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TradeStation Performance Report <body> <p>This page uses frames, but your browser doesn't support them.</p> </body> --==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: TradeStation Performance Summary
TradeStation TradeManager Performance Report Advantage Pro - Fighter, @CL, 60 min., 2014-01-01 19:00:00 - 2019-06-28 17:00:00
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Column View
 
TradeStation Performance Summary Expand
 
  All Trades
 Long Trades
 Short Trades
Total Net Profit $75,335.00 $26,940.00 $48,395.00
Gross Profit $152,470.00 $66,090.00 $86,380.00
Gross Loss ($77,135.00) ($39,150.00) ($37,985.00)
Profit Factor 1.98 1.69 2.27
       
Roll Over Credit $0.00 $0.00 $0.00
Open Position P/L $0.00 $0.00 $0.00
       
Select Total Net Profit $73,060.00 $29,350.00 $43,710.00
Select Gross Profit $147,785.00 $66,090.00 $81,695.00
Select Gross Loss ($74,725.00) ($36,740.00) ($37,985.00)
Select Profit Factor 1.98 1.80 2.15
       
Adjusted Total Net Profit $57,263.16 $15,185.55 $34,617.37
Adjusted Gross Profit $140,262.63 $58,508.96 $76,722.42
Adjusted Gross Loss ($82,999.47) ($43,323.40) ($42,105.05)
Adjusted Profit Factor 1.69 1.35 1.82
       
Total Number of Trades 329 164 165
Percent Profitable 47.42% 46.34% 48.48%
Winning Trades 156 76 80
Losing Trades 173 88 85
Even Trades 0 0 0
       
Avg. Trade Net Profit $228.98 $164.27 $293.30
Avg. Winning Trade $977.37 $869.61 $1,079.75
Avg. Losing Trade ($445.87) ($444.89) ($446.88)
Ratio Avg. Win:Avg. Loss 2.19 1.95 2.42
Largest Winning Trade $4,685.00 $3,225.00 $4,685.00
Largest Losing Trade ($1,275.00) ($1,275.00) ($1,035.00)
Largest Winner as % of Gross Profit 3.07% 4.88% 5.42%
Largest Loser as % of Gross Loss 1.65% 3.26% 2.72%
       
Net Profit as % of Largest Loss 5,908.63% 2,112.94% 4,675.85%
Select Net Profit as % of Largest Loss 5,730.20% 2,301.96% 4,223.19%
Adjusted Net Profit as % of Largest Loss 4,491.23% 1,191.02% 3,344.67%
       
Max. Consecutive Winning Trades 6 5 6
Max. Consecutive Losing Trades 9 5 6
Avg. Bars in Total Trades 14.89 15.43 14.35
Avg. Bars in Winning Trades 22.31 23.80 20.89
Avg. Bars in Losing Trades 8.20 8.19 8.20
Avg. Bars in Even Trades 0.00 0.00 0.00
Max. Shares/Contracts Held 1 1 1
Total Shares/Contracts Held 329 164 165
Account Size Required $5,130.00 $4,715.00 $4,005.00
Total Slippage $6,580.00 $3,280.00 $3,300.00
Total Commission $1,645.00 $820.00 $825.00
       
Return on Initial Capital 75.33%
Annual Rate of Return 10.30%
Buy & Hold Return -49.23%
Return on Account 1,468.52%    
Avg. Monthly Return $956.13    
Std. Deviation of Monthly Return $1,963.38    
       
Return Retracement Ratio 13.95    
RINA Index 1,505.21    
Sharpe Ratio 0.43    
K-Ratio n/a    
       
Trading Period 5 Years, 5 Months, 11 days, 2 hours
Percent of Time in the Market 14.75%
Time in the Market 9 Months, 19 days, 17 hours    
Longest Flat Period 33 days, 3 hours    
       
Max. Equity Run-up
 $77,105.00    
Date of Max. Equity Run-up 2019-06-26 11:00    
Max. Equity Run-up as % of Initial Capital 77.10%    
 
Max. Drawdown (Intra-day Peak to Valley)
Value ($6,575.00) ($5,740.00) ($5,400.00)
Date 2015-01-30 12:00    
as % of Initial Capital 6.58% 5.74% 5.40%
Net Profit as % of Drawdown 1,145.78% 469.34% 896.20%
Select Net Profit as % of Drawdown 1,111.18% 511.32% 809.44%
Adjusted Net Profit as % of Drawdown 870.92% 264.56% 641.06%
       
Max. Drawdown (Trade Close to Trade Close)
Value ($5,130.00) ($4,715.00) ($4,005.00)
Date 01/30/15 09:00    
as % of Initial Capital 5.13% 4.71% 4.00%
Net Profit as % of Drawdown 1,468.52% 571.37% 1,208.36%
Select Net Profit as % of Drawdown 1,424.17% 622.48% 1,091.39%
Adjusted Net Profit as % of Drawdown 1,116.24% 322.07% 864.35%
       
Max. Trade Drawdown ($1,380.00) ($1,380.00) ($1,010.00)
     
     
     
Created by TradeStation: 2020-01-03 22:31:45, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
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TradeStation TradeManager Performance Report Advantage Pro - Fighter, @CL, 60 min., 2014-01-01 19:00:00 - 2019-06-28 17:00:00
 TradeStation Trade Analysis Collapse
  All Trades
 Winners
 Losers
Total Number of Trades 329 156 173
Avg. Trade Net Profit $228.98 $977.37 ($445.87)
1 Std. Deviation of Avg. Trade $948.34 $883.08 $215.03
Avg. Trade + 1 Std. Deviation $1,177.32 $1,860.45 ($230.84)
Avg. Trade - 1 Std. Deviation ($719.36) $94.29 ($660.90)
Coefficient of Variation 414.16% 90.35% 48.23%
Time Averages
Avg. Time in Trades 21 hours, 25 Minutes 1 day, 9 hours, 35 Minutes 10 hours, 27 Minutes
Avg. Time Between Trades 5 days, 4 hours, 36 Minutes 11 days, 7 hours, 52 Minutes 10 days, 21 hours, 35 Minutes
Avg. Time Between Trade Profit Peaks 242 days, 9 hours
Outliers Total Positive Negative
Number of Outliers 3 1 2
Outlier Profit/Loss $2,275.00 $4,685.00 ($2,410.00)
 
Run-up/Drawdown   Run-up Drawdown
Max. Value $5,510.00 ($1,380.00)
Max. Value Date 2019-05-23 2015-02-06
Avg. Value $948.30 ($320.24)
1 Std. Deviation $978.64 $227.53
Avg. + 1 Std. Deviation $1,926.94 ($92.71)
Avg. - 1 Std. Deviation ($30.35) ($547.77)
Coefficient of Variation 103.20% 71.05%
 
Efficiency Analysis Total
 Entry
 Exit
Avg. Efficiency -11.42% 60.30% 28.29%
1 Std. Deviation 59.25% 32.25% 30.08%
Avg. + 1 Std. Deviation 47.84% 92.55% 58.36%
Avg. - 1 Std. Deviation -70.67% 28.04% -1.79%
Coefficient of Variation 518.97% 53.49% 106.33%
CollapseCollapse
 TradeStation Trade Series Analysis Collapse
Winners Losers
Largest Profit/Loss $4,685.00 ($1,275.00)
Largest Profit/Loss as % of Gross 3.07% 1.65%
Largest Consec. Profit/Loss $8,270.00 ($3,460.00)
Largest Consec. Profit/Loss as % of Gross 5.42% 4.49%

Winning Series

Number of Series

Avg. Gain per Series

Avg. Loss Next Trade

1 36 $930.56 ($457.50)
2 22 $900.91 ($404.09)
3 11 $937.12 ($359.55)
4 4 $1,215.00 ($525.00)
5 3 $1,216.33 ($505.00)
6 2 $893.33 ($785.00)

Losing Series

Number of Series

Avg. Loss per Series

Avg. Gain Next Trade

1 32 ($481.25) $834.68
2 21 ($433.81) $914.52
3 14 ($459.29) $983.57
4 5 ($532.00) $889.00
5 2 ($348.00) $215.00
6 3 ($373.33) $945.00
9 1 ($376.11) $1,135.00

