBV2D7PBaDVUT0/RbgxRjI/8Ai8I1JmJBtByI688AyHtUyfxTi8EBFEvKckYYUmR8HPx8WXLQeD6ClvvOFKeFxjuevpgcVQZsA8Ti8FUiq88/HvJLofJy2JXTKDMh5P4CknrOlYeUzjq++e4npmiRPLx7fwFCCdr5/lnc2KyDmDzwgkEpO5A+VW925t+v5+LJhsfLyHJGGFJgPL/EAcL69MFSfHX+lntqYT6zN9c0Ll0prwmd8VnsW0DkdIbP3wVCCrAmXK/wXBjBoSi+DL44GFxCgdI/wUSl4YuCktxzMStRgDQqa/8ArkWuhZSCh8/zyGh5mqwM8LIYLXYcTE+e+jdx9fcT0XRIPh49v4WpEOw8fwGRwSOy5uJ8d9upnz8essuk8HLYldMoFyvg+oW+wYOih75lclQM2R+k2iPdtp+B+OJZQsrgIPsAfRKB8qQQX7OW5MCEFBmXyfjixXaGF8w+OJxeCAiiX+CaIQigPcYX8H+lnpvFt6CvCzCkKYhoKEUjmXmShggYFytquE62/wAWVDGVMk6Ts/a89xPRdlq+D+HX8U7CcLdjwjoOpaDgtk3wLAwiFaz7uJQHlSAWfZxTBAI4xszq4nnt9T+IxXYGF8V+OdbbhZtWfD9BFEIBjCXOrm+ej3f55XJUDFhOBb5Bg7Ivv6Z+x8CtLozn887lPoajbXj+GVyVAxYTmRxVBmyLxGEAMr7MA/B/pZ6CmYnYmuLkVWIzBkCjIXl6dYgYeDt9HA0KhRPMcn3z9HsFMcEsDVkMO9cDQKxDMAkQblg1o5hGrIKWQxQA5bjPK+F8xQ1ezwY78MEIU41HQ4u97PjrgkeiOxJSU3m67k4kgoKNTE70b13nw8poe5iMTHAkeiOxJSU3m67k4kgoKNTE70b13nw8EIU41HQ4u97PjriqG69CocXJoZqu0SQUFGpid6N67z4eCEKcajocXe9nx1wSPRHYkpKbzddycSQUFGpid6N67z4eCalFDgwCn/S/841FHc4CaJu3qcQGFqgdmUhph3maeCEKcajocXe9nx1xMFeiQrDi4Vp5Vl4kgoKNTE70b13nw8EIU41HQ4u97PjrgkeiOxJSU3m67k5BFnnjLlUD838PPQDkXKSL4eCR6I7ElJTebruTiSCgo1MTvRvXefDwQhTjUdDi73s+OuImJolHJyGW5M28H0Bc1wuHXrghCnGo6HF3vZ8dcEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ8dcK7LQcXIpN6nKhsGoFu/wLfmPLlZwFFUXIxKYtLR4m4FOgWBAxNPiNk4kgoKNTE70b13nw8EIU41HQ4u97PjrgkeiOxJSU3m67k4kgoKNTE70b13nw8EIU41HQ4u97PjrgkeiOxJSU3m67k4kgoKNTE70b13nw8MAUVqOzF3vZ8df+4z7DVe/EZwXfMk4wAqaDOz6hTsbQMRpSkXs5cVFmAuhMhM9d8pXnLcA+vUp9DVJK8c/wCNlIjcPHB4NgMkKf1XntTaxZy/J9VkMFrsOJifPfRu4/gtgcNgSM/PKqbhWQmYPP1C32DB0UPfMrkqBmyP161vs4JJTzz1b41Dt25/WXHgn1Xx3DKFMJ4ZePe+O5yRwSQ67vXDt/QVIp0njnuJ6LstXwcO39BUinSeOe4nouy1fBzHkWDsAMDNByKh7rAIGeU5I7Ckynk51PFDKxkxpP8ATTy48DWC1AcI7e+KtipQWSXBvYxzPOIFHJht0Q+38BBqs6NWwz0d6LwQAAIIs+RyfD9CteAQgr2PnlFB0hyVzA8/xe1wHYGwLgHXl+yW+QYuip6/wCKIQDGEudXN89Hu/wADt+CwaCdj556AcmZSQPL9WQVq2O2zB1r7d/SWJTTKJcJ5eePj3ks2vl5LEpplEuE8vPHx7yWbXy/TJwZmAgM/QjCAGV9mAfg/009FcD8rRTB79HASxIWCbMHp5/wT/wCsuPDeO9b7OA2w8/xFLfecKU8LjHc9fRMLoEo2Jf5iknrOlYeUzjq++e1NrFjZ8vBtci0GivzxMLoEo2Jf5EPvo7qrPbW9298/6XWodV557P8AlwDL9+DYjDZArPxyqm6FgLmLx9UiOABYJc/Pnns/5cAy/fgA4X16YKk+Ov8ANPLC8FA1E5/af1z+0/rn9p/XP7T+uNxAXbAdeXn9p/XP7T+uf2n9c/tP64kc4jG05x7c/tP65/af1z+0/rn9p/XP7T+uFheCAIgf4ERX3CiEmNPzxb20Lqbiri/XGpQ5IqQ1g9O+FM7YJBSAZyIcTDy7F4LIzoZ6HLorzEgYcEMbphyYY78PBCFONR0OLvez465rX5l6RSaPEzeIrcgsYHIAdY3vxwQhTjUdDi73s+OuCR6I7ElJTebruTiSCgo1MTvRvXefDwQhTjUdDi73s+OuXBLMoFUNFNtskz3EkFBRqYnejeu8+HimwhEWErnCf/NjwSPRHYkpKbzddycDi8EAFVnBCFONR0OLvez464JHojsSUlN5uu5OJIKCjUxO9G9d58PBCFONR0OLvez464NCI7bKmYpKb1mycSQUFGpid6N67z4eCEKcajocXe9nx1xbxFBGNU02WhO5HiSCgo1MTvRvXefDwQhTjUdDi73s+OuZDcjAtHSdYeNAgTJ7MuDrHc9cEIU41HQ4u97PjrgpVdYRzg5IWmFnFWAQSIBntmr55QscTFATMBxMmLfHHg7lihhOO3NkjZHgyCfgysUGdO4+GdQGC08llPZiibHmAY7VVmjJnd1myPCjCKImNip1hc58cRxVy1kBozsyYt8PAkwVgpDCilGYYyzPEkFBRqYnejeu8+HghCnGo6HF3vZ8dcEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ8dcEj0R2JKSm83XcnEkFBRqYnejeu8+HhgCitR2Yu97Pjr/HPCoGRZCLDLg4rUgTyDMhG9PnrmMwYZoO5AoF+U4uEJyGKoAzZMY3h4gSn00hLo7Tx65tD1kUt1SIC41j/ADT4RGeQa1WthxtmE9kg1pHGfP1zUM1TwlH8JxPqrOhdCZiZxO+UrzluAfyycGZgIDP1KYIBHGNmdXE89vqfT5feMgWfL+QiiEAxhLnVzfPR7vEsHCJRjPs+mBxVBmwDxOLwVSKrw7fgEWovaeOegHIuUkXw/R1KLoBiU1rXXe+PjZQ5YyHE+xfpTkjsKTKeTnU8UMrGTGk5TkjsKTKeTnU8UMrGTGk+mZwYkwDmD441r4GNU7Dx/wCWfPTlVAQOyoZgxwr5QCAGj/PPs0CawCvHsSSTow+ZpOOBIZDM4ksNr/EQarOjVsM9Hei8EAACCLPkcnw/xTC6hKdqz6RU3SsgcUeeBGO0NRF0elzO59M7mxWQcweeZnBmGlBCyv4/ilvsGLsg+uK6TIoAhW5nFxff0+X3jIsvy+vtTazY2fDxp3ovUg0p5365/WXHlv0EPvo7qrPbW929/wAoqbpWQOKPPBsBhsCUv5+gA4X16YKk+Ov/AAz5/Wt9HRbY+Of1lx4J/ETESqIguOWXXfCzSBZ7moQfE8bThaiLkl2C/eec45HoDRBQ4FVm4NfDye8hvgQcAolybM+ONgQESPSAx7YYfHEJO3KYYkzs15/wz23zvTIn7nvi/aMDOWm0jvv/AAT8nBmYCAzx3tuFi3L8nFgu0MD4p8/X/hdaA3Hjh2U5oqAPuz3jG+vl94yBZ8uZf5yGuspkjXd55imswM/fT7/XK5KgYsJwLfIMHZF9/SwywBrKmcaDvOfGYaHmarAz/gNqhXFMXHR1Pj3vntTaxY2fLzNHKYWL21h/PPQDkXKSL4fr/wALrQG48c/q3eCpZZX6JohCKA9xhfwf+GfPO34LBoJ2PnnoByZlJA8v8Xw9ICLkV588WEIqa1p1u/8AOZPFwQVIhhnXhvPDqzERoY5Ozi/94wAjJ/lAumrL4NGTxcEFSIYZ14bzwwLIF8udLR+3/BP9k4JYWXrlodo+DjwxvA8A0wSpNeYoYPqzSTdp9vRlfQ8XEyxKhhETLTjrl2LwWRnQz0OXRXmJAw4IY3TDkwx34eCEKcajocXe9nx1ynfxIIaWtDeeMgQqMWLvBma9PvjN1Y0CUbHTrw+Od4oHqEGfu1G6eJIKCjUxO9G9d58PMDiqDNgHi2cYmMyYXfesq+R3I9SpDlPhi1zNPKNlIRnQpHDvJfh5rClPHYBPlJ3p4kgoKNTE70b13nw86i9L1mpFz54TGsqAYnbK/Bl4kgoKNTE70b13nw8AIhhriFiq+x4nA5k9AAW0HKB6AuM8WwO1gLGgfSl60wQhTjUdDi73s+OuCR6I7ElJTebruTiSCgo1MTvRvXefDwQhTjUdDi73s+OuCR6I7ElJTebruTiSCgo1MTvRvXefDwQhTjUdDi73s+OuAgNiUBWBAJKGTAZ7eJIKCjUxO9G9d58PCMIFt1lgqX2PE5qGUdklKvtZJniSCgo1MTvRvXefDwQhTjUdDi73s+OuCR6I7ElJTebruThuzaoK1zpvAt/DwQhTjUdDi73s+OuFQscaoRQgURkJ4ONhk2xw7mNmHO/DwQhTjUdDi73s+OuCR6I7ElJTebruTiSCgo1MTvRvXefDwQhTjUdDi73s+OuCR6I7ElJTebruTiSCgo1MTvRvXefDwwBRWo7MXe9nx1/nnkEEEEEERE7ICj/h+PEywKhElLfErOuDodAHPYLHpmeKmAZEWhSJphjnmLanQDYiKd5xxEwrkgsqSD2U/wAM+nFPgxp9+Zm8CAqu0MGMTvgmfZii9N+ft9WpIIxF3sXXEQLXQgXDhkEzCcpXnLcA+q8pRa2wNG388POqMrikB5O3lOSMMIXKeTn5+LJlpfJ9MHBmaIExwKW+84Up4XGO56/hqQUg7yLwslJhXMNmcTgYXAIA0B9PQDkXC2j4OXimCq9BADI46vv/AAkPvo7qrPbW929/4JYlNMoswPh4hIOAEIJj21xaE+aKAZ+P/NPn74sIG6io4RTo47SpUYgrMQT5eKROmb63h7gH3zi5sNIEJQKaLV3rjBDQkI2pgMZZp547FHahjPgQwX5Jn/BP96aJYWXkUEJELDEM9nwcFj+lRPR3r+IIcuqOCgw3o/7OIwgFlfRin4fpBQdIMEcUfHGteQwij0Hj+CYXAJRpGcWQwWuw4mJ899G7j69fxTsJwt2PE0YEnAOr33z2ptYs5fk+oyOCR2XNxPjvt1M/4G1QrimLjo6nx73/AAipulZA4o88GwGGwJS/n65mDrS0ghvPMpM6EWKdz/NPha4BCYpS/d/4AYMGDBgwYMGDBgwYMHS1wCV1Cs+7+eRIPSqg4/JotlHXVnPNz+UzRnf8p+BxVBmwDxOLwVSKr/NTBAI4xszq4nnt9T/AIohAMYS51c3z0e7/ADTi8EBURnGQVq2O2zB1r7d/w/4XWgNx456P+TAFn2/gjCAGV9mAfg/1U/GYFWIPYJ+T5nGVqggYDK7M5TvtuvuEA2am3Ux5hzMMnVlxlHeXVMOdVApFBZ0GkfczNcMDMisiW5mO4usXiiiEVxhJjdzfHT6qBSKCzoNI+5ma4YGZFZEtzMdxdYvFFEIrjCTG7m+On1T0plU3GOLOzM08Z5Y2BgWxDTLmoM4oohFcYSY3c3x0+qgUigs6DSPuZmuGBmRWRLczHcXWLxRRCK4wkxu5vjp9U0nyEj4FstM9jwJsaEzMcjGZsXTLxRRCK4wkxu5vjp9VApFBZ0GkfczNcwAJWIFYNRySCzrZVFEIrjCTG7m+On1UCkUFnQaR9zM1wwMyKyJbmY7i6xeKKIRXGEmN3N8dPqoFIoLOg0j7mZrhgZkVkS3Mx3F1i8zssSh6yduX7PD0pgu1KOFnZmaeeJYUhyOZtVRbstKoohFcYSY3c3x0+qgUigs6DSPuZmuGBmRWRLczHcXWLxRRCK4wkxu5vjp9VApFBZ0GkfczNcMDMisiW5mO4usXiiiEVxhJjdzfHT6qBSKCzoNI+5ma5qELBGYSwjZ6xeKKIRXGEmN3N8dPqoFIoLOg0j7mZrhgZkVkS3Mx3F1i8UUQiuMJMbub46fVQKRQWdBpH3MzXDAzIrIluZjuLrF4oohFcYSY3c3x0+qwEgRZ2KR9zM1/onNIxy+MiInyPF2A6e10TLnWwk5EukCnHZXxx7bkENAel88ipOl5A4o88GwmGUEpfz/ibbbbYWLhGKwv3cLhGRCrGxufjXMG4ipqcuHfX8m23FSdLyBxR54NhMMoJS/n6PO5IxwcH/vq8UIAtm/MH255dXvTpb579fVsNF5iqwM8HbcApqL2njnoAyXKSL4eYnFGuDgv593icXwZIivPn39Wy4RkQqVlbj41yWygQxOBph16/wBXPMlltOqv4W/ab47gWxVBUUxOnn/C60BuPHPR/wAmALPt/JTBAI4xszq4nnt9T6dTxQyk4caXiP3cGFOPn+M3AMwQtxnOLnrEzzO5sFgnFXj6f8LrQG48c9H/ACYAs+38ShktCXAg6oa+fPLYlegoXIeTiUB5UgFn2cCxGRIrkIeFy2PFGVYhJt4FvsGDooe+ZXJUDNkfrFr96B9vlxjPNaEkDvAf7OfPDC6hAG1eA3jaKCgl8DPl0xLfIMXRU9fTWhJE7yPG/SKzEXYvs5/WXHgn0DQjzRRJfxzO5sFgnFXjmldvRWJ+WA4vV5nyLJyiOFml+qcXgihRHmRxVBmyL9EmMwugAYLZ474HF4IoFE4BGD0sBHFyi2Zt7vGtfAxqnYePomFwCUaRnMHBmaKRzwtrsWk0U+Oe1NrNnL8H1AHC+vTBUnx1/qp4NKWDAcQjlHHid8SfbbICDOCo+rxuvuEA2am3Ux5hzMMnVlxlHeXVMOdVZ0C0bZEabTrT1wy1SOAzwUwL7lnjiiiEVxhJjdzfHT6tH3DYrnCNM/DT4eBBKgLlApcxR+3Dz6QCMTDnI+OmzHI/zChbjM4yzM14zwxJAlSqp4XiiiEVxhJjdzfHT6qBSKCzoNI+5ma4YGZFZEtzMdxdYvPHBFOqBw7vTrrFel2MGMIb2/nhgZkVkS3Mx3F1i8GmDY1i1mMd8MLBGsuSFeUydfDwcIAall2NYI4W5nVUUQiuMJMbub46fVrvgtM5QK+fw9Z4zehXNe+DBXzBl4oohFcYSY3c3x0+qgUigs6DSPuZmuGBmRWRLczHcXWLwnYTDKEHbPrw5McQKRQWdBpH3MzXFoCKAoWZdYMsvcuKoohFcYSY3c3x0+qgUigs6DSPuZmuGBmRWRLczHcXWLxRRCK4wkxu5vjp9VApFBZ0GkfczNcMDMisiW5mO4usXiiiEVxhJjdzfHT6qBSKCzoNI+5ma48U0ZVlzgZX8Y8cCgfKgQM+7iBSKCzoNI+5ma4YGZFZEtzMdxdYvFFEIrjCTG7m+On1UCkUFnQaR9zM1wwMyKyJbmY7i6xeKKIRXGEmN3N8dPqsBIEWdikfczNf6IQIBkKNUQZv5458QEPcwwa6uDkCQjwAnMrkqBiwnAt8gwdkX39E4vBARRL9MbmwWAMxeOLQnzRQDPx9DZ4XPGxC414z8c9qbWLOX5PpLEp0FS4Hw8VpUlspbHy5mcGJck4oefonF4IoUR5kcVQZsi8EUQgGMJc6ub56Pd5/WXHhvHapcehwXYNctiV6Chch5PomFxCU6Av1ZBWrY7bMHWvt3/IMLqEAbV5uQUg7wD9EYQAyvswD8HIaHuYjRz/q08EOXVHBQYb0f9nGixqYkRirpOnjAkQyDFbUNb5uQUg7wD9AwuoQBtXm5BSDvAP1Ti8EBURn1K19BGidD55mcGJck4oef4iknrOlYeUzjq+/p6Aci4W0fBxMRA0kayPHhxrXwMap2Hjn5V4A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sDuV5ld2aXHYoaDkmn1Wi4H6545m+/lNnyhP9FdvmoOJ4IPkYpwtHGiN2a78l6JqjTDMF1xFN6aSZya7vunXzMK651UHtrK0mt9VDXG87YoLsOCJihRE7cxohtSi2YlXr003ZHNbiqy2eKLXOJEZw5m+/lNnyhNc5jgAdy0RdTu0h0cFotA9ERDqZIdKls1352kQE598nlUNCdaSITWOcYlNuzXemkuHonm8McFF3DeERdEboyC+YlS0yr12I4qA4H65XMdiQmktlvotFoH0zhzN9/Jbl2GxirzgILbwhEOi9SI4p3aEC6ccArMVJuhPu48VDRKEwJ2qE49pt3KZEKESYpjwUByhPutJ9Ez0ChQ2pDtieYxiJ2qEQGi6d6bDYfvUOAPqmntG48U94ew1mhTyxzpjdG1EFxM71eIgEYpoBH1RaSCZ2IxWYhTtG/JMiENICiswzTiZhVpJUZJkQoyAj9zffySs/Qwg7ZBCuuiA26IRLrt6kRwTi6JcdiaZbULREjegYh0Vy3bs03oDBx2ZC2axCDiRRD0TWTopmg7HdlLlduxTerszTIbzSKblq/ynB2jIxV9zi6aYJzrjkbs03otuYHesHLtG/wAo9o1onjkLQ4gDcr17hUotduKbnDmb7+UsaLNxgQVHZO+i8G26V4Nt0rwbbpU9lbzH7Vg4OHBaTLR1djVAsLXoWpafZeBbdKkf41oP+C8G26UJvGu5G7eA3EKDZ2uGN1aN4KXf49sf+K0LG0EfuatKzJ5Qi4WVpX/VNbcfMRgrvZWwr+xFl12O0I/h2pvf6Jx/EFcLqFDuoEGOsLYiP2pp7K0of2qOztG12tTdEmuEKOwtY5EW9mRKLp2YZw5m+/lLXSLpqg4E0TnNxWv/AAmF7gJG1OLAXDeEHvbUNqnMY0ihTUHX8DuTnNxRDjNMn/bBRw0qpga7Z/a1/wCFg1XXYKWiMjSW4HfkDv3JsO2wi+RigXRI24LRcD6KC7Dgmh5BbO0L8O79FRaBrxTr0V3Zw5m+/lEuIA4pgvGJFJyQRK1Ey43BXDMkot3hSXTwhAgVG1S6URGG9RRp9EJdiJRtRqHApoLsBuVQJ3wmxZtqpcwY7zmC64im9NJMoCmG0JpeGk7gAn9kC2I4K7Jd9Vddit3qnaJAncn8Kql4INuRPHPHM338psi2MB7J16KbsrnNxQrhXIzQdjuQigTmk0BRLiXTwT3Mp6oD9ouptlhBxWLUZqEL4mFDRGa/0QL7M3eVBu8o6Uzkm0iTxTTZwRgiNEQU9riNIbELzaSg4E0zxzN9/KbIOE6IRuCJyP03Y71hTitFoH0UF2HBa4V59N6m6Hf8VdbLYO0I6Uyi6/idyoRCDbmJ3qncUQdfwO5FsGQvD/lNtGt2b1dc2olNJaR9MlO4HM338ps+UZb0xdBWi4jI4y2pWr/KdtV2Yoj+K10qTsV1rq5IYHEQuzcHh3ogd+eA0xRXnuF6F+28sXINGzNLbkxxQdvGcOZvv5BJX4bGtH+5X4tmCN9mpGRsumTq8FfJm8wujci29JpB9U8OJddOMKzxwAwUZJr9lqCfTJFyU07xKuVDfSFfbervTZbtlUnGFe2NUZL7QTe4YKHAgzuyTX7KMk1+yhEubMcE02bNGEx9pev7gpbKmv2UZJr9lBH8Jzr8fRNxw3KMk1+yjID/ALN9/IC+JKYwE9ocXdmV2byX0kG4Rk0mg+qJLmmcdFQ50iLoRvPlxisIyZJMlWfKM4uJNU0OPoquV5uGdTuKZBpRCuzNc2ncDmb7+QEOEhX2WhtNlTMIuLtJ28yc+z5RntuiYWweqDTsyOc3Fa/8J18zGTd3G78gOZvv5AScAj2gHrWqu2DNk3s+z5R3AigREOpkgiVqN+yiWNyGajuDNQi25McUHbxnV7gczffOsg4Ai9t9CvCZ0rwmdK8JnSvCZ0rwmdK8JnSpFkzpXhM6V4TOleEzpXhM6UHCyZX/AFXhM6V4TOleEzpXhM6V4TOleEzpUD9zvfPc5pghPuf5TGD0Cr/ktteAAzpr9AmY6o2dwyDd3wUXX9uY5zW0TQdgVO4oi4k1QG7Op3A5m++dZc39HPukOm8f0nenRR92ujEn1TxZNLdEUjjuTRGjfwuwME2+wlgvUjimA0pnnmd758FFtn/ji0dicICLexFlaDPs+UZsuMI3DMZN6kmE648xwKZ6Zm7uN35AczffOsub+j3EHBU/kz3R5ne/cPNg5s/qa5G0tSC6IhuAz7PlGbDYxTr0V3K7dmm9AgRwTmtxRLhFM1l1pPojeBFc8zUdxXuBzN986y5v6OUaMyr0RXNa91KSUTOHBCDtioVDsnBQMfRBocyonV+VicYwQM48EwvxIlXZr6I8zvfPkomx/wAm6TsuLTtr43XYz7PlGfLiUG5XObiiHGaZadxTuKdwOZvvnWXN/Ryi9NNyhs5vZODQLsSCnFwbJEQmycHTjOxAE6tndKc7R1QNEyg7YAQoB/USawgRBNdqGB0bp0iFLYHGf6R5ne+e5Wd12q7crrHSfTK0XiZ2RRXyZvMLo3ItvSaQfVPDiXXTjCs8cAMFGSa/ZRkmv2RIxV10YKa/ZQiCJ9Vea2J4KMm0TwUZJr9lGSa/ZQiKhTX7KMk1+yjJNfsorkmv2UZJr9lGQH/ZvvnWZOAd/RWv/BWv/BWv/BWv/BWv/BQAfU8MsRo4A8UDOIlTJxjBXZr6KJVPbNPM737vSaD6oXnSAZFFDnSIuhG8+XGKwjJkkyVZ8oz7rsFeY2JzzNR3Bmo7ivcDmb751lzf0e4MYoXSb4rVxxTq8vummmtJqTsQLjgf3H2TbO82AwiQiTjzE5p5ne/5Cz5R3Fc+ncU7incDmb75zbpALTNQtdnR8rXZ0fK12dHytdnR8rXZ0fK12dHytdnR8rXZ0fK12dHytdnR8rXZ0fK12dHytdnR8rXZ0fK12dHytdnR8rXZ0fK12dHyoJmpP5Cz5R3G/P3dxu/IDmb7+UYE8AmUI0R3AigzzNR3Bmo7ivcDmb7+U2fKO4rn07incU7gczffymz5R3G/P3dxu/IDmb7+U2fKO4EUGeZqO4M1HcV7gczffyTScB6rHRumEH3iS6zLqpzA41u1J4q0FXXTStVZ6JwGXA+mRxFCEQ4zTJUQsD6ZcD6ZZDa7suB9MuB9MhosD6ZcD6ZcD6KgyYH0y4H0yjZpN9/JQ8MAI3BbSIiDsCILnGdpWJM4kqz5RmwRK0WgfTJvz93cbvyA5m+/lNnyjuBFBnmajuDNR3Fe4HM338ps+UdxXPp3FO4p3A5m+/lGiATxTJA1R3G/P3dxu/IDmb7+U2fKO4EUGeZqO4M1HcV7gczffymz5R3Fc+ncUzdJwH1Ugzkp3A5m+/lNnyjuN+fu7jdmgtE0TWux7oczffyjRAJ4prbrKCNb4Wozr+FqM6/hajOv4Wozr+FqM6/hajOv4Wozr+FAs7Pq+FqM6/hajOv4Wozr+FqM6/hajOv4Wozr+FBs7Pq+FqM6/hajOv4Wozr+FqM6/hajOv4Wozr+FqM6/hQbOz6vhajOv4Wozr+FqM6/hajOv4Wozr+FqM6/hajOv4VbOz6vhajOv4Wozr+FqM6/hajOv4Wozr+FqM6/hajOv4QBawVB1uPp/wCcepA/lWjRqh1M+1Ek/iCT9l2caHaYfRRuJAzTfMN2pouwx79X6JrHVYL1PqmE7s2DgrhAA7SrRhgmsdVgvU+qYTuzYLg29tVi0w5txEuxbZAjOADQ6tQUxhaA2HaOyUS7FtkCPJ4OBUDPcI1sVdimOKgYZsOUV6ig2KDjnQVd/tBsUHHPDYoMKoSMM6qAIw4oSMP/AEA5mwCcmi4O9Crt9t7dKdecy6EQHAkcVBe2RsnIPB0nQMV+ObPhdRdfbA2ytFwPojcc0uGxaTg31ORjY0Didys2bHSr14Xd8qr2iOKAvCThVPa8tDWxVTNFouDvQqL7ZPHzl/IEwO1S8XlZdmA0mZjcg4ss7WzBm+3Ff5Xo1WPZtAocEXmL2122Uz0Vl/8AoEB/sExjbEOJNG4BW8BgNzBiY5oE0rvVoALJ0R4iIJaa/p2INOBsyrOzdrMkeq+v9q1vgGgxRfGlv+qffAJuiAUWsjs+1iuCaT2LODNqL4F68a+c3ntk+qLAzROIWg2Ff7MSnSNbFB0VbgjP+Oy8f13qfZAbkLwwMqHBQ9sqWNikInsxVabZV1ogK/Glgg+NIbUTcqcUXAVOK7ONHcjfbMrs7ou7lLGwoaP/AKz/AP/EAC0QAAICAQIFAwUBAQADAQAAAAERACExQVEgYXHw8RAwgVCRobHRweFAcIBg/9oACAEBAAE/If8A1GZLCCEEdIM3JTuGoGwEkGwtOUovm03v/Jrfl17pQsDJoyvdKVokhDf0hi49nkjm4UgOrmkP4/ahhEAoIIXyiqGFshdBrKApplThsDX0OgkDHyWEOpMMDeSoBKjDoCQoHxUNQPLqrRYiBQkcs4Pw4aOg2Uaf2TMhhmLg5H0W+YDRfEMvPU71igcgWt/ES6RdTmpuiJz/ABGkRQJ2ZgBBdYQGa2muWzUtK+ITVKDmYjlGyHMGIMENW1I5r5gBvmZwhf7hh548ovSUSyEgPRKCUYhGjMGAgAABUGnCAnWBLLod4DDXgtg4hl56nevoLZiLA1VtNctmpaV8TNeQ4A3iFsEIl2DrmDBDVtSOa+YpOrZdaKAYLBVofiAAE2wmed35lORNSqWZgTdnqyoMYQWZXoPeADlAZa/xmErlxJG9f1Odgf8A5YnxCQVBcnEi+BA8oHihHkoM7QCTJGNJWvlNYAA7Vuvf4gSOAUKYoQPwhh0kkBE/aX0BVIWtYVVapqn5+0DDFEywDM6IBGIUABgRMmOR3Yl9UkEGFa0WT+JcpLTe5hO7TMR/DhCRqQBXSGJSjSINHIMbOUeO0MUB0EMEAQDkDAg/MwU5TT5gJyg/QdDttHKzYhoEbTCjYBFq2xFeaEhpBOTK4qAsCoUwtWQIQmWwYJHIjEJbDo9FAwRw7EDOYWxEyID5EKnEHXXrP1JLfqDAvSTeR3j2yQA4hggCAcgYEAiAB5SzNKbB0LbEV5oSGkE5MwxAAUUltBVxqylrEJlsGCRyIxAC5AQ6ROsNhFiAAD3Sh9vUarzr9QxMlW+BMwgI6PiA2dmyvuQjcFohwE0ESNaDKKgAAMCv/hR6rYA3JhF1cAuYW/vRABp3D1KCwMHgKCwMH0qQtEZdm2NuAoKAyeAoKAyfUTZJIWhQUBk8BQUBkwUwm5Kjyhyz9BjJBgfcrgGMkGB9yuAYyQYH3K+jqIsgAbouIEFPpNAAX9pRGJjbWYCgrNUzwKeBSlOJhZngU8CnNDifyGFbXCTieBStF51YCrLZXx+PzDIlwIzU8CngUICXCsTHSeBTwKeBQigAEwE8Cg5gtyKEOfggaoQEuFYmOk8CngU8ClKcTCxBRLMik5ZVAjwKGAxUwbzwKeBTwKDVnA0O88CngU8CgZmUQg4/SezbcYA07DOSYMv0NEAyEYcJbRbQgZI3elSFogJAqlS+JpJfM2SivrGZAToz7BaoD1Psd62/SezbcIIsJYHqWCAAbbf0EOhMnlDlcgHr1VaOLEizQY9CQU1grQw0JCkGeiXRGpmA3SDGqyizmqX+4gIbQOo9ghiiR09jvW36SehA8/AncKdcJXrnKgrzgAyRshYJIDsTAaKCS+OPAaLCb+IaRLYpCzACDABFu/8AkvKJYgznn4gVLECzgl0BxsoeHYrF+YBGGTk629coFtltCQU1kvQcFVGGNHrCwQADbb8fetv0g9MWQDEAVM06M1DFlFMEjFECB+DgIsJYEVZaJqdFWrnyiFH2WipGRADqjw+TwEAtJbURmQE6MxFNXIhyOQs9ZqpJU1ACUEkhycDnM7vRDkFApB1DaqfCAMkbIWCSA7HpbiA1JIQ0iWwbj71t+k9m2hEgFEHfxHeVREWUGEpot42YDBCQ3lyFq9CrLRNRUJCtkt8AIBaQmphERXZ6+gGQcUbJRV1hogGQjEQ2/tAwQI0C4gNCDIawzRJI2lAWPnvDbARAEacBqoAMGfKIUfZaKnoOBkkPmFwWMCP4lhALvbi71t+k9m2gmBCS9CKb7y3/AJA4qIgQ5x5Y5RQkWEsD0DDAAXUPinXiimE3JUZAasDAsAUiVZg9U2ndCG0TAJ4liFZwsRayZgTGX1PPSZNkHVNFDYZfHp0wlSso1iA8bg2qMTth6jwiyAQ+kIjts0xDTJbhOLvW36LlrEtql/ZYc48gtD94QBjTQCy/cU3lH7D9xtAAEAcpikiWty8onmHdrJhd1fzERgzagAIWTGjXeV7hIui8REYM2ogIguJeDgiKzQYIiIwZtQ3AwhR6CAHJAGaIjBm1CBCbgWVQC1Mmg2XERgzahE0EqX+5YXFan94GEWQAcI6kT2UrI4GGzD/ySxzhEsgrOFJVKQQLIUErkMoukLmiWxQhA89g1sQNEcqABJAIKo8pXuEi6LxCgdvL3OwmiYiElXLJqpJptKIjBm1ABJAIKo8pXuEi6LxERgzagAkgEFUeUEWAgkBGtfoiRgW7+kLRIZ8r+Rp258i9T9hCUwLYJFn+5rbQgmBS/wAgroCcnaHg2JgHAExdvVdls6SwO1z6GvhGx6Qw6GweU73mZzz6ULBAANtv6pp1tH2GztFWWzS9CQC1lNRCEkW5pKJROB1Bh5Qwj/rlCdCSUSMsvnKkDVGcrA/GKxwA4GocOo0BA5oQzKGwZfX0VJBAlpK3lHKct0MCrn5gkoGG/txd62/SSpAbKwIoy+o8Cqp6sKDRGYb0gwf6qoAAMCgBhAcADE6J/YRAgkB0liduPSpjQEYAsz41ZYjJ8XOJ79IebG4qOrEsv7AK09gz1hYASw8/uKPhM8kYNAKZfmKqFnb/AGI5kDgODp8xyrhin7mRGxIa/MJsaf4EaCAAcWvmHqgByh0WrFQMFcMmo5UpkhHUGHGghoOoX/zi71t+kmulGVqEDTuMPAgSPzO4EGMAZsnKvppYwJaMgGxdCBg7pDafu/qZyoK84eBAkfmIpr4HoRfAfQEQpDIUkbEwqYHKDqncCAIAZzUPAMsiXVksn0Q5ASaegEkvL4UFLLYDAAgwFtnvCitZnKPKHLOGaJJG0UDFoUFSQTUrC1QHqZne2uv1LEKi4netv0g9EWSSECw+aC9EJBsYAkHRzMDg4PTAWIIiwaxpLyTA4IaNEGhsLeHRbwwMEQJVQAjIRgYQ0uVOCVCjiGtJQNyv+RDkhBtHjyKgkfeAMclov1DEUQlf04AQC0hNTCIiuz1gfML0n9xqNlsB8fE5OjDUeUeRK0f6h4BBkQUSAu7hwlWNGgh2OthyX/IiQBM2hi1PkEcbvW36SRmIkdxQgUXqPAgSPzNNOXlH0LBAANtvMBooJL4jw5qCgIoYFdXOETAV+P8AyB1MZdREIAXHPX+zzZ/kwGiwm/idMJcrKN54QIADJOviLgTbI6S8kgOdFWi9CFHeWZxxNQoL1BHXnMQhA2WYA5BgCQQdYQNO48fetv0lZIzPKdcJfoGAAA6beHhDuiBhpktwkM0SSNozD5yoOoTRamsAm1b8wgIiJPU5zoq0UxlYV5x7nqZv9TGVAfjGZAToz7DMgJ0ZmcqCvOHgf7U7vGYYyuG5hdGyAetqAR12eT0LVAep9jvW36T2bb13JRLM+wxp6CqghyYQki3NIKASUVnWxHWGzThIAQtMQR6ADMFGCwEfQQt404GBJ4CvvAgcA+NFNfAgQJBxRIBNmdw0h/yBYbviEDJG7gIYokdJ8giKySCuLvW36AU4BLf5dH4GIe6imvg3AAIwcellIzEBDdvtAJSgUyGn5jLeDgFMoBojRiQQDgdYZVTM7Dtx0tfKAsnNcoq4CtThVzlbkFk5rlGAkislabKVgR3LheApBYNdYQYaKm/JQvlAAMxoYQXBm0dQhHrN7qOlr5QFk5rlBbbcHoEMjYRsuUBZOa5RVwFanHS18oCyc1yirgK1OOlr5RKJb3+28xpEIBK9vmJw54CO7hYIACrirgK1OOlr5QFk5rlFXAVqcKhR11aiXIwrpiBWAAZP7R0tfKAsnNcoq4CtTjpa+UBZOa5Q0zvIFp+gFFIYC1hGvKUDUgK4aP1jfkf76JamwjUaFeo1s3KipmFJA9iYXAAKJWK6wj7uAFOzbcQA07DFZQlR4iRIOqB/kHCMsHiZkBOjPsMyAnRn06qtHHWWzS4S1QHqfY71t+gGknCIAcZBJDWbcoC9nnxyAhIKIeh4uzbcYM8ww44Y6r+Qw4JbHX0PAgSPzO4E2Sirr6AyAJbUaewDIAltRp7BDFEjp7Hetv0DCEM1CvQNCAP2QswiAxCxyvj7Nt7GA0UEl8QkWEsD0QkGxng8BACdRQgIAEFg6zAaLCb+PYwGiwm/ifIIiskgriqowxo9fY71t4jxFcAxLwKeBTwKeBTwKeBSqkyLDQqeBTwKeBTwKIkgYYTwKeBTwKeBTwKeBQRQAAAAGl+OnALT1gynoU91u7hJYTEfNcQylQbhP4g1cAWQ09hspF/ZQplDTDfA6ASRY2hK4QgxmQE6M+wzICdGYANOwwIHALiLVAep9jvW3i/P8c+E8qZapQO4yEPqGs5sQiEy0jD1fZ94kZ3G0QbQ6OAACgAtRwrpDAhICwePvW/jAEACDkGUr8AgIuoQZAAsdRx9m24ayjWJ1wlegIASU1OsQkG5m0FWHEIkEskb+OAGQBLajT2AZAEtqNPYIYokdPY71t4vz/sRmBkERGilnJIX59rvW/2MK+AKVyMDN6gFHH2bbhHTAQ1yxCooXZbOkCDRwA0g4GSQ+YimrkcOEC2j2gIKaSFoOPAaLCb+PYqowxo9fY71t4vz/rdVWqjrDRN8BoGVYYdgRhAGTIHlUGJXQV4a5TZHKSAW9wsKUDRIfuCIggM6S/1KCWLAdnYbzPRDJE6zUeJBEgSB/IXotGS++J3rfxgIQADJMAPBW8uuYcGo0eN2bbjDBJAVGciub9TwIEj8xFNfA9WZAToz7DMgJ0Z9gtUB6n2O9beL8/61yBogsMQJd8BsGHaxGnTZQ0EgGJFXntTEViE0FEzmGA0AQgZuv5HJIBhDJ1hTX/JF/IRiNgHYEnUWNI3AqEEsEvMqdDSK6ZzF6lhgYK2OB6zvW/jNPxT+4jYFhOdDXSHScGmHqfDkslALQ7/MAlKBTIafmMt4OAUygGiNGJBAOB1hlVMzsO3HS18oCyc1yirgK1OOlr5QFk5rlFXAVqcMBMMMVkf2aTDtWYq4CtTjpa+UIAkagKgwA0YU3HS18oCyc1yhsg6AiwfKOlr5QFk5rlFXAVqcdLXygLJzXKKuArU46WvlDQBJhqKuArU46WvlAWTmuUVcBWpx0tfKAsnNcoq4CtTliGA5YEBZOa5RVwFanHS18oCyc1yirgK1OOlr5QFk5rlDTO8gWniKeiCTLt/ynb/lO3/Kdv8AlO3/ACj6xEA3qYmGe4DPfKEGLQrSU8ih29lmAySssk9niLTSTYIBA1cauayCQP54e9b/AG0tTYRqOQ1xQ/f52lRUzCkgexMLgAFErFdYR93ACnZtuM8AyyIYYINX/vHgNFhN/HsYDRYTfx7FVGGNHr7HetvF+f8AYtK0pxLJUKHwgxSyCAJCvV1hgACPhVkwjkIKXkF9AigJnKRgWNOkEmAQA/pPD3rf/wCB2bb2GRADqjxsyAnRn2GZAToz7BaoD1Psd628TYlCwYI35zzaPNo82jzaPNo82jzaPNo82jzaPNo82jzaPNo82jzaPNo82g6QTBAWS/8Af/A7Nt7AIASU1OvGDIAltRp7AMgCW1GnsEMUSOnsd62/SDFIN5D/ADDMqAtXWfYwGigkvjjwGiwm/j2MBosJv49iqjDGj19jvW36T2bb2GRADqjxsyAnRn2GZAToz7BaoD1Psd62/SezbewCAElNTrxgyAJbUaewDIAltRp7BDFE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HYqDCZmQgASI2qAIpAO0L4eJxbsyojUkmpJTnC0dpGTkiBaPg8FUuyg+KxV3wnudm53/AIIExPBEPZpbgVGHTxYYlDCyXGaTuUtbIw4jw/sw4RJ3I6Dscg1iq+JhrjnD6QmvwyayOKwgTiZh4KyxNBrFR4FdkzlXZM5V2TOVdkzlXZM5V2TOVdkzlXZM5V2TOVdkzlXZM5V2TOVdkzlXZM5V2TOVdkzlXZM5V2TOVdkzlXZM5V2TOVdkzlXZM5V2TOVdkzlXZM5V2TOVdkzlXZM5V2TOVdkzlXZM5V2TOVdkzlXZM5V2TOVdkzlXZM5V2TOVdkzlXZM5V2TOVdkzlXZM5V2TOVWhFmzVOzuKy832PcNOrpdaeU9xWXm+x7utPKe4rLzfY9WJ6sT1derrdaeU9xWWJoOltHge4aJvVUutPKe4rLzfY9xN6y08p7isvN9j1YnqxPV1TeqrdaeU/nrQkBpaYEpsOY4uMAjJBrcOOs+ixNAo3EZVlLgKzU+BUKZEXQpkRdCmRF0KZEbTN0KZEXQpkRdCmRF0U8VMiLoUyIuhTIi6FMiFsTVMiLoUyIuhTIi6FMj53Wo/wP55+qZdIlY6Y8UxNNyDm4cdZ9VhaRBbhMqy832PcTestPKe4rLzfY9WJ6sT1dU3qq3WnlPcVl5vse4aJvVUutPKe4rLE4DS2nwPcTem7o2nlPcVl5vserE9WJ6uqb03X1utPKe4rLzfY9RnfAjx/ImejRN6br6XWnlP5r+iz/Z2S0mWbhuaVNR4HpWXm+x6ht7vyLuk3pvKnoWnlP5p9o6f8RhP1TS9xcHGCPhkRe+YxYoHgvh4q44xekoMxQayeCxAxhZi4qyzznLwKhTX5XQpr8roTTX5LBtUJxI37LoU1+V0KaoeKhTX5XCn8Ka/K6FNfldAH8Ka/K6FNfkhImu5A7lNfldCmvyuhPd/3NNUKSDHC61H+B/Nazpmfhk/ZC1tHZZSaBSMrn11jPBTi08WKYQwvhwmsb1DXQMOE8FZeb7HqA6cr3I8FXf+Up1BQupdaeU/mg11n8RxyCGP8NgnIzi6dl5vsercncF63UQ/MlDoWnlP5pjrLCCP3Js/B0TMVX9XDP8Aj0rLzfY9QBuQuEor1u9U3hfW8cUOHVbxO7qCAgDdW608p6Fp5SuyZyrsmcq7JnKpNkzONVdkzlXZM5V2TOVdkzlTf6TKmNVdkzlXZM5V2TOVdkzlUD9zvr1HZ/yVZustGXQROfTss9bYPA9QVO68oXV6DVE0u9U3h1LuCpv6ul1p5T0LTynoZHWGXFDCDANZYfomY2lzK0w/ZM8mjozBTnYdLGIPyTdA48Zl0dE+Z316gTbfiCTkGuQJs/xLjsLxl07LzfY30PRgp15QvKCEIQhd6pvDqXcF63Fu653BevUWnlPQtPKelX+DCgZdM+Z316izfZsxFvihP4eBvxjp+qbwUp3SM3CUXbEFrC4oJtwVVUdU7gq77nXO4KNlx4Ku++qJTz/iehaeUp3Bet7xTEDATchoyfBYZrlkmBsaR2hObaEUioG9VO2Mk0NyIKdj2OgKWo+Z316gfHjwkwrI2UF2LIOnp+qbwRU77qm7PpOAzhN43YVKlwF05pt0DNBu/pBsZ3O4InxUr1N7rs9i9UG77qIp/lPQtPKUQoN4dsVqKaVAnZVeCm7RMkOMotZGGcQ4rE6NfF/CBEEif5TTTE58o4syZR8zvr1GJ34fFZD9Z/8Ai/8Az2DY2viLyRmmhr3S50SRUIMxQayeCxAxhZi4qykHP9s7CoRz+SDVCaqo8UHwZhYdqPgFiJNLrTgbmztTuK9CvVQpr8k1bU4hNJ3qFNflcfAIlyaoRz+SIrVRuR9U1Qi6Dd6LwTVCcNg3KDtVo0fsPQtPKU/gUeN7xuMLDNUa+OSp/IhPwuYA3eFiNNHEVhmuWSe+kiVhJrwR8zvr1HwfgbInGE1p/DwN+MX6JgqcWnMzCGF8OE1jeoa6BhwngrLzfYpyDYzvamogojDGG53BV33OMKdibwRHiiPBet7SMkJWKcym8bqb0OC9F6rK6q8CjJubhIKiaIXNTaIO3I0hOxNpw8bnt2lpjoWnlKcN4UOjO90BpDjOaAphDi5HVAiImR8kQ8wNweU/EBJNDtCdqy5sGqdlV4KdZjDhdtVq0RhMSj5nfX8hZeb7FOJyTbhCqmpyf6LF+lUujZKK/wBk3gvUoypG9A9CiA4Iyqb0OCB2IsFzYmF6psXO4KBlPQaq3OVLm9Bzd4ha7OT3Wuzk91rs5Pda7OT3Wuzk91rs5Pda7OT3Wuzk91rs5Pda7OT3Wuzk91rs5Pda7OT3UEzUn8hZeb7FZoO3XNRK4KQZlWvogiSrMNOi6F/siv8AZVXqV6r/AGTeCLYyQbGd+KKIyoml7pv9U3Zd6IcbiqoIJvBaND4KhqM7nnc09xMpkZ/hFEqqAURmnJjditfRC6x4BDiiv9kSnWgrFYTXRElf7LCDUBZIOTSRdg23Y9l5lCLvVCbp/wAVi3FNM0VE1YtyY4bUATowgRuWkKGLrTynuJqDic0+v/ZQLDBJTD/inNJoJhFNVoOChZbUDuoExFPRnarTh91EZuWHarSfH63eqasGy4tjK4Fpiqk5pnD7qdyC9U1jTXamQmn/ABR43fJRGSdxVn6r0CbwUblIVp5T3E1MCqc01BPgKE1OkisXGDd5UUWUghQSrStTkm8T9kE5x2qzY3CQYWgZgoRsWMJpwziTkNI5rDuKKBTnZqcO1YVH/ckG/tQO5qtHHZCBTjvYjNzI8UVpbEUG4hO5Wlnh2Zz3E1NLSCJuwkZIGRMqm1eh+i9VI2JhNXEZKfW5xeYVUP8Auy+FG1Hhc8SEdETsUlWfqmunMKhyVSnnxuwbM1h2JvFOcNhWLenfuAgpzf3JrvFSN0J0RkmvMSdgVpwyRdEKMWhmi5nzUpzjmVI29wP0iMDZEJuiePoUeIuLjtUIOGY6AnYI6EkysTc+hLTBR8bpdleMZmEAcm5Xlk6J6AcNiJ33Ob+674fjKFkM7/Q/RPmdJsKiwzS9nAdwTJGwxtTfX/1KdxH3u9AoIjqG8T9uob4hBo29F/gJRwiSFJaRxVqYyi6Gwi05jpB8aJv9D9OkzgO4W8T/AOpTpEEO3LE6Di2QpwieCLRtWF2dwnaJWPZMXNd+65k7ZN7/AACs3bTM9Cz4fdcSg3eVLSCjoVnahLaxVOwiC4QjWZUOEpzakO3o/qkjJN0YMVXxKySg0bYThuN7HfulNaRUGqdQ5U4qDsVBsP0R0ohOc1tVpNnS3JxLTEp1oTTCSFA2dw2Xm+xUESoAi8kip2qj/wCE2QCWjOEOKlgmq+FWE4birHgg6ZxQrMidIJ7