Created by TradeStation: 2020-01-03 22:31:45, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
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TradeStation Strategy Performance Report
# Type Date/Time Signal Price Roll Over
Pips		 Shares/Ctrts
Profit/Loss		 Gross P/L
Cum Net Profit		 % Profit Run-up
Drawdown		 Efficiency Total Eff. Comm. Slippage
 1  Buy  2014-01-29 15:00  Buy  $114.62  $0.00  1  $545.00  0.50%  $1,220.00  78.21%    $2.50  $10.00
   Sell  2014-01-30 17:00  Exit Long  $115.19    $570.00  $545.00    ($340.00)  58.33%  36.54%  $2.50  $10.00
 2  Buy  2014-02-07 11:00  Buy  $115.61  $0.00  1  $965.00  0.86%  $1,880.00  85.45%    $2.50  $10.00
   Sell  2014-02-10 05:00  Exit Long  $116.60    $990.00  $1,510.00    ($320.00)  59.55%  45.00%  $2.50  $10.00
 3  Buy  2014-02-11 18:00  Buy  $117.71  $0.00  1  $225.00  0.21%  $920.00  78.63%    $2.50  $10.00
   Sell  2014-02-12 12:00  $ Trailing Stop  $117.96    $250.00  $1,735.00    ($250.00)  42.74%  21.37%  $2.50  $10.00
 4  Buy  2014-02-18 07:00  Buy  $118.18  $0.00  1  $1,805.00  1.55%  $2,320.00  97.89%    $2.50  $10.00
   Sell  2014-02-18 19:00  $ Trailing Stop  $120.01    $1,830.00  $3,540.00    ($50.00)  79.32%  77.22%  $2.50  $10.00
 5  Buy  2014-02-24 10:00  Buy  $120.36  $0.00  1  ($425.00)  -0.33%  $30.00  6.98%    $2.50  $10.00
   Sell  2014-02-24 10:00  Stop Loss  $119.96    ($400.00)  $3,115.00    ($400.00)  0.00%  -93.02%  $2.50  $10.00
 6  Buy  2014-02-24 13:00  Buy  $120.70  $0.00  1  ($385.00)  -0.30%  $200.00  32.79%    $2.50  $10.00
   Sell  2014-02-24 16:00  Exit Long  $120.34    ($360.00)  $2,730.00    ($410.00)  8.20%  -59.02%  $2.50  $10.00
 7  Buy  2014-02-27 10:00  Buy  $120.51  $0.00  1  ($435.00)  -0.34%  $10.00  2.38%    $2.50  $10.00
   Sell  2014-02-27 10:00  Stop Loss  $120.10    ($410.00)  $2,295.00    ($410.00)  0.00%  -97.62%  $2.50  $10.00
 8  Sell Short  2014-02-27 18:00  Sell  $119.66  $0.00  1  ($345.00)  -0.27%  $280.00  46.67%    $2.50  $10.00
   Buy to Cover  2014-02-28 11:00  Stop Loss  $119.98    ($320.00)  $1,950.00    ($320.00)  0.00%  -53.33%  $2.50  $10.00
 9  Buy  2014-02-28 12:00  Buy  $120.22  $0.00  1  $1,295.00  1.10%  $2,330.00  88.26%    $2.50  $10.00
   Sell  2014-03-03 10:00  $ Trailing Stop  $121.54    $1,320.00  $3,245.00    ($310.00)  61.74%  50.00%  $2.50  $10.00
 10  Sell Short  2014-03-11 10:00  Sell  $118.52  $0.00  1  $2,065.00  1.76%  $2,790.00  95.22%    $2.50  $10.00
   Buy to Cover  2014-03-12 10:00  $ Trailing Stop  $116.43    $2,090.00  $5,310.00    ($140.00)  76.11%  71.33%  $2.50  $10.00
 11  Sell Short  2014-03-13 11:00  Sell  $115.43  $0.00  1  ($505.00)  -0.42%  $10.00  2.04%    $2.50  $10.00
   Buy to Cover  2014-03-13 11:00  Stop Loss  $115.91    ($480.00)  $4,805.00    ($480.00)  0.00%  -97.96%  $2.50  $10.00
 12  Buy  2014-03-21 07:00  Buy  $117.51  $0.00  1  $485.00  0.43%  $1,140.00  91.20%    $2.50  $10.00
   Sell  2014-03-21 15:00  $ Trailing Stop  $118.02    $510.00  $5,290.00    ($110.00)  49.60%  40.80%  $2.50  $10.00
 13  Buy  2014-03-25 13:00  Buy  $118.41  $0.00  1  ($795.00)  -0.65%  $60.00  7.23%    $2.50  $10.00
   Sell  2014-03-25 15:00  Stop Loss  $117.64    ($770.00)  $4,495.00    ($770.00)  0.00%  -92.77%  $2.50  $10.00
 14  Buy  2014-03-26 10:00  Buy  $118.05  $0.00  1  $1,955.00  1.68%  $2,590.00  93.84%    $2.50  $10.00
   Sell  2014-03-28 11:00  $ Trailing Stop  $120.03    $1,980.00  $6,450.00    ($170.00)  77.90%  71.74%  $2.50  $10.00
 15  Sell Short  2014-04-01 11:00  Sell  $119.38  $0.00  1  $1,305.00  1.11%  $2,120.00  99.53%    $2.50  $10.00
   Buy to Cover  2014-04-02 12:00  $ Trailing Stop  $118.05    $1,330.00  $7,755.00    ($10.00)  62.91%  62.44%  $2.50  $10.00
 16  Buy  2014-04-11 08:00  Buy  $121.75  $0.00  1  ($225.00)  -0.16%  $60.00  23.08%    $2.50  $10.00
   Sell  2014-04-11 08:00  Stop Loss  $121.55    ($200.00)  $7,530.00    ($200.00)  0.00%  -76.92%  $2.50  $10.00
 17  Buy  2014-04-11 10:00  Buy  $121.91  $0.00  1  $165.00  0.16%  $930.00  80.87%    $2.50  $10.00
   Sell  2014-04-11 15:00  $ Trailing Stop  $122.10    $190.00  $7,695.00    ($220.00)  35.65%  16.52%  $2.50  $10.00
 18  Buy  2014-04-15 18:00  Buy  $122.16  $0.00  1  $625.00  0.53%  $1,230.00  93.89%    $2.50  $10.00
   Sell  2014-04-16 11:00  $ Trailing Stop  $122.81    $650.00  $8,320.00    ($80.00)  55.73%  49.62%  $2.50  $10.00
 19  Buy  2014-04-17 12:00  Buy  $122.87  $0.00  1  ($545.00)  -0.42%  $310.00  37.35%    $2.50  $10.00
   Sell  2014-04-17 13:00  Stop Loss  $122.35    ($520.00)  $7,775.00    ($520.00)  0.00%  -62.65%  $2.50  $10.00
 20  Buy  2014-04-17 17:00  Buy  $122.89  $0.00  1  ($495.00)  -0.38%  $100.00  17.54%    $2.50  $10.00
   Sell  2014-04-21 06:00  Stop Loss  $122.42    ($470.00)  $7,280.00    ($470.00)  0.00%  -82.46%  $2.50  $10.00
 21  Buy  2014-04-21 11:00  Buy  $122.98  $0.00  1  ($405.00)  -0.31%  $180.00  32.14%    $2.50  $10.00
   Sell  2014-04-21 14:00  Stop Loss  $122.60    ($380.00)  $6,875.00    ($380.00)  0.00%  -67.86%  $2.50  $10.00
 22  Sell Short  2014-04-25 06:00  Sell  $120.63  $0.00  1  ($285.00)  -0.22%  $100.00  27.78%    $2.50  $10.00
   Buy to Cover  2014-04-25 09:00  Stop Loss  $120.89    ($260.00)  $6,590.00    ($260.00)  0.00%  -72.22%  $2.50  $10.00
 23  Buy  2014-05-06 13:00  Buy  $119.47  $0.00  1  ($525.00)  -0.42%  $220.00  30.56%    $2.50  $10.00
   Sell  2014-05-06 15:00  Stop Loss  $118.97    ($500.00)  $6,065.00    ($500.00)  0.00%  -69.44%  $2.50  $10.00
 24  Buy  2014-05-20 08:00  Buy  $122.06  $0.00  1  ($225.00)  -0.16%  $60.00  23.08%    $2.50  $10.00
   Sell  2014-05-20 09:00  Stop Loss  $121.86    ($200.00)  $5,840.00    ($200.00)  0.00%  -76.92%  $2.50  $10.00
 25  Buy  2014-05-20 13:00  Buy  $122.02  $0.00  1  $1,395.00  1.16%  $1,970.00  86.78%    $2.50  $10.00
   Sell  2014-05-21 17:00  Exit Long  $123.44    $1,420.00  $7,235.00    ($300.00)  75.77%  62.56%  $2.50  $10.00
 26  Buy  2014-05-23 09:00  Buy  $123.66  $0.00  1  $55.00  0.06%  $540.00  88.52%    $2.50  $10.00
   Sell  2014-05-26 01:00  $ Trailing Stop  $123.74    $80.00  $7,290.00    ($70.00)  24.59%  13.11%  $2.50  $10.00
 27  Sell Short  2014-05-28 11:00  Sell  $123.36  $0.00  1  $595.00  0.50%  $1,050.00  94.59%    $2.50  $10.00
   Buy to Cover  2014-05-29 10:00  Exit Short  $122.74    $620.00  $7,885.00    ($60.00)  61.26%  55.86%  $2.50  $10.00
 28  Buy  2014-06-06 07:00  Buy  $122.43  $0.00  1  ($245.00)  -0.18%  $340.00  60.71%    $2.50  $10.00
   Sell  2014-06-06 12:00  Stop Loss  $122.21    ($220.00)  $7,640.00    ($220.00)  0.00%  -39.29%  $2.50  $10.00
 29  Sell Short  2014-06-17 15:00  Sell  $125.94  $0.00  1  ($475.00)  -0.36%  $130.00  22.41%    $2.50  $10.00
   Buy to Cover  2014-06-17 21:00  Stop Loss  $126.39    ($450.00)  $7,165.00    ($450.00)  0.00%  -77.59%  $2.50  $10.00
 30  Sell Short  2014-06-18 12:00  Sell  $125.94  $0.00  1  ($265.00)  -0.19%  $390.00  60.00%    $2.50  $10.00
   Buy to Cover  2014-06-19 00:00  Exit Short  $126.18    ($240.00)  $6,900.00    ($260.00)  3.08%  -36.92%  $2.50  $10.00
 31  Sell Short  2014-06-19 06:00  Sell  $126.10  $0.00  1  $335.00  0.29%  $800.00  77.67%    $2.50  $10.00
   Buy to Cover  2014-06-19 11:00  $ Trailing Stop  $125.74    $360.00  $7,235.00    ($230.00)  57.28%  34.95%  $2.50  $10.00
 32  Buy  2014-06-19 15:00  Buy  $126.38  $0.00  1  $615.00  0.51%  $1,180.00  73.75%    $2.50  $10.00
   Sell  2014-06-23 09:00  Exit Long  $127.02    $640.00  $7,850.00    ($420.00)  66.25%  40.00%  $2.50  $10.00
 33  Sell Short  2014-06-25 11:00  Sell  $125.92  $0.00  1  ($445.00)  -0.33%  $260.00  38.24%    $2.50  $10.00
   Buy to Cover  2014-06-25 11:00  Stop Loss  $126.34    ($420.00)  $7,405.00    ($420.00)  0.00%  -61.76%  $2.50  $10.00
 34  Buy  2014-06-25 18:00  Buy  $126.99  $0.00  1  ($275.00)  -0.20%  $40.00  13.79%    $2.50  $10.00
   Sell  2014-06-25 23:00  Stop Loss  $126.74    ($250.00)  $7,130.00    ($250.00)  0.00%  -86.21%  $2.50  $10.00
 35  Buy  2014-07-01 11:00  Buy  $126.27  $0.00  1  ($335.00)  -0.25%  $10.00  3.13%    $2.50  $10.00
   Sell  2014-07-01 11:00  Stop Loss  $125.96    ($310.00)  $6,795.00    ($310.00)  0.00%  -96.87%  $2.50  $10.00
 36  Sell Short  2014-07-01 12:00  Sell  $125.50  $0.00  1  ($25.00)  0.00%  $710.00  86.59%    $2.50  $10.00
   Buy to Cover  2014-07-01 16:00  Exit Short  $125.50    $0.00  $6,770.00    ($110.00)  13.41%  0.00%  $2.50  $10.00
 37  Sell Short  2014-07-07 11:00  Sell  $123.70  $0.00  1  ($385.00)  -0.29%  $320.00  47.06%    $2.50  $10.00
   Buy to Cover  2014-07-08 10:00  Stop Loss  $124.06    ($360.00)  $6,385.00    ($360.00)  0.00%  -52.94%  $2.50  $10.00
 38  Sell Short  2014-07-24 13:00  Sell  $123.67  $0.00  1  $285.00  0.25%  $1,300.00  94.20%    $2.50  $10.00
   Buy to Cover  2014-07-25 11:00  $ Trailing Stop  $123.36    $310.00  $6,670.00    ($80.00)  28.26%  22.46%  $2.50  $10.00
 39  Sell Short  2014-07-29 09:00  Sell  $122.40  $0.00  1  ($215.00)  -0.16%  $660.00  74.16%    $2.50  $10.00
   Buy to Cover  2014-07-29 12:00  Exit Short  $122.59    ($190.00)  $6,455.00    ($230.00)  4.49%  -21.35%  $2.50  $10.00
 40  Sell Short  2014-08-06 13:00  Sell  $118.58  $0.00  1  $115.00  0.12%  $660.00  82.50%    $2.50  $10.00
   Buy to Cover  2014-08-07 09:00  Exit Short  $118.44    $140.00  $6,570.00    ($140.00)  35.00%  17.50%  $2.50  $10.00
 41  Buy  2014-08-11 11:00  Buy  $119.43  $0.00  1  ($155.00)  -0.11%  $520.00  67.53%    $2.50  $10.00
   Sell  2014-08-11 17:00  Exit Long  $119.30    ($130.00)  $6,415.00    ($250.00)  15.58%  -16.88%  $2.50  $10.00
 42  Sell Short  2014-08-13 12:00  Sell  $118.30  $0.00  1  ($505.00)  -0.41%  $180.00  27.27%    $2.50  $10.00
   Buy to Cover  2014-08-13 13:00  Stop Loss  $118.78    ($480.00)  $5,910.00    ($480.00)  0.00%  -72.73%  $2.50  $10.00
 43  Sell Short  2014-08-14 11:00  Sell  $118.40  $0.00  1  $765.00  0.67%  $1,770.00  97.79%    $2.50  $10.00
   Buy to Cover  2014-08-15 10:00  $ Trailing Stop  $117.61    $790.00  $6,675.00    ($40.00)  45.86%  43.65%  $2.50  $10.00
 44  Sell Short  2014-08-19 11:00  Sell  $117.15  $0.00  1  $575.00  0.51%  $1,130.00  91.13%    $2.50  $10.00
   Buy to Cover  2014-08-20 06:00  Exit Short  $116.55    $600.00  $7,250.00    ($110.00)  57.26%  48.39%  $2.50  $10.00
 45  Buy  2014-08-25 07:00  Buy  $117.15  $0.00  1  ($225.00)  -0.17%  $200.00  50.00%    $2.50  $10.00
   Sell  2014-08-25 10:00  Stop Loss  $116.95    ($200.00)  $7,025.00    ($200.00)  0.00%  -50.00%  $2.50  $10.00
 46  Sell Short  2014-08-25 11:00  Sell  $116.55  $0.00  1  ($405.00)  -0.33%  $100.00  20.83%    $2.50  $10.00
   Buy to Cover  2014-08-25 12:00  Stop Loss  $116.93    ($380.00)  $6,620.00    ($380.00)  0.00%  -79.17%  $2.50  $10.00
 47  Sell Short  2014-08-26 13:00  Sell  $116.92  $0.00  1  ($625.00)  -0.51%  $170.00  22.08%    $2.50  $10.00
   Buy to Cover  2014-08-27 04:00  Stop Loss  $117.52    ($600.00)  $5,995.00    ($600.00)  0.00%  -77.92%  $2.50  $10.00
 48  Buy  2014-08-28 10:00  Buy  $117.50  $0.00  1  $1,455.00  1.26%  $1,900.00  88.79%    $2.50  $10.00
   Sell  2014-09-01 05:00  Exit Long  $118.98    $1,480.00  $7,450.00    ($240.00)  80.37%  69.16%  $2.50  $10.00
 49  Sell Short  2014-09-22 12:00  Sell  $115.59  $0.00  1  ($205.00)  -0.16%  $560.00  71.79%    $2.50  $10.00
   Buy to Cover  2014-09-22 23:00  Exit Short  $115.77    ($180.00)  $7,245.00    ($220.00)  5.13%  -23.08%  $2.50  $10.00
 50  Buy  2014-09-24 15:00  Buy  $116.58  $0.00  1  $405.00  0.37%  $1,580.00  99.37%    $2.50  $10.00
   Sell  2014-09-25 12:00  Exit Long  $117.01    $430.00  $7,650.00    ($10.00)  27.67%  27.04%  $2.50  $10.00
 51  Sell Short  2014-10-01 15:00  Sell  $116.02  $0.00  1  $2,095.00  1.83%  $3,220.00  96.12%    $2.50  $10.00
   Buy to Cover  2014-10-02 10:00  Exit Short  $113.90    $2,120.00  $9,745.00    ($130.00)  67.16%  63.28%  $2.50  $10.00
 52  Sell Short  2014-10-09 07:00  Sell  $111.93  $0.00  1  $2,465.00  2.22%  $3,250.00  97.01%    $2.50  $10.00
   Buy to Cover  2014-10-09 19:00  $ Trailing Stop  $109.44    $2,490.00  $12,210.00    ($100.00)  77.31%  74.33%  $2.50  $10.00
 53  Sell Short  2014-10-14 06:00  Sell  $109.56  $0.00  1  $2,825.00  2.60%  $2,850.00  90.76%    $2.50  $10.00
   Buy to Cover  2014-10-14 15:00  $ Trailing Stop  $106.71    $2,850.00  $15,035.00    ($290.00)  100.00%  90.76%  $2.50  $10.00
 54  Sell Short  2014-10-20 12:00  Sell  $106.23  $0.00  1  ($905.00)  -0.83%  $80.00  8.33%    $2.50  $10.00
   Buy to Cover  2014-10-20 13:00  Stop Loss  $107.11    ($880.00)  $14,130.00    ($880.00)  0.00%  -91.67%  $2.50  $10.00
 55  Buy  2014-10-21 06:00  Buy  $107.98  $0.00  1  ($505.00)  -0.44%  $10.00  2.04%    $2.50  $10.00
   Sell  2014-10-21 08:00  Stop Loss  $107.50    ($480.00)  $13,625.00    ($480.00)  0.00%  -97.96%  $2.50  $10.00
 56  Buy  2014-10-21 11:00  Buy  $108.00  $0.00  1  ($715.00)  -0.64%  $260.00  27.37%    $2.50  $10.00
   Sell  2014-10-21 12:00  Stop Loss  $107.31    ($690.00)  $12,910.00    ($690.00)  0.00%  -72.63%  $2.50  $10.00
 57  Buy  2014-10-21 16:00  Buy  $107.91  $0.00  1  ($835.00)  -0.75%  $610.00  42.96%    $2.50  $10.00
   Sell  2014-10-22 11:00  Stop Loss  $107.10    ($810.00)  $12,075.00    ($810.00)  0.00%  -57.04%  $2.50  $10.00
 58  Sell Short  2014-10-22 14:00  Sell  $107.19  $0.00  1  $1,095.00  1.04%  $1,770.00  92.19%    $2.50  $10.00
   Buy to Cover  2014-10-23 03:00  Exit Short  $106.07    $1,120.00  $13,170.00    ($150.00)  66.15%  58.33%  $2.50  $10.00
 59  Sell Short  2014-10-24 15:00  Sell  $106.32  $0.00  1  $485.00  0.48%  $1,510.00  79.06%    $2.50  $10.00
   Buy to Cover  2014-10-27 13:00  Exit Short  $105.81    $510.00  $13,655.00    ($400.00)  47.64%  26.70%  $2.50  $10.00
 60  Sell Short  2014-11-12 16:00  Sell  $102.13  $0.00  1  $2,425.00  2.40%  $3,510.00  89.77%    $2.50  $10.00
   Buy to Cover  2014-11-14 06:00  Exit Short  $99.68    $2,450.00  $16,080.00    ($400.00)  72.89%  62.66%  $2.50  $10.00
 61  Buy  2014-11-18 06:00  Buy  $101.52  $0.00  1  ($485.00)  -0.45%  $310.00  40.26%    $2.50  $10.00
   Sell  2014-11-18 08:00  Stop Loss  $101.06    ($460.00)  $15,595.00    ($460.00)  0.00%  -59.74%  $2.50  $10.00
 62  Sell Short  2014-11-18 11:00  Sell  $100.19  $0.00  1  $245.00  0.27%  $920.00  70.77%    $2.50  $10.00
   Buy to Cover  2014-11-19 06:00  Exit Short  $99.92    $270.00  $15,840.00    ($380.00)  50.00%  20.77%  $2.50  $10.00
 63  Buy  2014-11-20 08:00  Buy  $100.13  $0.00  1  $1,325.00  1.35%  $2,020.00  84.87%    $2.50  $10.00
   Sell  2014-11-21 04:00  Exit Long  $101.48    $1,350.00  $17,165.00    ($360.00)  71.85%  56.72%  $2.50  $10.00
 64  Sell Short  2014-11-25 12:00  Sell  $100.53  $0.00  1  $1,015.00  1.03%  $1,880.00  92.61%    $2.50  $10.00
   Buy to Cover  2014-11-26 13:00  Exit Short  $99.49    $1,040.00  $18,180.00    ($150.00)  58.62%  51.23%  $2.50  $10.00
 65  Sell Short  2014-12-03 08:00  Sell  $92.32  $0.00  1  ($575.00)  -0.60%  $90.00  14.06%    $2.50  $10.00
   Buy to Cover  2014-12-03 09:00  Stop Loss  $92.87    ($550.00)  $17,605.00    ($550.00)  0.00%  -85.94%  $2.50  $10.00
 66  Sell Short  2014-12-03 13:00  Sell  $92.41  $0.00  1  ($875.00)  -0.92%  $260.00  23.42%    $2.50  $10.00
   Buy to Cover  2014-12-04 00:00  Stop Loss  $93.26    ($850.00)  $16,730.00    ($850.00)  0.00%  -76.58%  $2.50  $10.00
 67  Sell Short  2014-12-04 07:00  Sell  $92.67  $0.00  1  $455.00  0.52%  $1,230.00  89.13%    $2.50  $10.00
   Buy to Cover  2014-12-04 10:00  $ Trailing Stop  $92.19    $480.00  $17,185.00    ($150.00)  45.65%  34.78%  $2.50  $10.00
 68  Sell Short  2014-12-05 11:00  Sell  $91.13  $0.00  1  ($455.00)  -0.47%  $610.00  54.46%    $2.50  $10.00
   Buy to Cover  2014-12-05 14:00  Exit Short  $91.56    ($430.00)  $16,730.00    ($510.00)  7.14%  -38.39%  $2.50  $10.00
 69  Sell Short  2014-12-26 11:00  Sell  $80.74  $0.00  1  $305.00  0.41%  $1,210.00  87.68%    $2.50  $10.00
   Buy to Cover  2014-12-29 02:00  Exit Short  $80.41    $330.00  $17,035.00    ($170.00)  36.23%  23.91%  $2.50  $10.00
 70  Sell Short  2015-01-08 15:00  Sell  $72.92  $0.00  1  ($845.00)  -1.12%  $170.00  17.17%    $2.50  $10.00
   Buy to Cover  2015-01-08 15:00  Stop Loss  $73.74    ($820.00)  $16,190.00    ($820.00)  0.00%  -82.83%  $2.50  $10.00
 71  Buy  2015-01-16 14:00  Buy  $72.97  $0.00  1  ($1,135.00)  -1.52%  $910.00  45.05%    $2.50  $10.00
   Sell  2015-01-20 09:00  Stop Loss  $71.86    ($1,110.00)  $15,055.00    ($1,110.00)  0.00%  -54.95%  $2.50  $10.00
 72  Buy  2015-01-21 12:00  Buy  $72.56  $0.00  1  ($755.00)  -1.01%  $50.00  6.41%    $2.50  $10.00
   Sell  2015-01-21 12:00  Stop Loss  $71.83    ($730.00)  $14,300.00    ($730.00)  0.00%  -93.59%  $2.50  $10.00
 73  Buy  2015-01-22 07:00  Buy  $72.38  $0.00  1  $85.00  0.15%  $1,250.00  99.21%    $2.50  $10.00
   Sell  2015-01-22 09:00  $ Trailing Stop  $72.49    $110.00  $14,385.00    ($10.00)  9.52%  8.73%  $2.50  $10.00
 74  Sell Short  2015-01-22 12:00  Sell  $71.54  $0.00  1  ($345.00)  -0.45%  $1,130.00  59.79%    $2.50  $10.00
   Buy to Cover  2015-01-22 20:00  Exit Short  $71.86    ($320.00)  $14,040.00    ($760.00)  23.28%  -16.93%  $2.50  $10.00
 75  Sell Short  2015-01-29 12:00  Sell  $68.39  $0.00  1  ($675.00)  -0.95%  $270.00  29.35%    $2.50  $10.00
   Buy to Cover  2015-01-29 14:00  Stop Loss  $69.04    ($650.00)  $13,365.00    ($650.00)  0.00%  -70.65%  $2.50  $10.00
 76  Buy  2015-01-30 06:00  Buy  $69.45  $0.00  1  ($315.00)  -0.42%  $300.00  50.85%    $2.50  $10.00
   Sell  2015-01-30 09:00  Stop Loss  $69.16    ($290.00)  $13,050.00    ($290.00)  0.00%  -49.15%  $2.50  $10.00
 77  Buy  2015-01-30 11:00  Buy  $69.97  $0.00  1  $1,715.00  2.49%  $1,740.00  75.00%    $2.50  $10.00
   Sell  2015-01-30 15:00  $ Trailing Stop  $71.71    $1,740.00  $14,765.00    ($580.00)  100.00%  75.00%  $2.50  $10.00
 78  Buy  2015-02-06 14:00  Buy  $77.19  $0.00  1  ($85.00)  -0.08%  $1,340.00  49.26%    $2.50  $10.00
   Sell  2015-02-09 18:00  Exit Long  $77.13    ($60.00)  $14,680.00    ($1,380.00)  48.53%  -2.21%  $2.50  $10.00
 79  Sell Short  2015-02-18 13:00  Sell  $76.76  $0.00  1  $1,485.00  1.97%  $3,080.00  85.56%    $2.50  $10.00
   Buy to Cover  2015-02-19 12:00  $ Trailing Stop  $75.25    $1,510.00  $16,165.00    ($520.00)  56.39%  41.94%  $2.50  $10.00
 80  Sell Short  2015-02-20 16:00  Sell  $74.77  $0.00  1  $1,195.00  1.63%  $2,240.00  96.55%    $2.50  $10.00
   Buy to Cover  2015-02-23 12:00  Exit Short  $73.55    $1,220.00  $17,360.00    ($80.00)  56.03%  52.59%  $2.50  $10.00
 81  Sell Short  2015-03-02 08:00  Sell  $72.60  $0.00  1  ($435.00)  -0.56%  $30.00  6.82%    $2.50  $10.00
   Buy to Cover  2015-03-02 09:00  Stop Loss  $73.01    ($410.00)  $16,925.00    ($410.00)  0.00%  -93.18%  $2.50  $10.00
 82  Buy  2015-03-03 18:00  Buy  $74.41  $0.00  1  ($635.00)  -0.82%  $630.00  50.81%    $2.50  $10.00
   Sell  2015-03-04 11:00  Stop Loss  $73.80    ($610.00)  $16,290.00    ($610.00)  0.00%  -49.19%  $2.50  $10.00
 83  Buy  2015-03-04 15:00  Buy  $74.96  $0.00  1  $115.00  0.19%  $1,300.00  99.24%    $2.50  $10.00
   Sell  2015-03-05 10:00  Exit Long  $75.10    $140.00  $16,405.00    ($10.00)  11.45%  10.69%  $2.50  $10.00
 84  Sell Short  2015-03-06 10:00  Sell  $74.30  $0.00  1  $615.00  0.86%  $1,560.00  96.30%    $2.50  $10.00
   Buy to Cover  2015-03-06 17:00  $ Trailing Stop  $73.66    $640.00  $17,020.00    ($60.00)  43.21%  39.51%  $2.50  $10.00
 85  Sell Short  2015-03-12 13:00  Sell  $71.41  $0.00  1  $3,585.00  5.06%  $4,700.00  95.14%    $2.50  $10.00
   Buy to Cover  2015-03-16 13:00  $ Trailing Stop  $67.80    $3,610.00  $20,605.00    ($240.00)  77.94%  73.08%  $2.50  $10.00
 86  Buy  2015-03-25 10:00  Buy  $69.67  $0.00  1  $3,225.00  4.66%  $4,180.00  90.87%    $2.50  $10.00
   Sell  2015-03-26 00:00  $ Trailing Stop  $72.92    $3,250.00  $23,830.00    ($420.00)  79.78%  70.65%  $2.50  $10.00
 87  Buy  2015-04-02 17:00  Buy  $71.37  $0.00  1  $555.00  0.81%  $1,470.00  84.97%    $2.50  $10.00
   Sell  2015-04-06 09:00  Exit Long  $71.95    $580.00  $24,385.00    ($260.00)  48.55%  33.53%  $2.50  $10.00
 88  Sell Short  2015-04-09 16:00  Sell  $72.67  $0.00  1  ($795.00)  -1.06%  $720.00  48.32%    $2.50  $10.00
   Buy to Cover  2015-04-10 11:00  Stop Loss  $73.44    ($770.00)  $23,590.00    ($770.00)  0.00%  -51.68%  $2.50  $10.00