XQaKAIQYYoVZiBFKeqs8IjL6qXEoNGxWbZmo6v4oPomwBWU3E7Lchhks2lNbJ0VB2qGiFaYgDn9UcAib6KAdqe07GnuKywgHS2nwPUU2GUeNz+JVm2YoE1jiaKzDBOFPeYg3WnqpLRKDzMi+zIaYp1gxTTd0rT1+vStPKe4rLzfY9Q/gUeNwDxKgbOjIaJ6Inq69O09fr0K3WnlPcVl5vseofwRxAiv5inTtPX69Cl1p5T3FZeb7Hui09fr0rTynuJhaG6JmpWozn9lqM5/ZajOf2Wozn9lqM5/ZajOf2Wozn9lqM5/ZajOf2Wozn9l2dnzey1Gc/stRnP7LUZz+y1Gc/stRnP7LUZz+y1Gc/stRnP7LUZz+y1Gc/suzs+b2Wozn9lqM5/ZajOf2Wozn9lqM5/ZajOf2Wozn9lqM5/ZajOf2Wozn9lWzs+b2Wozn9lqM5/ZajOf2Wozn9lqM5/ZajOf2RcLJkn/M//FqM5/ZajOf2Wozn9lWzs+b2Wozn9k5uFlRGt7f3laT+lkt8OqfUiitJ/SyW+Cc86we0D+OpGMYtzd6cH1LLOnFOedYPaB/HU1Ad4FMY8U0qeqJdm2yBHUwXBuLarFphzcCJdm2yBHccuHVEHIoFwyWKK9TJmRuMISMvFYor1NUARl4oSMuqDYoMqoSMv+AqZprP6Mu4r+sWA+CxY24d8qWkEeCZ8NzXS6Coc4A+Ju+ERo7/ABRYYwhsoHEK5Kr27s1hxDFulP8AiFrYdAUkwFLXAjeFAe0nj/YNh6qxByxJtm2wa8xtoAvxGrmJwZKwwADS2bVa6NidKuPNNBcHeIVs3wCtJ1hZQeK/C+Zq/Euc0E4ivw7wNLE2qt8YBOLarBowkSYx5J+L4QluqxMcAJIz/sEOIq3JAkauS/qNmEcLYnNS1m2VieySoGSLoqUXxpHNS1kVlOEa2aa2KNyWkyaysDmjDuRDGxKDW5D/AMs//8QALRAAAgIBAgQGAwEBAAMBAAAAAREAITFBURBhsfEwcYGRofAgUMHRQGBw4YD/2gAIAQEAAT8h/wDU5ayQBpZF7XL1YAGbwc3OS3zoCyXwzBm8/kIKAgAlWiNKhRoAEkciFsCnfcsoCaGJAnV8H3aOPEnBWjaNkLNgUdSAATvkE4/2AcYAo36oBJ0GpuDCjAQCjW9OcOxFmNK8neaqmyiCnXrDpbDmoyFjAPftiFqOo4PjENYZEC4i9aTQqCxcFsE3GVmtAZJ9IYTgJOo6fd4oyBREik4Z5KQBQuZRiRBLmXSN7jHBXmyo1bWI0Bar0jUa6UG87PiDG3hDkkm72gwQ1bUjmvXgTzGwQWLgtgm4ys1oDJPpLNgErfp/sUZAoiRScbi4MmELi0PTKgsaBHUAYRDEAHYdiYJUUlrAeTEePDLegcjCExkA+hxD0MhHpFOvWEH2GSdDf/daBpFbw7cRiBp7+cAhqwSNPSNx7yBUwJgCIFY0jsWtAqoSMBKGhYCoHlQ7HqIM2iRQXAFBkgSheJ/WyAMVStixe5OTB2ikU18xCFhTqF+cLVVAQAqC9rEDBEYGXIGxlsAGCHBIwYZIjhreVr1TWXv1TWagBo67eUTBLIXr1gRykBkR0xL/AAIA5QEVYAPdLUOFwC4SbNyXctS2Qi1CQisAWDQ0xD0jogr2EB0DIaROTMTQV+J2hF1AF2SN47zYgHBDBgVCRaBwSWGguBHKQGRHTEv8CAOUeoQw5CWocLgFy5e9SGXmV3YW4POBuEYH3AhKmQ6gZelQHL4mRYZ1HVpxbol2POWUFghwSMGAERR9MD/8IWQQNZGFOAABDLZQ+ZpHyE08rabjENFquV1oLUv9Z/8ADCUnFNmBpsEnYC0EamsdyDXsc4mNPSKZw4P0yDlv8xyvmZUuwp2FOwp2FOwp2FOwp2FOwp2FCIjW5Z2FOwp2FOwp2FOwp2FOwp2FOwoREa3LOwp2FOwp2FOwp2FOwp2FOwp2FCJfpDOwp2FOwp2FOwp2FOwp2FOwp2FCJfpDOwoECIICBqv0Xz/hxbCA534ZbCA534ZaoD5nwy1QHzPD6bb9F8/4cQyLIXz4ZDIshfPhkMUSPLwyGKJHlw+m2/RfP+HWKZdU1Xx4dimXVNV8eHVRhjR6+HVRhjR68Pptv0RwLlDZXhhbCA534ZbCA534ZaoD5mdP18ItUB8zw+m2/RfP+HEMiyF8+GQyLIXz4ZDFEjynT9fCIYokeXD6bb9F8/4dYpl1TVfHh2KZdU1Xx4dVGGNHrOn6+FVRhjR68Pptv+0lB5mD4QvJP3mnayp88oABAK4hiyiAgCPVyHsZ5D9FZojMGLUv1DZdBZhAEAkB0OcRmDFqX6hsugswgCASA6HOIzBi1L9Q2XQWYQBAJAdDnEZgxahClF7BQgCASA6HOIzBi1L9Q2XQWYQBAJAdDnEZgxal+obLoLMIAgEgOhziMwYtS/UNl0FmEAQCQHQ5zRMdDsCX6hsugswgCASA6HOIzBi1L9Q2XQWYQBAJAdDnEZgxal+obLoLMIAgEgOhziMwYtS/UNl0FmVNRKAJT+idP1l+obLoLMIAgEgOhziMwYtS/UNl0FmEAQCQHQ5xGYMWpfqGy6CzCAIBIDoc4jMGLUACFAyTQbwgCASA6HOCsBgi9D/3LcAghY4H+Q9pIo1tygGcYRJAs40ICfRzHuYCD4eIZFkL58MhkWQvnwyGKJHlOn6+EQxRI8uH0236L5/w6xTLqmq+PDsUy6pqvjw6qMMaPWdP18KqjDGj14fTbfovn/Di2EBzvwy2EBzvwy1QHzM6fr4RaoD5nh9Nt+iGBcMaK8MIZFkL58MhkWQvnwyGKJHlOn6/n1/XiQxRI8uH0236L5/w6xTLqmq+PDsUy6pqvjw6qMMaPWdP1/Pr+vGqjDGj14fTbfovn/AiIogCdHxUsF5seGWwgOd/lWArb8S1QHzM6fr+fX9eJaoD5nh9Nt/1E0EjfXsyYDHvJA/MCkNwCI/L5/wLp+vEHYQn6+GQyLIXz+X8vxIYokeU6fr+YyOA8ecCEcHfgQxRI8uH023/AEkoE7SyZ41CPgt8MFXAUBDvcQ4qzAB8AFVhl75modiDXsRFaegWyhwTphZXXlUeI5Yz7UdrVyivgD1OEojN8o7WrlFfAHqcJRGb5R2tXKD0gczzNKMO1q5QyQKYJlCURm+UdrVyivgD1OEojN8o7WrlGmEaxAJB3sqO1q5RXwB6nCURm+UJAkSLB0Z19/pivgD1OEojN8o7WrlFfAHqcJRGb5QDEPKFfAHqcJRGb5R2tXKK+APU4QADMCyuCBsb84r4A9ThKIzfKO1q5RXwB6nCURm+UdrVymgEwazW9I7WrlHxQDhyaO0JRGb5Q9RWhyP/AFUYQYKAd4GQOVk385Y/YSE+ChUhErIJdJpnylhYe3ObrENnqrzlZ7AJDf058n4FgRsU+/bg1AGruEijdCAkTzeCWwgOd+GWqA+Z8Do+s6vrwLVAfM8Pptv+ocWyKj76QAvmjKf8/P5/wYEMBY5eXAHYQn6z5SZeABJouGSzkgfkQyLIXz4ZDFEjy8Do+s6vrwIYokeXD6bb/qICbLLe0LhpQUJl7V1dL1/L5/wIJAN5Tq+nCxTLqmq+IQD9pl4MMfCcUiG9uNTjIodqMJlOzwSQBJwJZ6TdfgHGGTDjCI4VUYY0evD6bb8Pptp2FOwp2FBayCgalTsKdhTsKdhQEHFKbf8AydhTsKdhTsKCKAAAAA0v4H2f7RuKbogD+YgIq1p9jwOj6Q5EBWXAthAc7nR9IHCAIWIAAAGBx/tNacj5cMMfCeD8pGdAec+XhlqgPmeH0234fTbfg6EERaM4TYAsxj2PSCqsEZRdalXtCqiiDOfILo4uHLQ4ZayXzFnKBNaLV+34/db/AABxF1NCZed0yH5/n+NhQ+R/Eaxg/wCT+XAhkWQvmdH0nV9ePR9Z1fWX+m5X7TnV9OGGPhPB+UgM0SOX04DYC+D5SZfyEMUSPLh9Nt+H0235ICJYwSF8QAgIKAH5/db/AALi4XQVAQ8NtL88MfCQJTwNp/L8fv2l4C9uFimXVNV8SntNw0Q84DFD3OHR9Z1fWf24dX0id045BjOzgCCHg/KSwjHK9uB/L14fKQrvg+BIo3QgJE83GqjDGj1hwORvCk8nH5H8Pptp8pMvEEBBD6qULLIZyHT/AOwiYVgVkD5wyYFLZoTvyhGHAUPIrhkgjFAI2nBpBPNWwQJdSFECXQMfRjGFPut/gXMKcKrnR8hn88MfCTo+sGBAXlwwoPM8ARIGt6gLYfa4lsIDnfAv1Cc+E4BaUQ5QNATLIkVjgJwtpyn9oWwgOdwvNTMCoBJ+WRG58PlJVrX+YEI4O8zcAgAQcGCABgPrwGEAgDg5lg7AXwFqgPmZ0fWfR8/w+m2iA1ChQjLri44UWOYa6wrBoPJbPUwnL4GF/kbAW4NB384V9oCaTNeUXI5AC9sKt1UlAgnmCrNU6xh+kMKXgGBPut/gDbyVBXOAKhKSBarfiU4VACnmo41MAhQ8L+RFaegWyhwTphZXXlUDESC5AJhyICGgwNqgDFDzOuUuInmo7WrlDRHrkRO6cHxP7MCjYX7TXvLErbZiGVo0GahKIzfLgwEkCMiWjMNuU+UmaBrVe3lHa1cor4A9TlgmxVesyrBWaoypGSL85sMOsdrVyivgD1OEojN8olbbMQhRKOgnT9Y7WrlDZ0RBs4JrNMTg3iDRLE/tHa1coh2W6L9oSiM3ymGD4AJtYAc6frHa1coQtW0ZowALJEAHCF0D+H020+62n3eQ4lILG9gf7Ah5Fgp7PEr1QLEgFuN40vWQQvmFvFVp0By5olADYGELCtqIHzmM4PaiZRiCdkHudJ91v8AELbf4kGodA4A8uKLsxThMKvLmFh7c5usQ2eqvOVnsAkN/Tnycuv6zIjc+P9p/aPEyDXrFxSAy3Pv2nykqozjTVfHAVgCQbUfHkp8JAJXBLECDwCzMvEPKifvLFMuqar4lyzQU+E4ABIjkhMp2TDGWCYsgSNVwAM0JknRgStgxkwkEJKA19ICIJdgua05Hyhhjrw6frCigiArXOBUQknIjnFkJasuTgDYIG9fh9NtDhckEPTES1cSvfUTBFAbcoOVXBdlul6wgJZO0Q+bHkIAUFSIL1z6QgSAK2gD/ACeaF6jeK5wnL4GF/ky4RsSwDmv/ALLO4BE2KE+63/8AB8/IeVmvedP14X+m4kY1tP7T+UIAZKG71gQ73A8o0Q1vC2EBzuE1qoxznR9Z9vSfCTNAbTIQlJNN+UYGofEthAc7gCBZcHnKKwFbQAAE8kBBOyNAKIwAhoksnh5Y2sZmGHqA0MngZPWf4gcGtefftCB5wEeHT9YAZAecBYYn8oWqA+Z4f2/C0U5tnO9o72jvaO9o72jvaO9o72jvaO9o72jvaO9oOkEwQFkv+/8AB8/IiKIAnRw7CXwf2nKwOHyTi3lBmRcin3Oc6vrHiZAr1i6gCIQ1M+3rOj6z7ekPawUJmhhj7ek+EmBG5zIjc4QyLIXzwKRkFuV+mprTkfLiYTQvrxwwdYnD44ZOEXAaMidH0id04wexAhBWrnwkIIIY8kEMFo4AFKyAdq/RMpJXN7D+iGTyp5YQhJsueUg5qIpEIhJJYAsxYGgx6z7nOdX1jpT7XeEznZOj6z7ek5BEn4gYz0TJX9nlqD859vSBA/cCgEWABOqimGAIQdBNisFfHDSjwawOzidJksSsBe/DDGLMPZ6wKN3tMBq0WxC/xig0VmtYYAuTif2hWVghiCDIDZhlwAacoI4YMOy8hCnw+m2/Rf2gkthfTaFBJEDRxncr8/5DHckHGYioXOfxnRdYMrg6PWBCOBvBhIAE5KYGKwcp8gTo+sFjNoMfMApIsvafHdET2NOeQ/2CWWOIQzQgCABGDMMPSBgO+U0gdk+/aYEbnwbCFHCM7IB+8FjG7qgdzhOr6zDAxVrResr1N/yeYFn3eQmPzmXyjQRyIYYv6M+1zmP6VAv+rMrJDQIvEG4YM+m2/Rf2lrWziArnozdYn3+Znwo6ELJKHnCvqP8AJ0XWGxCNAJzng0gX/eCgVgZ0fWLmwe+J7IoGigAAWbn1W0dX0lMBYmE10gJypolDrzlxEYnnUx338oc2xsFYhggFgu/WFBOBrFoC/wDWM1pUtVKOeNDBZYggA/u8Zup1LlJDIAFQBILy9VBgVxPtBDkjQ9YAZvCmWYe0UBY7QCL7mNEK1ecFCHLpKCbFTo+k3WOVzOO48wfov6QDULRfDBT5/bhYgADfKI2HH9mH6WhgZNqDDoJMStQpsjjMvgTA91/3heBAAVCB0yAIQJGLg0nY8GXQC4cOk2ISEgSQIKI1gBIGiicpw4BIJdcb/EGaLYQSCQjumRCaUJ6Gqplw+ZlBB6/bg0Gqac4Cdty5/Rw7cGhh2IxVIH7TBKgLDKgkgJH6QKminWVi6f4MEnZg9bEKYXHoQwkh2DZTh9tjek5hJVyhwgbVFpC6s84NAI08oIdgBj9AStLcV3nfEKtwLol73r6Qq0d70PDMSTgMFpJB9n/v4rJQQrFQknJfFiRbmDhEGD+AOYDURAEKLgBOoQVnHHywlQgtCCEss8AJLDIX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P4UZzZrxjIcZG6MuB9Ms19PNXRTzV3FVlCGq6iYr5KK1RiVezpy4H0y4H0ybxxWB9MuB9MuB9Mm9YH0y4H0y4H0yWfKPBC0CRdhQ66IU73K/8v8AKul7obxRIE8Fmi7eUDcqIBwruKkmfosBlwVEAFKpoK6HjobPlHgj61LTCzDfHBfDLsMew6N5yUwFU38yoDRN/VDsyuOgp3Kz5R4IaTCgNafVTTFA2Rk70B5KA7HhluTRTfwR80Q8CqmB2DeBr3yz5R4IAD+uVwZtMVqtXxCWjyCBbg8ogbqBZ7qCqED6qTij5rGcs5aaCuh46Gz5R4I0RXscCjJzjgjBNVQlRKDIn0V1zK+qzmmuWFSchVdBTuVnyjwRnZL/AKKNyOeTd8yqwPpigCaCiD3RMo+ansyB3uz5R4I2tcp+KTKpqlQ0QAFgpZAhQHNpxQktmFmw5o4oEyoFFcc7DGnZpoK6HjobPlHgjXdmZUNrKFxzvJCsneUSAUAqyv2U/Nv7NVKntU7lZ8o8EfO4SviccE079/BZrrwyQ8m6i7EblJIWeg4RBy0UOB7VVA7xZ8o8Ds2nAuqntYJ1h9Fs2dfstRnX7I3mwPJUCIDVqFNN1o3UdKGaITf7bMD83pwWozr9lqM6/ZajOv2ToY2Y3O9lqM6/ZajOv2Wozr9lqM6/ZbNmJ+aN/otRnX7LUZ1+y1GdfshmNiD83stRnX7LUZ1+y1GdfstmzEfNO/0Wozr9lqM6/ZajOv2Wozr9lVjcT83stRnX7LUZ1+y1Gdfsnf22YD5vXgtRnX7LUZ1+y1GdfsqMbiPm9lqM6/ZajOv2Wozr9lqM6/ZWYP4R4HBUDD/ELNpwLqqPIkDQWRk44fTQETCLmC6zdx46DVDjuDkzfTfoAb4wIAnQENEyi0MDINQ3wSCoGGgBO7QFpwKpP1cToK/oYVNBe36CCoH+gksiZiqvvFkWjGJWNSJWsMYxWa4H0KkmAgJqUM9tcKoBus4wE+7EWYkzvTWt3iT6K9u3/wCCx+YJpfaWj7Kc4FyH+2jvBt074bBs8BSVaX7K5T8Uqw+qe5wE1k+SsL3/AG057iQIzo3oCbheLx/gK87e1Wc/h/wSHBFrsCmhzZDcFF3fe+qvxnRCg4IXGxCBtbMXpTXt1mKCs7dxXw2iAaHgP+Xf/8QALRAAAgIBAgUDBAIDAQEAAAAAAREAITFBUTBhcfDxECCBUJGhwbHRQGDhcID/2gAIAQEAAT8h/wDIAgP+YCqHbXNej8k/aIweE3JJTzFrjWrml1Ntm9Rsac6COHc4/ZM4Ba5Y+IsI0RMagI1xSx/LL7S0oo8HIRINgChoMZl3oVAg41gAbYXwvsTBAEAyBOXeY3oMUAB3gRQ3TwYxOA5BfH9IZlfXNbOrhpqZuXfswqu60gKOo1C6rMCQCCWgk7bRKSbCCCVlQLJfDMGNOhBB1+FfeEaiGtfEc4hYimghDs+xBz8iBHIBgPtjsZ8hCvvUTEgSjH3aOPEnBWjaNkLNgUdSAATvkE4/uAcYAo38oBJ0GpuDCjAQCjW9OcOxFmNK8neaqmyiCnXzDpbDmoyFjAPf2xC1HUcH4xDWGRAuIvWk0KgsXBbBNxlZrQGSf8QwnASdR073ijIFESKThnRSAKFzKMSIJcy6RvcY4K82VGraxGgLVfEajXSg3nZ+IMbeEOSSbvaDBDVtSOa+fQnmNggsXBbBNxlZrQGSf8SzYBK3/j+4oyBREik43FwZMIXFoemVBY0COoAwiGIAOw7EwSopLWA6MR48Mt6ByMITGQDsOIehkI9Ip18wg+wyTob4FWyDz1P6gEL0AQ7zpASiYJFwL3md17neb+O3PeBYwZIE7zpCRbkHeD9R2O+8IYm1fMEiWQCuD1hI7eC7jAe0rY+YFjISdCg3HspIQH2lZYSQECdYBmIlO86RD1gmTNjZF/xDuLe4+8yygCoAe9YBnfRH6TFHGDhzlloAJ40KDJCM00NMQAiaAfiAMTS/iBbGwrY+YDYWoLqHZNQFQDAjIUgoR6ZJfYgBkIAsbEAUGSBKF4n/AM2QBiqVsWL3JyYO0UimvUQhYU6hfnC1VQEAKgvaxAwRGBlyBsZbABghwSMGGSI4a3la+U1l7+U1moAaOu3SJglkL1/mBHKQGRHTEv8AAgDlARVgA+6WocLgFwk2bku5alshFqEhFYAsGhpiHpHRBX2EB0DIaROTMTQV+J2hF1AF2SN47zYgHBDBgVCRaBwSWGguBHKQGRHTEv8AAgDlHqEMOQlqHC4BcuXvUhl5ld2FuDrA3CMD9wISpkOoGXpUBy/EyLDOo6tOLdEux5yygsEOCRgwAiKPxgf/AACLEhKRSk2/0/faFa/IhwaU0yjwKeBTwKeBTwKeBTwKeBSplcs8CngU8CngU8CngU8CngUAlfMM8CngU8CngU8CngU8ChEv4hngU8CngU8CngU8CngU8ClzC5Z4FPAp4FPAp4FPAp4FPAp2bb6J2bbg2lBdeCGqAdDwC1QHqeAENTMBJOlKL4PZtvonZtuCqFnpwQELJPXgEMUSOnAKNx6zTk0QG3B7Nt9E7NtwTRWBRX74NVEGdFrwKqMMaPXgiysAyv3wezbfROzbcG0oLrwQ1QDoeAWqA9TwbaguvB7Nt9Ev2AGMFQdEWACHAVCz04ICFknrwCGKJHTgqxZ6cHs230Ts23BNFYFFfvg1UQZ0WvAqowxo9eCLKwDK/fB7Nt9E7NtwbSguvBDVAOh4BaoD1PtpSgj+6C2DHpbUF1gJwCdm2+idm24KoWenBAQsk9eAQxRI6e8OQI5n0Viz0mRJ1rPA7Nt9DNxTnABAua40MkusCiKEDmIzBi1L9Q2XQWYQBAJAdDnEZgxal+obLoLMIAgEgOhziMwYtQvc0ckLN94hAEAkB0OcRmDFqX6hsugswgCASA6HOIzBi1L9Q2XQWYQBAJAdDnEZgxaj5AljgZv8uEAQCQHQ5xGYMWpfqGy6CzCAIBIDoc4jMGLUv1DZdBZhAEAkB0OcM8CIpPWjL9Q2XQWYQBAJAdDnEZgxal+obLoLMIAgEgOhziMwYtS/UNl0FmEAQCQHQ5wFQkB1pa/cv1DZdBZhAEAkB0OcRmDFqX6hsugswgCASA6HOIzBi1L9Q2XQWYQBAJAdDnOzbfQ6wQMuwSfzCkkyYsBs8G0oLrwQ1QDoeAWqA9TwbaguvB7Nt9E7NtwVQs9OCAhZJ68AhiiR04KsWenB7Nt/n26bNEClbtrHQBiAaHkN+ojJTcvTs23BNFYFFfvg1UQZ0WvAqowxo9YEuAQFhj0cIDOHsFlYBlfvg9m2/wA+44aUYiiAAUeDT/qAFgox6q9ezbcG0oLrwQ1QDoeAWqA9TCCBUOUKAqNfSihjcP8AEAsQYv1tqC6+yhqB+3s23+e5jpKMUVUrhsowlJk7qdBp617ADOSoOmLBJjgKhZ6cEBCyT14BEwyY1hl59AjlgRjoH2qxZ6ewk17ePb2bb/PZs5shKNTRn8gzqK7+3pAQGSt/Ts23BNFYFFfvg1UQZ0WvvAiBooktRCV2+npcBiEAEQxzhJhdB7RZWAZX74PZtvoGkmqavMxHczXr7NtwbSguvBDVAOh4BEClkZK4NtQXXg9m2+gPkjAXJiLzM3U6PXs23BVCz04ICFknr7QDItFH0t2HLmHtJyQyRRahwFYs9OD2bb6AlIAJNHVDXJpJadfXs23BNFYFFfvg1UQZ0WvsLR1aOEJCzcUz1HT0de0IF9a4IsrAMr98Hs23sCCWoHrHgU8CngU8CngU8ChuOJCmz/U8CngU8CngUNpwEimnmeBTwKeBTwKeBTwKeBQRQAAAAGl+A9vAAcqtagJnjXD9AQAg+YByhBRBGC0agEDYZjxHa1cor4A9ThKIzfKO1q5RXwB6nCURm+UdrVymNCjdF1yhKIzfKO1q5RXwB6nCURm+UdrVyivgD1OEojN8o7WrlBcAhPAJxCURm+UdrVyivgD1OAYyaFawKjlaKgAiKWxeEojN8oSaBms0Ir4A9ThKIzfKO1q5RXwB6nCURm+UdrVyivgD1OEojN8oCZKABcV8AepwlEZvlHa1cor4A9ThKIzfKO1q5RXwB6nCURm+U7Nt7O57++ViCxmptMURoIvNNB3uXPQlxrfQ4hIQ5ZiMgEHkhrCkgExNMPjEGSB4DI6a68DvW/3402iyfTAJ2GXqPQdAbBg5MiCItgQMcFULPTggIWSesdr1IiQDs95UAAFFepDFEjpwVYs9OD2bb2dz34NwRKRRBjnvw+9b/eQoKexfuADFAC2D+wTNblo/cPXs23BNFYFFfvgjLLJwrco1VZ09tDUD9KqMMaPXgiysAyv3wezbezue/rAA6ivaREZiHC0+UKQp7mUxIMFd+I0ByExLHQxCLIhmfxASETojJY5QrCRDVv8AqPhysIj4lYJFe2/0lNIMER/iFjxlCOT2iboWhX3net/vQsLS1A4zkE5OodmqgGMP17NtwbSguvAJQJTW0MQOkKgQDr7STXt49C1QHqeDbUF14PZtvZ3Pf1kASptFbNb+wiMzAOWakmAQpWIBIacuUDAAiA/kMIGEehoLOQKgwnEyCWzvBTDOAkWCPxmGQAEZv+ZgxZBD4f8AcIRRLBZ3Y/iA8UiIhJpO/wAwsUJgwJLRRxO9b/efTQEz5qNnGkvaPnP59ezbcFULPTgA/wAJzcKcABBEg7wQI0Ncx6BDUzAWGPUhiiR04KsWenB7Nt7O57+t/EVMf9gDADDIGnsIiMxDjhoCdZKPbpmEYCr8jqArUDNkOnWWoXQsEKVgkV7b/SU0gwRH+IWPGUI5PaJuhaFff171v4AIABcG56yt9EkBuQPqN3IFEdI8KFoP2MHkCNQe80VgUV+/ebONLnQYA+5RwQyOi+fvCI2oxylYR6+hRuPWAAGB61UYY0evBFlYBlfvg9m29nc9/WHAYAe0REZgHGl5BBlkF7QsgPZCpUFuPRZck5SjhBAEbyWv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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 - Trader, @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 - Trader(On)

TradeStation Strategy Inputs

Description

Value

Advantage Pro - Trader - Signal_Time_Start 1000
Advantage Pro - Trader - Signal_Time_End 2200
Advantage Pro - Trader - Exit_on_EndOfDay 0
Advantage Pro - Trader - Strategy_Length 10
Advantage Pro - Trader - Setup_Level 11
Advantage Pro - Trader - Trigger_Level 7
Advantage Pro - Trader - Trend 15
Advantage Pro - Trader - Runaway 3
Advantage Pro - Trader - Signal_Sensitivity 0
Advantage Pro - Trader - Trade_Management_OnOff True
Advantage Pro - Trader - StopLoss 12
Advantage Pro - Trader - StopTrailing 0
Advantage Pro - Trader - 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: 2020-01-04 23:22:14, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
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TradeStation Performance Report


Performance Summary
Trade Analysis
Trades List
Annual
Daily
Monthly
Weekly
Performance Graphs
Trade Graphs
Settings
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