 89  Buy  2015-04-14 11:00  Buy  $74.75  $0.00  1  $3,005.00  4.05%  $3,810.00  93.84%    $2.50  $10.00
   Sell  2015-04-16 05:00  Exit Long  $77.78    $3,030.00  $26,595.00    ($250.00)  80.79%  74.63%  $2.50  $10.00
 90  Buy  2015-04-16 14:00  Buy  $78.28  $0.00  1  ($1,275.00)  -1.60%  $1,010.00  44.69%    $2.50  $10.00
   Sell  2015-04-16 19:00  Stop Loss  $77.03    ($1,250.00)  $25,320.00    ($1,250.00)  0.00%  -55.31%  $2.50  $10.00
 91  Buy  2015-04-17 09:00  Buy  $78.36  $0.00  1  ($525.00)  -0.64%  $110.00  18.03%    $2.50  $10.00
   Sell  2015-04-17 10:00  Stop Loss  $77.86    ($500.00)  $24,795.00    ($500.00)  0.00%  -81.97%  $2.50  $10.00
 92  Buy  2015-04-17 11:00  Buy  $78.58  $0.00  1  ($655.00)  -0.80%  $230.00  26.74%    $2.50  $10.00
   Sell  2015-04-17 12:00  Stop Loss  $77.95    ($630.00)  $24,140.00    ($630.00)  0.00%  -73.26%  $2.50  $10.00
 93  Buy  2015-04-20 12:00  Buy  $78.78  $0.00  1  ($1,005.00)  -1.24%  $130.00  11.71%    $2.50  $10.00
   Sell  2015-04-20 15:00  Stop Loss  $77.80    ($980.00)  $23,135.00    ($980.00)  0.00%  -88.29%  $2.50  $10.00
 94  Sell Short  2015-04-21 15:00  Sell  $77.08  $0.00  1  $265.00  0.38%  $880.00  84.62%    $2.50  $10.00
   Buy to Cover  2015-04-22 08:00  Exit Short  $76.79    $290.00  $23,400.00    ($160.00)  43.27%  27.88%  $2.50  $10.00
 95  Sell Short  2015-04-27 07:00  Sell  $77.29  $0.00  1  ($455.00)  -0.56%  $100.00  18.87%    $2.50  $10.00
   Buy to Cover  2015-04-27 10:00  Stop Loss  $77.72    ($430.00)  $22,945.00    ($430.00)  0.00%  -81.13%  $2.50  $10.00
 96  Sell Short  2015-04-27 12:00  Sell  $77.40  $0.00  1  ($735.00)  -0.92%  $860.00  54.78%    $2.50  $10.00
   Buy to Cover  2015-04-28 11:00  Stop Loss  $78.11    ($710.00)  $22,210.00    ($710.00)  0.00%  -45.22%  $2.50  $10.00
 97  Buy  2015-04-29 11:00  Buy  $77.77  $0.00  1  $1,065.00  1.40%  $2,030.00  93.98%    $2.50  $10.00
   Sell  2015-04-29 16:00  Exit Long  $78.86    $1,090.00  $23,275.00    ($130.00)  56.48%  50.46%  $2.50  $10.00
 98  Buy  2015-05-12 06:00  Buy  $80.19  $0.00  1  $75.00  0.12%  $830.00  88.30%    $2.50  $10.00
   Sell  2015-05-12 10:00  $ Trailing Stop  $80.29    $100.00  $23,350.00    ($110.00)  22.34%  10.64%  $2.50  $10.00
 99  Buy  2015-05-18 09:00  Buy  $80.84  $0.00  1  ($555.00)  -0.66%  $120.00  18.46%    $2.50  $10.00
   Sell  2015-05-18 10:00  Stop Loss  $80.31    ($530.00)  $22,795.00    ($530.00)  0.00%  -81.54%  $2.50  $10.00
 100  Sell Short  2015-05-26 06:00  Sell  $78.78  $0.00  1  $875.00  1.14%  $1,560.00  87.15%    $2.50  $10.00
   Buy to Cover  2015-05-26 18:00  Exit Short  $77.88    $900.00  $23,670.00    ($230.00)  63.13%  50.28%  $2.50  $10.00
 101  Sell Short  2015-05-28 10:00  Sell  $76.69  $0.00  1  ($35.00)  -0.01%  $670.00  72.04%    $2.50  $10.00
   Buy to Cover  2015-05-28 15:00  Exit Short  $76.70    ($10.00)  $23,635.00    ($260.00)  26.88%  -1.08%  $2.50  $10.00
 102  Buy  2015-06-03 11:00  Buy  $80.32  $0.00  1  ($885.00)  -1.07%  $620.00  41.89%    $2.50  $10.00
   Sell  2015-06-03 13:00  Stop Loss  $79.46    ($860.00)  $22,750.00    ($860.00)  0.00%  -58.11%  $2.50  $10.00
 103  Sell Short  2015-06-04 10:00  Sell  $78.76  $0.00  1  $805.00  1.05%  $1,990.00  97.55%    $2.50  $10.00
   Buy to Cover  2015-06-05 08:00  $ Trailing Stop  $77.93    $830.00  $23,555.00    ($50.00)  43.14%  40.69%  $2.50  $10.00
 104  Buy  2015-06-09 06:00  Buy  $78.36  $0.00  1  $2,285.00  2.95%  $2,970.00  96.12%    $2.50  $10.00
   Sell  2015-06-10 11:00  $ Trailing Stop  $80.67    $2,310.00  $25,840.00    ($120.00)  78.64%  74.76%  $2.50  $10.00
 105  Sell Short  2015-06-19 07:00  Sell  $79.30  $0.00  1  $175.00  0.25%  $960.00  96.00%    $2.50  $10.00
   Buy to Cover  2015-06-19 15:00  $ Trailing Stop  $79.10    $200.00  $26,015.00    ($40.00)  24.00%  20.00%  $2.50  $10.00
 106  Buy  2015-06-23 12:00  Buy  $79.95  $0.00  1  $145.00  0.21%  $720.00  91.14%    $2.50  $10.00
   Sell  2015-06-24 10:00  Exit Long  $80.12    $170.00  $26,160.00    ($70.00)  30.38%  21.52%  $2.50  $10.00
 107  Sell Short  2015-07-02 16:00  Sell  $75.78  $0.00  1  $3,465.00  4.61%  $4,270.00  97.49%    $2.50  $10.00
   Buy to Cover  2015-07-07 06:00  Exit Short  $72.29    $3,490.00  $29,625.00    ($110.00)  82.19%  79.68%  $2.50  $10.00
 108  Sell Short  2015-07-08 12:00  Sell  $70.78  $0.00  1  ($275.00)  -0.35%  $770.00  74.04%    $2.50  $10.00
   Buy to Cover  2015-07-08 20:00  Exit Short  $71.03    ($250.00)  $29,350.00    ($270.00)  1.92%  -24.04%  $2.50  $10.00
 109  Sell Short  2015-07-10 12:00  Sell  $71.21  $0.00  1  ($795.00)  -1.08%  $110.00  12.50%    $2.50  $10.00
   Buy to Cover  2015-07-10 13:00  Stop Loss  $71.98    ($770.00)  $28,555.00    ($770.00)  0.00%  -87.50%  $2.50  $10.00
 110  Sell Short  2015-07-16 12:00  Sell  $70.42  $0.00  1  $535.00  0.80%  $1,180.00  78.15%    $2.50  $10.00
   Buy to Cover  2015-07-17 14:00  Exit Short  $69.86    $560.00  $29,090.00    ($330.00)  58.94%  37.09%  $2.50  $10.00
 111  Sell Short  2015-07-20 11:00  Sell  $69.41  $0.00  1  ($495.00)  -0.68%  $550.00  53.92%    $2.50  $10.00
   Buy to Cover  2015-07-21 10:00  Stop Loss  $69.88    ($470.00)  $28,595.00    ($470.00)  0.00%  -46.08%  $2.50  $10.00
 112  Sell Short  2015-08-13 10:00  Sell  $61.61  $0.00  1  $645.00  1.09%  $1,480.00  90.80%    $2.50  $10.00
   Buy to Cover  2015-08-13 21:00  $ Trailing Stop  $60.94    $670.00  $29,240.00    ($150.00)  50.31%  41.10%  $2.50  $10.00
 113  Buy  2015-08-18 14:00  Buy  $61.10  $0.00  1  ($215.00)  -0.31%  $520.00  60.47%    $2.50  $10.00
   Sell  2015-08-19 11:00  Exit Long  $60.91    ($190.00)  $29,025.00    ($340.00)  17.44%  -22.09%  $2.50  $10.00
 114  Sell Short  2015-08-20 17:00  Sell  $59.07  $0.00  1  ($565.00)  -0.91%  $180.00  25.00%    $2.50  $10.00
   Buy to Cover  2015-08-21 10:00  Stop Loss  $59.61    ($540.00)  $28,460.00    ($540.00)  0.00%  -75.00%  $2.50  $10.00
 115  Sell Short  2015-08-21 12:00  Sell  $58.56  $0.00  1  $1,315.00  2.29%  $2,570.00  89.86%    $2.50  $10.00
   Buy to Cover  2015-08-24 11:00  $ Trailing Stop  $57.22    $1,340.00  $29,775.00    ($290.00)  56.99%  46.85%  $2.50  $10.00
 116  Buy  2015-09-03 11:00  Buy  $65.48  $0.00  1  ($1,065.00)  -1.59%  $1,180.00  53.15%    $2.50  $10.00
   Sell  2015-09-03 14:00  Stop Loss  $64.44    ($1,040.00)  $28,710.00    ($1,040.00)  0.00%  -46.85%  $2.50  $10.00
 117  Sell Short  2015-09-04 16:00  Sell  $64.14  $0.00  1  $775.00  1.25%  $1,760.00  88.89%    $2.50  $10.00
   Buy to Cover  2015-09-08 07:00  Exit Short  $63.34    $800.00  $29,485.00    ($220.00)  51.52%  40.40%  $2.50  $10.00
 118  Buy  2015-09-09 06:00  Buy  $64.19  $0.00  1  ($465.00)  -0.69%  $200.00  31.25%    $2.50  $10.00
   Sell  2015-09-09 07:00  Stop Loss  $63.75    ($440.00)  $29,020.00    ($440.00)  0.00%  -68.75%  $2.50  $10.00
 119  Sell Short  2015-09-15 15:00  Sell  $62.39  $0.00  1  ($705.00)  -1.09%  $230.00  25.27%    $2.50  $10.00
   Buy to Cover  2015-09-15 17:00  Stop Loss  $63.07    ($680.00)  $28,315.00    ($680.00)  0.00%  -74.73%  $2.50  $10.00
 120  Buy  2015-09-15 18:00  Buy  $63.33  $0.00  1  $1,695.00  2.72%  $2,480.00  90.18%    $2.50  $10.00
   Sell  2015-09-17 05:00  Exit Long  $65.05    $1,720.00  $30,010.00    ($270.00)  72.36%  62.55%  $2.50  $10.00
 121  Sell Short  2015-09-28 08:00  Sell  $62.78  $0.00  1  ($425.00)  -0.64%  $310.00  43.66%    $2.50  $10.00
   Buy to Cover  2015-09-28 11:00  Stop Loss  $63.18    ($400.00)  $29,585.00    ($400.00)  0.00%  -56.34%  $2.50  $10.00
 122  Buy  2015-09-29 12:00  Buy  $63.30  $0.00  1  ($525.00)  -0.79%  $340.00  40.48%    $2.50  $10.00
   Sell  2015-09-29 17:00  Stop Loss  $62.80    ($500.00)  $29,060.00    ($500.00)  0.00%  -59.52%  $2.50  $10.00
 123  Buy  2015-09-30 17:00  Buy  $63.39  $0.00  1  $745.00  1.21%  $1,650.00  88.24%    $2.50  $10.00
   Sell  2015-10-01 11:00  $ Trailing Stop  $64.16    $770.00  $29,805.00    ($220.00)  52.94%  41.18%  $2.50  $10.00
 124  Buy  2015-10-06 10:00  Buy  $64.62  $0.00  1  $2,025.00  3.17%  $3,030.00  93.23%    $2.50  $10.00
   Sell  2015-10-07 11:00  $ Trailing Stop  $66.67    $2,050.00  $31,830.00    ($220.00)  69.85%  63.08%  $2.50  $10.00
 125  Buy  2015-10-08 13:00  Buy  $67.10  $0.00  1  $965.00  1.48%  $1,760.00  97.24%    $2.50  $10.00
   Sell  2015-10-09 10:00  Exit Long  $68.09    $990.00  $32,795.00    ($50.00)  57.46%  54.70%  $2.50  $10.00
 126  Sell Short  2015-10-13 16:00  Sell  $64.70  $0.00  1  ($85.00)  -0.09%  $820.00  80.39%    $2.50  $10.00
   Buy to Cover  2015-10-14 15:00  Exit Short  $64.76    ($60.00)  $32,710.00    ($200.00)  13.73%  -5.88%  $2.50  $10.00
 127  Sell Short  2015-10-20 13:00  Sell  $63.49  $0.00  1  ($265.00)  -0.38%  $380.00  58.46%    $2.50  $10.00
   Buy to Cover  2015-10-20 16:00  Exit Short  $63.73    ($240.00)  $32,445.00    ($270.00)  4.62%  -36.92%  $2.50  $10.00
 128  Sell Short  2015-10-22 15:00  Sell  $62.37  $0.00  1  ($625.00)  -0.96%  $80.00  11.76%    $2.50  $10.00
   Buy to Cover  2015-10-22 22:00  Stop Loss  $62.97    ($600.00)  $31,820.00    ($600.00)  0.00%  -88.24%  $2.50  $10.00
 129  Sell Short  2015-10-23 10:00  Sell  $62.44  $0.00  1  $1,785.00  2.90%  $2,470.00  99.20%    $2.50  $10.00
   Buy to Cover  2015-10-27 17:00  Exit Short  $60.63    $1,810.00  $33,605.00    ($20.00)  73.49%  72.69%  $2.50  $10.00
 130  Buy  2015-10-30 08:00  Buy  $63.69  $0.00  1  ($455.00)  -0.68%  $50.00  10.42%    $2.50  $10.00
   Sell  2015-10-30 09:00  Stop Loss  $63.26    ($430.00)  $33,150.00    ($430.00)  0.00%  -89.58%  $2.50  $10.00
 131  Buy  2015-10-30 14:00  Buy  $63.75  $0.00  1  ($295.00)  -0.42%  $670.00  64.42%    $2.50  $10.00
   Sell  2015-11-02 05:00  Exit Long  $63.48    ($270.00)  $32,855.00    ($370.00)  9.62%  -25.96%  $2.50  $10.00
 132  Sell Short  2015-11-10 10:00  Sell  $61.17  $0.00  1  ($455.00)  -0.70%  $210.00  32.81%    $2.50  $10.00
   Buy to Cover  2015-11-10 10:00  Stop Loss  $61.60    ($430.00)  $32,400.00    ($430.00)  0.00%  -67.19%  $2.50  $10.00
 133  Sell Short  2015-11-10 19:00  Sell  $61.02  $0.00  1  ($415.00)  -0.64%  $200.00  33.90%    $2.50  $10.00
   Buy to Cover  2015-11-11 10:00  Stop Loss  $61.41    ($390.00)  $31,985.00    ($390.00)  0.00%  -66.10%  $2.50  $10.00
 134  Sell Short  2015-11-11 12:00  Sell  $60.69  $0.00  1  $545.00  0.94%  $1,610.00  98.17%    $2.50  $10.00
   Buy to Cover  2015-11-12 12:00  $ Trailing Stop  $60.12    $570.00  $32,530.00    ($30.00)  36.59%  34.76%  $2.50  $10.00
 135  Sell Short  2015-11-18 13:00  Sell  $57.72  $0.00  1  ($665.00)  -1.11%  $100.00  13.51%    $2.50  $10.00
   Buy to Cover  2015-11-18 15:00  Stop Loss  $58.36    ($640.00)  $31,865.00    ($640.00)  0.00%  -86.49%  $2.50  $10.00
 136  Sell Short  2015-11-20 08:00  Sell  $57.75  $0.00  1  ($365.00)  -0.59%  $40.00  10.53%    $2.50  $10.00
   Buy to Cover  2015-11-20 10:00  Stop Loss  $58.09    ($340.00)  $31,500.00    ($340.00)  0.00%  -89.47%  $2.50  $10.00
 137  Buy  2015-11-20 14:00  Buy  $58.60  $0.00  1  ($675.00)  -1.11%  $500.00  43.48%    $2.50  $10.00
   Sell  2015-11-20 15:00  Stop Loss  $57.95    ($650.00)  $30,825.00    ($650.00)  0.00%  -56.52%  $2.50  $10.00
 138  Sell Short  2015-11-20 16:00  Sell  $57.92  $0.00  1  $335.00  0.62%  $1,170.00  95.12%    $2.50  $10.00
   Buy to Cover  2015-11-23 08:00  Exit Short  $57.56    $360.00  $31,160.00    ($60.00)  34.15%  29.27%  $2.50  $10.00
 139  Buy  2015-11-23 12:00  Buy  $58.54  $0.00  1  ($505.00)  -0.82%  $420.00  43.30%    $2.50  $10.00
   Sell  2015-11-23 15:00  Exit Long  $58.06    ($480.00)  $30,655.00    ($550.00)  7.22%  -49.48%  $2.50  $10.00
 140  Buy  2015-11-24 09:00  Buy  $58.82  $0.00  1  $95.00  0.20%  $980.00  86.73%    $2.50  $10.00
   Sell  2015-11-24 11:00  $ Trailing Stop  $58.94    $120.00  $30,750.00    ($150.00)  23.89%  10.62%  $2.50  $10.00
 141  Sell Short  2015-12-01 10:00  Sell  $57.58  $0.00  1  ($495.00)  -0.82%  $50.00  9.62%    $2.50  $10.00
   Buy to Cover  2015-12-01 10:00  Stop Loss  $58.05    ($470.00)  $30,255.00    ($470.00)  0.00%  -90.38%  $2.50  $10.00
 142  Sell Short  2015-12-02 06:00  Sell  $57.80  $0.00  1  $125.00  0.26%  $690.00  92.00%    $2.50  $10.00
   Buy to Cover  2015-12-02 11:00  $ Trailing Stop  $57.65    $150.00  $30,380.00    ($60.00)  28.00%  20.00%  $2.50  $10.00
 143  Sell Short  2015-12-09 13:00  Sell  $53.65  $0.00  1  $1,995.00  3.77%  $2,780.00  92.36%    $2.50  $10.00
   Buy to Cover  2015-12-14 10:00  Exit Short  $51.63    $2,020.00  $32,375.00    ($230.00)  74.75%  67.11%  $2.50  $10.00
 144  Sell Short  2015-12-18 07:00  Sell  $51.28  $0.00  1  ($325.00)  -0.59%  $450.00  60.00%    $2.50  $10.00
   Buy to Cover  2015-12-18 10:00  Stop Loss  $51.58    ($300.00)  $32,050.00    ($300.00)  0.00%  -40.00%  $2.50  $10.00
 145  Sell Short  2015-12-18 15:00  Sell  $51.03  $0.00  1  ($535.00)  -1.00%  $570.00  47.90%    $2.50  $10.00
   Buy to Cover  2015-12-22 13:00  Buy  $51.54    ($510.00)  $31,515.00    ($620.00)  9.24%  -42.86%  $2.50  $10.00
 146  Buy  2015-12-22 13:00  Buy  $51.54  $0.00  1  $1,065.00  2.11%  $1,520.00  79.17%    $2.50  $10.00
   Sell  2015-12-24 08:00  Exit Long  $52.63    $1,090.00  $32,580.00    ($400.00)  77.60%  56.77%  $2.50  $10.00
 147  Sell Short  2016-01-05 11:00  Sell  $51.34  $0.00  1  $3,295.00  6.47%  $4,130.00  94.72%    $2.50  $10.00
   Buy to Cover  2016-01-07 06:00  Exit Short  $48.02    $3,320.00  $35,875.00    ($230.00)  81.42%  76.15%  $2.50  $10.00
 148  Sell Short  2016-02-09 09:00  Sell  $43.83  $0.00  1  $1,215.00  2.83%  $2,300.00  82.14%    $2.50  $10.00
   Buy to Cover  2016-02-10 11:00  $ Trailing Stop  $42.59    $1,240.00  $37,090.00    ($500.00)  62.14%  44.29%  $2.50  $10.00
 149  Buy  2016-03-02 12:00  Buy  $46.57  $0.00  1  ($265.00)  -0.52%  $580.00  62.37%    $2.50  $10.00
   Sell  2016-03-03 10:00  Exit Long  $46.33    ($240.00)  $36,825.00    ($350.00)  11.83%  -25.81%  $2.50  $10.00
 150  Buy  2016-03-03 12:00  Buy  $47.09  $0.00  1  ($555.00)  -1.13%  $100.00  15.87%    $2.50  $10.00
   Sell  2016-03-03 12:00  Stop Loss  $46.56    ($530.00)  $36,270.00    ($530.00)  0.00%  -84.13%  $2.50  $10.00
 151  Buy  2016-03-22 12:00  Buy  $52.14  $0.00  1  ($695.00)  -1.29%  $20.00  2.90%    $2.50  $10.00
   Sell  2016-03-23 01:00  Stop Loss  $51.47    ($670.00)  $35,575.00    ($670.00)  0.00%  -97.10%  $2.50  $10.00
 152  Sell Short  2016-03-23 11:00  Sell  $51.04  $0.00  1  $1,315.00  2.63%  $2,190.00  89.02%    $2.50  $10.00
   Buy to Cover  2016-03-24 12:00  $ Trailing Stop  $49.70    $1,340.00  $36,890.00    ($270.00)  65.45%  54.47%  $2.50  $10.00
 153  Sell Short  2016-03-30 14:00  Sell  $48.80  $0.00  1  $1,475.00  3.07%  $2,090.00  73.33%    $2.50  $10.00
   Buy to Cover  2016-04-04 07:00  Exit Short  $47.30    $1,500.00  $38,365.00    ($760.00)  79.30%  52.63%  $2.50  $10.00
 154  Buy  2016-04-22 11:00  Buy  $53.43  $0.00  1  ($515.00)  -0.92%  $190.00  27.94%    $2.50  $10.00
   Sell  2016-04-22 13:00  Stop Loss  $52.94    ($490.00)  $37,850.00    ($490.00)  0.00%  -72.06%  $2.50  $10.00
 155  Buy  2016-04-27 16:00  Buy  $54.42  $0.00  1  $335.00  0.66%  $890.00  74.17%    $2.50  $10.00
   Sell  2016-04-28 17:00  Exit Long  $54.78    $360.00  $38,185.00    ($310.00)  55.83%  30.00%  $2.50  $10.00
 156  Sell Short  2016-05-04 13:00  Sell  $52.80  $0.00  1  ($815.00)  -1.50%  $410.00  34.17%    $2.50  $10.00
   Buy to Cover  2016-05-04 19:00  Stop Loss  $53.59    ($790.00)  $37,370.00    ($790.00)  0.00%  -65.83%  $2.50  $10.00
 157  Buy  2016-05-24 10:00  Buy  $56.99  $0.00  1  ($355.00)  -0.58%  $30.00  8.33%    $2.50  $10.00
   Sell  2016-05-24 10:00  Stop Loss  $56.66    ($330.00)  $37,015.00    ($330.00)  0.00%  -91.67%  $2.50  $10.00
 158  Buy  2016-05-25 15:00  Buy  $57.81  $0.00  1  $365.00  0.67%  $890.00  88.12%    $2.50  $10.00
   Sell  2016-05-26 11:00  Exit Long  $58.20    $390.00  $37,380.00    ($120.00)  50.50%  38.61%  $2.50  $10.00
 159  Buy  2016-05-30 13:00  Buy  $57.97  $0.00  1  $205.00  0.40%  $620.00  79.49%    $2.50  $10.00
   Sell  2016-05-31 14:00  $ Trailing Stop  $58.20    $230.00  $37,585.00    ($160.00)  50.00%  29.49%  $2.50  $10.00
 160  Sell Short  2016-06-03 15:00  Sell  $57.04  $0.00  1  ($555.00)  -0.93%  $220.00  29.33%    $2.50  $10.00
   Buy to Cover  2016-06-06 01:00  Stop Loss  $57.57    ($530.00)  $37,030.00    ($530.00)  0.00%  -70.67%  $2.50  $10.00
 161  Sell Short  2016-06-14 19:00  Sell  $56.39  $0.00  1  ($145.00)  -0.21%  $350.00  64.81%    $2.50  $10.00
   Buy to Cover  2016-06-15 05:00  Exit Short  $56.51    ($120.00)  $36,885.00    ($190.00)  12.96%  -22.22%  $2.50  $10.00
 162  Sell Short  2016-06-15 17:00  Sell  $55.97  $0.00  1  $895.00  1.64%  $1,610.00  85.64%    $2.50  $10.00
   Buy to Cover  2016-06-16 22:00  Exit Short  $55.05    $920.00  $37,780.00    ($270.00)  63.30%  48.94%  $2.50  $10.00
 163  Buy  2016-06-23 16:00  Buy  $58.01  $0.00  1  ($435.00)  -0.71%  $400.00  49.38%    $2.50  $10.00
   Sell  2016-06-23 20:00  Stop Loss  $57.60    ($410.00)  $37,345.00    ($410.00)  0.00%  -50.62%  $2.50  $10.00
 164  Buy  2016-07-01 16:00  Buy  $57.03  $0.00  1  ($525.00)  -0.88%  $280.00  35.90%    $2.50  $10.00
   Sell  2016-07-04 19:00  Stop Loss  $56.53    ($500.00)  $36,820.00    ($500.00)  0.00%  -64.10%  $2.50  $10.00
 165  Buy  2016-07-15 08:00  Buy  $53.44  $0.00  1  $205.00  0.43%  $830.00  92.22%    $2.50  $10.00
   Sell  2016-07-15 12:00  $ Trailing Stop  $53.67    $230.00  $37,025.00    ($70.00)  33.33%  25.56%  $2.50  $10.00
 166  Sell Short  2016-07-19 11:00  Sell  $52.80  $0.00  1  $25.00  0.09%  $990.00  75.00%    $2.50  $10.00
   Buy to Cover  2016-07-20 11:00  $ Trailing Stop  $52.75    $50.00  $37,050.00    ($330.00)  28.79%  3.79%  $2.50  $10.00
 167  Sell Short  2016-07-27 07:00  Sell  $49.84  $0.00  1  ($325.00)  -0.60%  $60.00  16.67%    $2.50  $10.00
   Buy to Cover  2016-07-27 09:00  Stop Loss  $50.14    ($300.00)  $36,725.00    ($300.00)  0.00%  -83.33%  $2.50  $10.00
 168  Buy  2016-08-17 09:00  Buy  $53.80  $0.00  1  ($365.00)  -0.63%  $40.00  10.53%    $2.50  $10.00
   Sell  2016-08-17 10:00  Stop Loss  $53.46    ($340.00)  $36,360.00    ($340.00)  0.00%  -89.47%  $2.50  $10.00
 169  Buy  2016-08-17 12:00  Buy  $53.97  $0.00  1  ($585.00)  -1.04%  $80.00  12.50%    $2.50  $10.00
   Sell  2016-08-17 12:00  Stop Loss  $53.41    ($560.00)  $35,775.00    ($560.00)  0.00%  -87.50%  $2.50  $10.00
 170  Sell Short  2016-08-24 12:00  Sell  $53.28  $0.00  1  ($395.00)  -0.69%  $330.00  41.25%    $2.50  $10.00
   Buy to Cover  2016-08-25 11:00  Exit Short  $53.65    ($370.00)  $35,380.00    ($470.00)  12.50%  -46.25%  $2.50  $10.00
 171  Buy  2016-08-26 10:00  Buy  $53.94  $0.00  1  ($295.00)  -0.50%  $160.00  37.21%    $2.50  $10.00
   Sell  2016-08-26 11:00  Stop Loss  $53.67    ($270.00)  $35,085.00    ($270.00)  0.00%  -62.79%  $2.50  $10.00
 172  Buy  2016-08-26 12:00  Buy  $54.28  $0.00  1  ($465.00)  -0.81%  $210.00  25.93%    $2.50  $10.00
   Sell  2016-08-26 17:00  Exit Long  $53.84    ($440.00)  $34,620.00    ($600.00)  19.75%  -54.32%  $2.50  $10.00
 173  Sell Short  2016-09-14 07:00  Sell  $51.66  $0.00  1  $575.00  1.16%  $1,320.00  92.31%    $2.50  $10.00
   Buy to Cover  2016-09-14 11:00  $ Trailing Stop  $51.06    $600.00  $35,195.00    ($110.00)  49.65%  41.96%  $2.50  $10.00
 174  Buy  2016-09-20 16:00  Buy  $50.13  $0.00  1  $1,835.00  3.71%  $2,310.00  90.94%    $2.50  $10.00
   Sell  2016-09-22 19:00  Exit Long  $51.99    $1,860.00  $37,030.00    ($230.00)  82.28%  73.23%  $2.50  $10.00
 175  Buy  2016-09-28 14:00  Buy  $51.56  $0.00  1  $1,045.00  2.08%  $1,830.00  90.59%    $2.50  $10.00
   Sell  2016-09-29 06:00  Exit Long  $52.63    $1,070.00  $38,075.00    ($190.00)  62.38%  52.97%  $2.50  $10.00
 176  Buy  2016-10-04 11:00  Buy  $54.85  $0.00  1  ($385.00)  -0.66%  $130.00  26.53%    $2.50  $10.00
   Sell  2016-10-04 11:00  Stop Loss  $54.49    ($360.00)  $37,690.00    ($360.00)  0.00%  -73.47%  $2.50  $10.00
 177  Buy  2016-10-04 19:00  Buy  $55.14  $0.00  1  $155.00  0.33%  $750.00  86.21%    $2.50  $10.00
   Sell  2016-10-06 05:00  Exit Long  $55.32    $180.00  $37,845.00    ($120.00)  34.48%  20.69%  $2.50  $10.00
 178  Buy  2016-10-06 07:00  Buy  $55.74  $0.00  1  $145.00  0.30%  $690.00  84.15%    $2.50  $10.00
   Sell  2016-10-06 11:00  $ Trailing Stop  $55.91    $170.00  $37,990.00    ($130.00)  36.59%  20.73%  $2.50  $10.00
 179  Buy  2016-10-18 17:00  Buy  $56.19  $0.00  1  $1,005.00  1.83%  $1,520.00  98.06%    $2.50  $10.00
   Sell  2016-10-19 15:00  $ Trailing Stop  $57.22    $1,030.00  $38,995.00    ($30.00)  68.39%  66.45%  $2.50  $10.00
 180  Sell Short  2016-10-24 09:00  Sell  $55.75  $0.00  1  $35.00  0.11%  $640.00  71.11%    $2.50  $10.00
   Buy to Cover  2016-10-24 15:00  $ Trailing Stop  $55.69    $60.00  $39,030.00    ($260.00)  35.56%  6.67%  $2.50  $10.00
 181  Sell Short  2016-10-25 12:00  Sell  $55.45  $0.00  1  $185.00  0.38%  $1,090.00  84.50%    $2.50  $10.00
   Buy to Cover  2016-10-26 11:00  $ Trailing Stop  $55.24    $210.00  $39,215.00    ($200.00)  31.78%  16.28%  $2.50  $10.00
 182  Sell Short  2016-11-03 11:00  Sell  $50.75  $0.00  1  $925.00  1.87%  $1,690.00  88.95%    $2.50  $10.00
   Buy to Cover  2016-11-04 11:00  $ Trailing Stop  $49.80    $950.00  $40,140.00    ($210.00)  61.05%  50.00%  $2.50  $10.00
 183  Buy  2016-11-08 12:00  Buy  $50.56  $0.00  1  ($535.00)  -1.01%  $320.00  38.55%    $2.50  $10.00
   Sell  2016-11-08 17:00  Stop Loss  $50.05    ($510.00)  $39,605.00    ($510.00)  0.00%  -61.45%  $2.50  $10.00
 184  Buy  2016-11-17 07:00  Buy  $51.35  $0.00  1  $55.00  0.16%  $730.00  100.00%    $2.50  $10.00
   Sell  2016-11-17 11:00  $ Trailing Stop  $51.43    $80.00  $39,660.00    $0.00  10.96%  10.96%  $2.50  $10.00
 185  Sell Short  2016-12-07 10:00  Sell  $55.31  $0.00  1  $235.00  0.47%  $740.00  75.51%    $2.50  $10.00
   Buy to Cover  2016-12-08 06:00  Exit Short  $55.05    $260.00  $39,895.00    ($240.00)  51.02%  26.53%  $2.50  $10.00
 186  Buy  2016-12-20 06:00  Buy  $57.13  $0.00  1  $135.00  0.28%  $530.00  79.10%    $2.50  $10.00
   Sell  2016-12-20 12:00  $ Trailing Stop  $57.29    $160.00  $40,030.00    ($140.00)  44.78%  23.88%  $2.50  $10.00
 187  Buy  2017-01-06 06:00  Buy  $57.89  $0.00  1  ($345.00)  -0.55%  $320.00  50.00%    $2.50  $10.00
   Sell  2017-01-06 10:00  Stop Loss  $57.57    ($320.00)  $39,685.00    ($320.00)  0.00%  -50.00%  $2.50  $10.00
 188  Buy  2017-01-06 13:00  Buy  $58.05  $0.00  1  ($625.00)  -1.03%  $10.00  1.64%    $2.50  $10.00
   Sell  2017-01-09 03:00  Stop Loss  $57.45    ($600.00)  $39,060.00    ($600.00)  0.00%  -98.36%  $2.50  $10.00
 189  Sell Short  2017-01-09 06:00  Sell  $57.09  $0.00  1  $1,005.00  1.80%  $1,440.00  96.64%    $2.50  $10.00
   Buy to Cover  2017-01-10 05:00  Exit Short  $56.06    $1,030.00  $40,065.00    ($50.00)  72.48%  69.13%  $2.50  $10.00
 190  Sell Short  2017-01-19 14:00  Sell  $55.11  $0.00  1  ($545.00)  -0.94%  $130.00  20.00%    $2.50  $10.00
   Buy to Cover  2017-01-20 05:00  Stop Loss  $55.63    ($520.00)  $39,520.00    ($520.00)  0.00%  -80.00%  $2.50  $10.00
 191  Buy  2017-02-01 15:00  Buy  $56.64  $0.00  1  $65.00  0.16%  $810.00  81.82%    $2.50  $10.00
   Sell  2017-02-02 12:00  Exit Long  $56.73    $90.00  $39,585.00    ($180.00)  27.27%  9.09%  $2.50  $10.00
 192  Sell Short  2017-02-06 12:00  Sell  $56.47  $0.00  1  $1,095.00  1.98%  $1,540.00  92.22%    $2.50  $10.00
   Buy to Cover  2017-02-07 17:00  Exit Short  $55.35    $1,120.00  $40,680.00    ($130.00)  74.85%  67.07%  $2.50  $10.00
 193  Sell Short  2017-02-16 12:00  Sell  $55.93  $0.00  1  ($395.00)  -0.66%  $80.00  17.78%    $2.50  $10.00
   Buy to Cover  2017-02-16 13:00  Stop Loss  $56.30    ($370.00)  $40,285.00    ($370.00)  0.00%  -82.22%  $2.50  $10.00
 194  Buy  2017-02-16 14:00  Buy  $56.55  $0.00  1  ($515.00)  -0.87%  $80.00  14.04%    $2.50  $10.00
   Sell  2017-02-17 06:00  Stop Loss  $56.06    ($490.00)  $39,770.00    ($490.00)  0.00%  -85.96%  $2.50  $10.00
 195  Sell Short  2017-02-17 07:00  Sell  $56.06  $0.00  1  ($325.00)  -0.54%  $30.00  9.09%    $2.50  $10.00
   Buy to Cover  2017-02-17 11:00  Stop Loss  $56.36    ($300.00)  $39,445.00    ($300.00)  0.00%  -90.91%  $2.50  $10.00
 196  Sell Short  2017-03-10 12:00  Sell  $51.53  $0.00  1  $255.00  0.54%  $850.00  72.65%    $2.50  $10.00
   Buy to Cover  2017-03-14 06:00  Exit Short  $51.25    $280.00  $39,700.00    ($320.00)  51.28%  23.93%  $2.50  $10.00
 197  Sell Short  2017-03-14 09:00  Sell  $50.83  $0.00  1  $75.00  0.20%  $1,020.00  99.03%    $2.50  $10.00
   Buy to Cover  2017-03-14 16:00  $ Trailing Stop  $50.73    $100.00  $39,775.00    ($10.00)  10.68%  9.71%  $2.50  $10.00
 198  Sell Short  2017-03-17 17:00  Sell  $51.49  $0.00  1  $475.00  0.97%  $800.00  96.39%    $2.50  $10.00
   Buy to Cover  2017-03-20 10:00  $ Trailing Stop  $50.99    $500.00  $40,250.00    ($30.00)  63.86%  60.24%  $2.50  $10.00
 199  Sell Short  2017-03-21 12:00  Sell  $50.98  $0.00  1  $905.00  1.82%  $1,740.00  99.43%    $2.50  $10.00
   Buy to Cover  2017-03-22 12:00  $ Trailing Stop  $50.05    $930.00  $41,155.00    ($10.00)  53.71%  53.14%  $2.50  $10.00
 200  Sell Short  2017-03-24 12:00  Sell  $49.99  $0.00  1  ($305.00)  -0.56%  $90.00  24.32%    $2.50  $10.00
   Buy to Cover  2017-03-24 15:00  Stop Loss  $50.27    ($280.00)  $40,850.00    ($280.00)  0.00%  -75.68%  $2.50  $10.00
 201  Buy  2017-04-11 14:00  Buy  $55.45  $0.00  1  ($365.00)  -0.61%  $540.00  61.36%    $2.50  $10.00
   Sell  2017-04-12 15:00  Stop Loss  $55.11    ($340.00)  $40,485.00    ($340.00)  0.00%  -38.64%  $2.50  $10.00
 202  Sell Short  2017-04-18 19:00  Sell  $54.52  $0.00  1  ($345.00)  -0.59%  $110.00  25.58%    $2.50  $10.00
   Buy to Cover  2017-04-19 11:00  Stop Loss  $54.84    ($320.00)  $40,140.00    ($320.00)  0.00%  -74.42%  $2.50  $10.00
 203  Sell Short  2017-04-19 12:00  Sell  $54.38  $0.00  1  $1,405.00  2.63%  $2,100.00  95.02%    $2.50  $10.00
   Buy to Cover  2017-04-19 22:00  Exit Short  $52.95    $1,430.00  $41,545.00    ($110.00)  69.68%  64.71%  $2.50  $10.00
 204  Sell Short  2017-04-21 11:00  Sell  $52.29  $0.00  1  $645.00  1.28%  $1,320.00  100.00%    $2.50  $10.00
   Buy to Cover  2017-04-24 02:00  Exit Short  $51.62    $670.00  $42,190.00    $0.00  50.76%  50.76%  $2.50  $10.00
 205  Sell Short  2017-04-26 10:00  Sell  $50.89  $0.00  1  ($295.00)  -0.53%  $180.00  40.00%    $2.50  $10.00
   Buy to Cover  2017-04-26 11:00  Stop Loss  $51.16    ($270.00)  $41,895.00    ($270.00)  0.00%  -60.00%  $2.50  $10.00
 206  Sell Short  2017-04-27 06:00  Sell  $50.83  $0.00  1  ($195.00)  -0.33%  $20.00  10.53%    $2.50  $10.00
   Buy to Cover  2017-04-27 06:00  Stop Loss  $51.00    ($170.00)  $41,700.00    ($170.00)  0.00%  -89.47%  $2.50  $10.00
 207  Sell Short  2017-05-01 10:00  Sell  $50.67  $0.00  1  ($275.00)  -0.49%  $360.00  59.02%    $2.50  $10.00
   Buy to Cover  2017-05-02 07:00  Stop Loss  $50.92    ($250.00)  $41,425.00    ($250.00)  0.00%  -40.98%  $2.50  $10.00
 208  Sell Short  2017-05-02 11:00  Sell  $50.46  $0.00  1  $685.00  1.41%  $1,340.00  92.41%    $2.50  $10.00
   Buy to Cover  2017-05-02 17:00  $ Trailing Stop  $49.75    $710.00  $42,110.00    ($110.00)  56.55%  48.97%  $2.50  $10.00
 209  Sell Short  2017-05-03 19:00  Sell  $49.37  $0.00  1  $3,285.00  6.70%  $3,310.00  95.66%    $2.50  $10.00
   Buy to Cover  2017-05-05 00:00  $ Trailing Stop  $46.06    $3,310.00  $45,395.00    ($150.00)  100.00%  95.66%  $2.50  $10.00
 210  Buy  2017-05-12 10:00  Buy  $49.80  $0.00  1  ($295.00)  -0.54%  $20.00  6.90%    $2.50  $10.00
   Sell  2017-05-12 10:00  Stop Loss  $49.53    ($270.00)  $45,100.00    ($270.00)  0.00%  -93.10%  $2.50  $10.00
 211  Buy  2017-05-12 16:00  Buy  $49.62  $0.00  1  $1,305.00  2.68%  $1,810.00  98.37%    $2.50  $10.00
   Sell  2017-05-15 10:00  $ Trailing Stop  $50.95    $1,330.00  $46,405.00    ($30.00)  73.91%  72.28%  $2.50  $10.00
 212  Buy  2017-05-18 12:00  Buy  $50.98  $0.00  1  $1,335.00  2.67%  $1,880.00  96.41%    $2.50  $10.00
   Sell  2017-05-23 01:00  Exit Long  $52.34    $1,360.00  $47,740.00    ($70.00)  73.33%  69.74%  $2.50  $10.00
 213  Sell Short  2017-06-01 16:00  Sell  $49.59  $0.00  1  $475.00  1.01%  $1,420.00  93.42%    $2.50  $10.00
   Buy to Cover  2017-06-02 11:00  Exit Short  $49.09    $500.00  $48,215.00    ($100.00)  39.47%  32.89%  $2.50  $10.00
 214  Sell Short  2017-06-06 09:00  Sell  $48.68  $0.00  1  ($355.00)  -0.68%  $160.00  32.65%    $2.50  $10.00
   Buy to Cover  2017-06-06 12:00  Stop Loss  $49.01    ($330.00)  $47,860.00    ($330.00)  0.00%  -67.35%  $2.50  $10.00
 215  Buy  2017-06-13 13:00  Buy  $47.76  $0.00  1  ($445.00)  -0.88%  $240.00  36.36%    $2.50  $10.00
   Sell  2017-06-13 17:00  Stop Loss  $47.34    ($420.00)  $47,415.00    ($420.00)  0.00%  -63.64%  $2.50  $10.00
 216  Sell Short  2017-06-19 14:00  Sell  $45.82  $0.00  1  $15.00  0.09%  $350.00  71.43%    $2.50  $10.00
   Buy to Cover  2017-06-20 04:00  Exit Short  $45.78    $40.00  $47,430.00    ($140.00)  36.73%  8.16%  $2.50  $10.00
 217  Sell Short  2017-07-06 15:00  Sell  $46.55  $0.00  1  $595.00  1.33%  $1,290.00  85.43%    $2.50  $10.00
   Buy to Cover  2017-07-07 10:00  Exit Short  $45.93    $620.00  $48,025.00    ($220.00)  55.63%  41.06%  $2.50  $10.00
 218  Buy  2017-07-13 12:00  Buy  $47.11  $0.00  1  $185.00  0.45%  $820.00  89.13%    $2.50  $10.00
   Sell  2017-07-14 10:00  Exit Long  $47.32    $210.00  $48,210.00    ($100.00)  33.70%  22.83%  $2.50  $10.00
 219  Sell Short  2017-07-18 19:00  Sell  $47.48  $0.00  1  ($335.00)  -0.65%  $160.00  34.04%    $2.50  $10.00
   Buy to Cover  2017-07-19 06:00  Stop Loss  $47.79    ($310.00)  $47,875.00    ($310.00)  0.00%  -65.96%  $2.50  $10.00
 220  Buy  2017-07-19 12:00  Buy  $48.10  $0.00  1  ($55.00)  -0.06%  $640.00  78.05%    $2.50  $10.00
   Sell  2017-07-20 13:00  Exit Long  $48.07    ($30.00)  $47,820.00    ($180.00)  18.29%  -3.66%  $2.50  $10.00
 221  Buy  2017-07-27 11:00  Buy  $49.83  $0.00  1  $815.00  1.69%  $1,200.00  80.00%    $2.50  $10.00
   Sell  2017-07-31 06:00  Exit Long  $50.67    $840.00  $48,635.00    ($300.00)  76.00%  56.00%  $2.50  $10.00
 222  Sell Short  2017-08-03 16:00  Sell  $49.85  $0.00  1  ($475.00)  -0.90%  $350.00  43.75%    $2.50  $10.00
   Buy to Cover  2017-08-04 11:00  Stop Loss  $50.30    ($450.00)  $48,160.00    ($450.00)  0.00%  -56.25%  $2.50  $10.00
 223  Sell Short  2017-08-08 11:00  Sell  $50.09  $0.00  1  ($505.00)  -0.96%  $230.00  32.39%    $2.50  $10.00
   Buy to Cover  2017-08-08 12:00  Stop Loss  $50.57    ($480.00)  $47,655.00    ($480.00)  0.00%  -67.61%  $2.50  $10.00
 224  Sell Short  2017-08-08 14:00  Sell  $50.04  $0.00  1  ($575.00)  -1.10%  $140.00  20.29%    $2.50  $10.00
   Buy to Cover  2017-08-09 09:00  Stop Loss  $50.59    ($550.00)  $47,080.00    ($550.00)  0.00%  -79.71%  $2.50  $10.00
 225  Buy  2017-08-23 12:00  Buy  $48.88  $0.00  1  $65.00  0.18%  $470.00  83.93%    $2.50  $10.00
   Sell  2017-08-24 08:00  Exit Long  $48.97    $90.00  $47,145.00    ($90.00)  32.14%  16.07%  $2.50  $10.00
 226  Buy  2017-09-07 13:00  Buy  $50.01  $0.00  1  ($445.00)  -0.84%  $100.00  19.23%    $2.50  $10.00
   Sell  2017-09-08 05:00  Stop Loss  $49.59    ($420.00)  $46,700.00    ($420.00)  0.00%  -80.77%  $2.50  $10.00
 227  Buy  2017-09-13 07:00  Buy  $49.58  $0.00  1  $1,295.00  2.66%  $1,770.00  88.94%    $2.50  $10.00
   Sell  2017-09-14 13:00  $ Trailing Stop  $50.90    $1,320.00  $47,995.00    ($220.00)  77.39%  66.33%  $2.50  $10.00
 228  Buy  2017-09-18 15:00  Buy  $50.75  $0.00  1  ($295.00)  -0.53%  $370.00  45.68%    $2.50  $10.00
   Sell  2017-09-19 12:00  Sell  $50.48    ($270.00)  $47,700.00    ($440.00)  20.99%  -33.33%  $2.50  $10.00
 229  Sell Short  2017-09-19 12:00  Sell  $50.48  $0.00  1  ($115.00)  -0.18%  $450.00  69.23%    $2.50  $10.00
   Buy to Cover  2017-09-19 19:00  Exit Short  $50.57    ($90.00)  $47,585.00    ($200.00)  16.92%  -13.85%  $2.50  $10.00
 230  Sell Short  2017-09-21 09:00  Sell  $50.43  $0.00  1  ($325.00)  -0.59%  $60.00  16.67%    $2.50  $10.00
   Buy to Cover  2017-09-21 10:00  Stop Loss  $50.73    ($300.00)  $47,260.00    ($300.00)  0.00%  -83.33%  $2.50  $10.00
 231  Buy  2017-09-21 16:00  Buy  $50.99  $0.00  1  ($275.00)  -0.49%  $90.00  26.47%    $2.50  $10.00
   Sell  2017-09-22 08:00  Stop Loss  $50.74    ($250.00)  $46,985.00    ($250.00)  0.00%  -73.53%  $2.50  $10.00
 232  Buy  2017-09-25 08:00  Buy  $50.97  $0.00  1  $1,245.00  2.49%  $1,760.00  100.00%    $2.50  $10.00
   Sell  2017-09-26 04:00  $ Trailing Stop  $52.24    $1,270.00  $48,230.00    $0.00  72.16%  72.16%  $2.50  $10.00
 233  Sell Short  2017-10-02 07:00  Sell  $51.62  $0.00  1  $755.00  1.51%  $1,250.00  98.43%    $2.50  $10.00
   Buy to Cover  2017-10-02 14:00  Exit Short  $50.84    $780.00  $48,985.00    ($20.00)  62.99%  61.42%  $2.50  $10.00
 234  Sell Short  2017-10-04 14:00  Sell  $50.23  $0.00  1  ($305.00)  -0.56%  $100.00  22.22%    $2.50  $10.00
   Buy to Cover  2017-10-05 06:00  Exit Short  $50.51    ($280.00)  $48,680.00    ($350.00)  15.56%  -62.22%  $2.50  $10.00
 235  Buy  2017-10-11 15:00  Buy  $51.56  $0.00  1  ($335.00)  -0.60%  $110.00  26.19%    $2.50  $10.00
   Sell  2017-10-12 02:00  Stop Loss  $51.25    ($310.00)  $48,345.00    ($310.00)  0.00%  -73.81%  $2.50  $10.00
 236  Buy  2017-10-24 08:00  Buy  $52.36  $0.00  1  ($365.00)  -0.65%  $160.00  32.00%    $2.50  $10.00
   Sell  2017-10-24 11:00  Stop Loss  $52.02    ($340.00)  $47,980.00    ($340.00)  0.00%  -68.00%  $2.50  $10.00
 237  Buy  2017-10-24 13:00  Buy  $52.47  $0.00  1  ($465.00)  -0.84%  $220.00  33.33%    $2.50  $10.00
   Sell  2017-10-25 12:00  Stop Loss  $52.03    ($440.00)  $47,515.00    ($440.00)  0.00%  -66.67%  $2.50  $10.00
 238  Buy  2017-10-26 15:00  Buy  $52.68  $0.00  1  ($75.00)  -0.09%  $250.00  59.52%    $2.50  $10.00
   Sell  2017-10-27 07:00  Exit Long  $52.63    ($50.00)  $47,440.00    ($170.00)  28.57%  -11.90%  $2.50  $10.00
 239  Buy  2017-11-10 12:00  Buy  $57.37  $0.00  1  ($265.00)  -0.42%  $30.00  11.11%    $2.50  $10.00
   Sell  2017-11-10 12:00  Stop Loss  $57.13    ($240.00)  $47,175.00    ($240.00)  0.00%  -88.89%  $2.50  $10.00
 240  Sell Short  2017-11-13 13:00  Sell  $56.73  $0.00  1  $865.00  1.57%  $1,480.00  84.09%    $2.50  $10.00
   Buy to Cover  2017-11-14 16:00  Exit Short  $55.84    $890.00  $48,040.00    ($280.00)  66.48%  50.57%  $2.50  $10.00
 241  Buy  2017-11-23 07:00  Buy  $57.84  $0.00  1  $585.00  1.05%  $960.00  86.49%    $2.50  $10.00
   Sell  2017-11-24 11:00  $ Trailing Stop  $58.45    $610.00  $48,625.00    ($150.00)  68.47%  54.95%  $2.50  $10.00
 242  Sell Short  2017-11-29 06:00  Sell  $57.53  $0.00  1  ($185.00)  -0.28%  $190.00  54.29%    $2.50  $10.00
   Buy to Cover  2017-11-29 07:00  Stop Loss  $57.69    ($160.00)  $48,440.00    ($160.00)  0.00%  -45.71%  $2.50  $10.00
 243  Sell Short  2017-11-29 13:00  Sell  $57.25  $0.00  1  ($75.00)  -0.09%  $620.00  80.52%    $2.50  $10.00
   Buy to Cover  2017-11-29 16:00  Exit Short  $57.30    ($50.00)  $48,365.00    ($150.00)  12.99%  -6.49%  $2.50  $10.00
 244  Sell Short  2017-12-06 07:00  Sell  $57.07  $0.00  1  $935.00  1.68%  $1,370.00  94.48%    $2.50  $10.00
   Buy to Cover  2017-12-07 07:00  Exit Short  $56.11    $960.00  $49,300.00    ($80.00)  71.72%  66.21%  $2.50  $10.00
 245  Sell Short  2017-12-18 14:00  Sell  $56.82  $0.00  1  ($445.00)  -0.74%  $50.00  10.64%    $2.50  $10.00
   Buy to Cover  2017-12-18 17:00  Stop Loss  $57.24    ($420.00)  $48,855.00    ($420.00)  0.00%  -89.36%  $2.50  $10.00
 246  Buy  2017-12-20 13:00  Buy  $57.74  $0.00  1  $185.00  0.36%  $480.00  64.00%    $2.50  $10.00
   Sell  2017-12-22 05:00  Exit Long  $57.95    $210.00  $49,040.00    ($270.00)  64.00%  28.00%  $2.50  $10.00
 247  Buy  2017-12-22 15:00  Buy  $58.23  $0.00  1  $1,115.00  1.96%  $1,620.00  92.57%    $2.50  $10.00
   Sell  2017-12-27 05:00  $ Trailing Stop  $59.37    $1,140.00  $50,155.00    ($130.00)  72.57%  65.14%  $2.50  $10.00
 248  Buy  2018-01-03 08:00  Buy  $60.53  $0.00  1  $1,165.00  1.97%  $1,520.00  96.82%    $2.50  $10.00
   Sell  2018-01-04 05:00  Exit Long  $61.72    $1,190.00  $51,320.00    ($50.00)  78.98%  75.80%  $2.50  $10.00
 249  Buy  2018-01-08 16:00  Buy  $61.66  $0.00  1  $335.00  0.58%  $740.00  94.87%    $2.50  $10.00
   Sell  2018-01-08 20:00  $ Trailing Stop  $62.02    $360.00  $51,655.00    ($40.00)  51.28%  46.15%  $2.50  $10.00
 250  Sell Short  2018-01-18 17:00  Sell  $63.61  $0.00  1  $475.00  0.79%  $940.00  95.92%    $2.50  $10.00
   Buy to Cover  2018-01-19 03:00  $ Trailing Stop  $63.11    $500.00  $52,130.00    ($40.00)  55.10%  51.02%  $2.50  $10.00
 251  Buy  2018-01-22 13:00  Buy  $63.61  $0.00  1  ($445.00)  -0.66%  $30.00  6.67%    $2.50  $10.00
   Sell  2018-01-22 13:00  Stop Loss  $63.19    ($420.00)  $51,685.00    ($420.00)  0.00%  -93.33%  $2.50  $10.00
 252  Buy  2018-01-22 16:00  Buy  $63.54  $0.00  1  $735.00  1.20%  $1,230.00  96.85%    $2.50  $10.00
   Sell  2018-01-23 22:00  Exit Long  $64.30    $760.00  $52,420.00    ($40.00)  62.99%  59.84%  $2.50  $10.00
 253  Buy  2018-02-22 10:00  Buy  $61.75  $0.00  1  $765.00  1.28%  $1,400.00  91.50%    $2.50  $10.00
   Sell  2018-02-23 05:00  $ Trailing Stop  $62.54    $790.00  $53,185.00    ($130.00)  60.13%  51.63%  $2.50  $10.00
 254  Sell Short  2018-03-13 10:00  Sell  $61.19  $0.00  1  ($425.00)  -0.65%  $240.00  37.50%    $2.50  $10.00
   Buy to Cover  2018-03-13 10:00  Stop Loss  $61.59    ($400.00)  $52,760.00    ($400.00)  0.00%  -62.50%  $2.50  $10.00
 255  Buy  2018-03-13 11:00  Buy  $61.91  $0.00  1  ($635.00)  -0.99%  $80.00  11.59%    $2.50  $10.00
   Sell  2018-03-13 11:00  Stop Loss  $61.30    ($610.00)  $52,125.00    ($610.00)  0.00%  -88.41%  $2.50  $10.00
 256  Sell Short  2018-03-14 13:00  Sell  $60.53  $0.00  1  ($435.00)  -0.68%  $140.00  19.72%    $2.50  $10.00
   Buy to Cover  2018-03-14 16:00  Exit Short  $60.94    ($410.00)  $51,690.00    ($570.00)  22.54%  -57.75%  $2.50  $10.00
 257  Buy  2018-03-15 09:00  Buy  $61.37  $0.00  1  ($325.00)  -0.49%  $230.00  43.40%    $2.50  $10.00
   Sell  2018-03-15 11:00  Stop Loss  $61.07    ($300.00)  $51,365.00    ($300.00)  0.00%  -56.60%  $2.50  $10.00
 258  Buy  2018-03-16 07:00  Buy  $61.43  $0.00  1  ($195.00)  -0.28%  $60.00  26.09%    $2.50  $10.00
   Sell  2018-03-16 10:00  Stop Loss  $61.26    ($170.00)  $51,170.00    ($170.00)  0.00%  -73.91%  $2.50  $10.00
 259  Buy  2018-03-27 06:00  Buy  $65.76  $0.00  1  $145.00  0.26%  $650.00  80.25%    $2.50  $10.00
   Sell  2018-03-27 10:00  $ Trailing Stop  $65.93    $170.00  $51,315.00    ($160.00)  40.74%  20.99%  $2.50  $10.00
 260  Sell Short  2018-03-29 08:00  Sell  $64.35  $0.00  1  ($305.00)  -0.44%  $190.00  40.43%    $2.50  $10.00
   Buy to Cover  2018-03-29 11:00  Stop Loss  $64.63    ($280.00)  $51,010.00    ($280.00)  0.00%  -59.57%  $2.50  $10.00
 261  Sell Short  2018-04-06 09:00  Sell  $62.99  $0.00  1  ($335.00)  -0.49%  $60.00  16.22%    $2.50  $10.00
   Buy to Cover  2018-04-06 09:00  Stop Loss  $63.30    ($310.00)  $50,675.00    ($310.00)  0.00%  -83.78%  $2.50  $10.00
 262  Sell Short  2018-04-06 12:00  Sell  $62.55  $0.00  1  $185.00  0.34%  $740.00  97.37%    $2.50  $10.00
   Buy to Cover  2018-04-09 02:00  Exit Short  $62.34    $210.00  $50,860.00    ($20.00)  30.26%  27.63%  $2.50  $10.00
 263  Sell Short  2018-04-17 06:00  Sell  $66.27  $0.00  1  $75.00  0.15%  $710.00  88.75%    $2.50  $10.00
   Buy to Cover  2018-04-17 11:00  $ Trailing Stop  $66.17    $100.00  $50,935.00    ($90.00)  23.75%  12.50%  $2.50  $10.00
 264  Sell Short  2018-04-23 10:00  Sell  $67.44  $0.00  1  ($455.00)  -0.64%  $290.00  35.37%    $2.50  $10.00
   Buy to Cover  2018-04-23 13:00  Exit Short  $67.87    ($430.00)  $50,480.00    ($530.00)  12.20%  -52.44%  $2.50  $10.00
 265  Buy  2018-05-03 13:00  Buy  $67.87  $0.00  1  $1,935.00  2.89%  $2,980.00  94.90%    $2.50  $10.00
   Sell  2018-05-07 16:00  Exit Long  $69.83    $1,960.00  $52,415.00    ($160.00)  67.52%  62.42%  $2.50  $10.00
 266  Buy  2018-05-08 19:00  Buy  $70.06  $0.00  1  $425.00  0.64%  $1,870.00  90.34%    $2.50  $10.00
   Sell  2018-05-15 11:00  Exit Long  $70.51    $450.00  $52,840.00    ($200.00)  31.40%  21.74%  $2.50  $10.00
 267  Sell Short  2018-05-15 11:00  Sell  $70.51  $0.00  1  ($695.00)  -0.95%  $60.00  8.22%    $2.50  $10.00
   Buy to Cover  2018-05-15 13:00  Stop Loss  $71.18    ($670.00)  $52,145.00    ($670.00)  0.00%  -91.78%  $2.50  $10.00
 268  Buy  2018-05-21 11:00  Buy  $71.63  $0.00  1  $655.00  0.95%  $1,080.00  88.52%    $2.50  $10.00
   Sell  2018-05-22 11:00  Exit Long  $72.31    $680.00  $52,800.00    ($140.00)  67.21%  55.74%  $2.50  $10.00
 269  Sell Short  2018-05-29 13:00  Sell  $66.09  $0.00  1  ($515.00)  -0.74%  $240.00  31.58%    $2.50  $10.00
   Buy to Cover  2018-05-29 15:00  Exit Short  $66.58    ($490.00)  $52,285.00    ($520.00)  3.95%  -64.47%  $2.50  $10.00
 270  Sell Short  2018-06-01 08:00  Sell  $66.45  $0.00  1  $645.00  1.01%  $1,250.00  79.62%    $2.50  $10.00
   Buy to Cover  2018-06-04 11:00  Exit Short  $65.78    $670.00  $52,930.00    ($320.00)  63.06%  42.68%  $2.50  $10.00
 271  Buy  2018-06-07 12:00  Buy  $65.72  $0.00  1  ($55.00)  -0.05%  $400.00  67.80%    $2.50  $10.00
   Sell  2018-06-08 03:00  Exit Long  $65.69    ($30.00)  $52,875.00    ($190.00)  27.12%  -5.08%  $2.50  $10.00
 272  Buy  2018-06-08 15:00  Buy  $65.75  $0.00  1  ($515.00)  -0.75%  $80.00  14.04%    $2.50  $10.00
   Sell  2018-06-11 06:00  Stop Loss  $65.26    ($490.00)  $52,360.00    ($490.00)  0.00%  -85.96%  $2.50  $10.00
 273  Sell Short  2018-06-11 07:00  Sell  $65.16  $0.00  1  ($415.00)  -0.60%  $380.00  49.35%    $2.50  $10.00
   Buy to Cover  2018-06-11 11:00  Stop Loss  $65.55    ($390.00)  $51,945.00    ($390.00)  0.00%  -50.65%  $2.50  $10.00
 274  Buy  2018-06-11 12:00  Buy  $65.63  $0.00  1  $185.00  0.32%  $890.00  93.68%    $2.50  $10.00
   Sell  2018-06-12 08:00  Exit Long  $65.84    $210.00  $52,130.00    ($60.00)  28.42%  22.11%  $2.50  $10.00
 275  Buy  2018-06-13 12:00  Buy  $66.46  $0.00  1  ($85.00)  -0.09%  $630.00  78.75%    $2.50  $10.00
   Sell  2018-06-14 12:00  Exit Long  $66.40    ($60.00)  $52,045.00    ($170.00)  13.75%  -7.50%  $2.50  $10.00
 276  Buy  2018-06-14 16:00  Buy  $66.86  $0.00  1  ($315.00)  -0.43%  $160.00  35.56%    $2.50  $10.00
   Sell  2018-06-15 05:00  Stop Loss  $66.57    ($290.00)  $51,730.00    ($290.00)  0.00%  -64.44%  $2.50  $10.00
 277  Sell Short  2018-06-21 06:00  Sell  $64.88  $0.00  1  ($465.00)  -0.68%  $400.00  47.62%    $2.50  $10.00
   Buy to Cover  2018-06-21 10:00  Stop Loss  $65.32    ($440.00)  $51,265.00    ($440.00)  0.00%  -52.38%  $2.50  $10.00
 278  Buy  2018-06-21 12:00  Buy  $65.87  $0.00  1  $2,665.00  4.08%  $3,650.00  91.02%    $2.50  $10.00
   Sell  2018-06-25 02:00  Exit Long  $68.56    $2,690.00  $53,930.00    ($360.00)  76.06%  67.08%  $2.50  $10.00
 279  Sell Short  2018-07-05 13:00  Sell  $73.70  $0.00  1  $805.00  1.13%  $1,420.00  93.42%    $2.50  $10.00
   Buy to Cover  2018-07-06 11:00  Exit Short  $72.87    $830.00  $54,735.00    ($100.00)  61.18%  54.61%  $2.50  $10.00
 280  Buy  2018-07-23 07:00  Buy  $69.60  $0.00  1  $15.00  0.06%  $770.00  76.24%    $2.50  $10.00
   Sell  2018-07-23 12:00  Exit Long  $69.64    $40.00  $54,750.00    ($240.00)  27.72%  3.96%  $2.50  $10.00
 281  Buy  2018-07-26 12:00  Buy  $70.68  $0.00  1  ($495.00)  -0.66%  $300.00  38.96%    $2.50  $10.00
   Sell  2018-07-27 11:00  Stop Loss  $70.21    ($470.00)  $54,255.00    ($470.00)  0.00%  -61.04%  $2.50  $10.00
 282  Sell Short  2018-08-08 08:00  Sell  $69.80  $0.00  1  $1,835.00  2.66%  $2,420.00  93.80%    $2.50  $10.00
   Buy to Cover  2018-08-08 23:00  Exit Short  $67.94    $1,860.00  $56,090.00    ($160.00)  78.29%  72.09%  $2.50  $10.00
 283  Buy  2018-08-21 09:00  Buy  $67.30  $0.00  1  $325.00  0.52%  $830.00  94.32%    $2.50  $10.00
   Sell  2018-08-21 12:00  $ Trailing Stop  $67.65    $350.00  $56,415.00    ($50.00)  45.45%  39.77%  $2.50  $10.00
 284  Sell Short  2018-09-17 13:00  Sell  $70.47  $0.00  1  ($615.00)  -0.84%  $310.00  34.44%    $2.50  $10.00
   Buy to Cover  2018-09-18 06:00  Stop Loss  $71.06    ($590.00)  $55,800.00    ($590.00)  0.00%  -65.56%  $2.50  $10.00
 285  Buy  2018-09-19 11:00  Buy  $71.73  $0.00  1  $645.00  0.93%  $1,490.00  98.68%    $2.50  $10.00
   Sell  2018-09-20 09:00  Exit Long  $72.40    $670.00  $56,445.00    ($20.00)  45.70%  44.37%  $2.50  $10.00
 286  Buy  2018-10-03 10:00  Buy  $77.24  $0.00  1  ($315.00)  -0.38%  $0.00  0.00%    $2.50  $10.00
   Sell  2018-10-03 10:00  Stop Loss  $76.95    ($290.00)  $56,130.00    ($290.00)  0.00%  -100.00%  $2.50  $10.00
 287  Sell Short  2018-10-10 11:00  Sell  $76.11  $0.00  1  $2,995.00  3.97%  $3,730.00  96.88%    $2.50  $10.00
   Buy to Cover  2018-10-12 00:00  Exit Short  $73.09    $3,020.00  $59,125.00    ($120.00)  81.56%  78.44%  $2.50  $10.00
 288  Sell Short  2018-10-24 17:00  Sell  $68.22  $0.00  1  ($575.00)  -0.81%  $310.00  36.05%    $2.50  $10.00
   Buy to Cover  2018-10-25 06:00  Stop Loss  $68.77    ($550.00)  $58,550.00    ($550.00)  0.00%  -63.95%  $2.50  $10.00
 289  Sell Short  2018-10-30 07:00  Sell  $68.66  $0.00  1  $765.00  1.15%  $1,410.00  98.60%    $2.50  $10.00
   Buy to Cover  2018-10-30 11:00  $ Trailing Stop  $67.87    $790.00  $59,315.00    ($20.00)  56.64%  55.24%  $2.50  $10.00
 290  Sell Short  2018-10-31 15:00  Sell  $67.59  $0.00  1  $2,455.00  3.67%  $3,060.00  94.74%    $2.50  $10.00
   Buy to Cover  2018-11-05 09:00  Exit Short  $65.11    $2,480.00  $61,770.00    ($170.00)  82.04%  76.78%  $2.50  $10.00
 291  Sell Short  2018-11-06 12:00  Sell  $64.17  $0.00  1  $135.00  0.25%  $940.00  83.19%    $2.50  $10.00
   Buy to Cover  2018-11-06 15:00  Exit Short  $64.01    $160.00  $61,905.00    ($190.00)  30.97%  14.16%  $2.50  $10.00
 292  Sell Short  2018-11-19 08:00  Sell  $58.38  $0.00  1  $545.00  0.98%  $1,370.00  81.55%    $2.50  $10.00
   Buy to Cover  2018-11-19 11:00  $ Trailing Stop  $57.81    $570.00  $62,450.00    ($310.00)  52.38%  33.93%  $2.50  $10.00
 293  Sell Short  2018-11-20 10:00  Sell  $57.87  $0.00  1  $2,005.00  3.51%  $3,370.00  95.74%    $2.50  $10.00
   Buy to Cover  2018-11-20 22:00  Exit Short  $55.84    $2,030.00  $64,455.00    ($150.00)  61.93%  57.67%  $2.50  $10.00
 294  Sell Short  2018-11-22 13:00  Sell  $55.62  $0.00  1  $2,365.00  4.30%  $3,360.00  93.59%    $2.50  $10.00
   Buy to Cover  2018-11-23 13:00  $ Trailing Stop  $53.23    $2,390.00  $66,820.00    ($230.00)  72.98%  66.57%  $2.50  $10.00
 295  Sell Short  2018-11-27 14:00  Sell  $52.48  $0.00  1  ($1,035.00)  -1.92%  $10.00  0.98%    $2.50  $10.00
   Buy to Cover  2018-11-27 16:00  Stop Loss  $53.49    ($1,010.00)  $65,785.00    ($1,010.00)  0.00%  -99.02%  $2.50  $10.00
 296  Sell Short  2018-11-28 16:00  Sell  $52.08  $0.00  1  ($605.00)  -1.11%  $940.00  50.54%    $2.50  $10.00
   Buy to Cover  2018-11-29 09:00  Exit Short  $52.66    ($580.00)  $65,180.00    ($920.00)  18.28%  -31.18%  $2.50  $10.00
 297  Sell Short  2018-12-28 09:00  Sell  $46.39  $0.00  1  ($725.00)  -1.51%  $510.00  42.15%    $2.50  $10.00
   Buy to Cover  2018-12-28 12:00  Stop Loss  $47.09    ($700.00)  $64,455.00    ($700.00)  0.00%  -57.85%  $2.50  $10.00
 298  Buy  2019-01-08 07:00  Buy  $50.73  $0.00  1  $1,485.00  2.98%  $2,230.00  87.11%    $2.50  $10.00
   Sell  2019-01-09 11:00  $ Trailing Stop  $52.24    $1,510.00  $65,940.00    ($330.00)  71.88%  58.98%  $2.50  $10.00
 299  Buy  2019-01-10 12:00  Buy  $53.60  $0.00  1  $415.00  0.82%  $1,170.00  87.97%    $2.50  $10.00
   Sell  2019-01-11 09:00  Exit Long  $54.04    $440.00  $66,355.00    ($160.00)  45.11%  33.08%  $2.50  $10.00
 300  Buy  2019-01-15 11:00  Buy  $53.22  $0.00  1  ($265.00)  -0.45%  $760.00  60.32%    $2.50  $10.00
   Sell  2019-01-17 08:00  Sell  $52.98    ($240.00)  $66,090.00    ($500.00)  20.63%  -19.05%  $2.50  $10.00
 301  Sell Short  2019-01-17 08:00  Sell  $52.98  $0.00  1  ($445.00)  -0.79%  $540.00  56.25%    $2.50  $10.00
   Buy to Cover  2019-01-17 13:00  Stop Loss  $53.40    ($420.00)  $65,645.00    ($420.00)  0.00%  -43.75%  $2.50  $10.00
 302  Buy  2019-01-17 16:00  Buy  $53.84  $0.00  1  $1,245.00  2.36%  $1,890.00  86.70%    $2.50  $10.00
   Sell  2019-01-21 22:00  Exit Long  $55.11    $1,270.00  $66,890.00    ($290.00)  71.56%  58.26%  $2.50  $10.00
 303  Sell Short  2019-02-05 13:00  Sell  $55.19  $0.00  1  $355.00  0.69%  $1,110.00  99.11%    $2.50  $10.00
   Buy to Cover  2019-02-06 09:00  Exit Short  $54.81    $380.00  $67,245.00    ($10.00)  34.82%  33.93%  $2.50  $10.00
 304  Buy  2019-02-07 06:00  Buy  $55.35  $0.00  1  ($305.00)  -0.51%  $80.00  22.22%    $2.50  $10.00
   Sell  2019-02-07 06:00  Stop Loss  $55.07    ($280.00)  $66,940.00    ($280.00)  0.00%  -77.78%  $2.50  $10.00
 305  Buy  2019-02-13 11:00  Buy  $55.19  $0.00  1  $95.00  0.22%  $710.00  79.78%    $2.50  $10.00
   Sell  2019-02-14 10:00  Exit Long  $55.31    $120.00  $67,035.00    ($180.00)  33.71%  13.48%  $2.50  $10.00
 306  Buy  2019-02-14 14:00  Buy  $55.64  $0.00  1  $1,295.00  2.37%  $1,920.00  89.72%    $2.50  $10.00
   Sell  2019-02-18 22:00  Exit Long  $56.96    $1,320.00  $68,330.00    ($220.00)  71.96%  61.68%  $2.50  $10.00
 307  Buy  2019-02-20 12:00  Buy  $57.50  $0.00  1  $315.00  0.59%  $940.00  100.00%    $2.50  $10.00
   Sell  2019-02-21 10:00  Exit Long  $57.84    $340.00  $68,645.00    $0.00  36.17%  36.17%  $2.50  $10.00
 308  Buy  2019-03-05 08:00  Buy  $57.64  $0.00  1  ($385.00)  -0.62%  $380.00  51.35%    $2.50  $10.00
   Sell  2019-03-05 11:00  Stop Loss  $57.28    ($360.00)  $68,260.00    ($360.00)  0.00%  -48.65%  $2.50  $10.00
 309  Buy  2019-03-07 06:00  Buy  $57.46  $0.00  1  ($265.00)  -0.42%  $360.00  60.00%    $2.50  $10.00
   Sell  2019-03-07 10:00  Stop Loss  $57.22    ($240.00)  $67,995.00    ($240.00)  0.00%  -40.00%  $2.50  $10.00
 310  Buy  2019-03-18 09:00  Buy  $59.44  $0.00  1  $295.00  0.54%  $950.00  86.36%    $2.50  $10.00
   Sell  2019-03-19 11:00  $ Trailing Stop  $59.76    $320.00  $68,290.00    ($150.00)  42.73%  29.09%  $2.50  $10.00
 311  Buy  2019-03-21 15:00  Buy  $60.76  $0.00  1  ($575.00)  -0.91%  $20.00  3.51%    $2.50  $10.00
   Sell  2019-03-22 05:00  Stop Loss  $60.21    ($550.00)  $67,715.00    ($550.00)  0.00%  -96.49%  $2.50  $10.00
 312  Sell Short  2019-03-27 13:00  Sell  $59.64  $0.00  1  ($235.00)  -0.35%  $240.00  34.29%    $2.50  $10.00
   Buy to Cover  2019-03-28 07:00  Exit Short  $59.85    ($210.00)  $67,480.00    ($460.00)  35.71%  -30.00%  $2.50  $10.00
 313  Buy  2019-04-10 14:00  Buy  $65.15  $0.00  1  ($405.00)  -0.58%  $50.00  11.63%    $2.50  $10.00
   Sell  2019-04-11 00:00  Stop Loss  $64.77    ($380.00)  $67,075.00    ($380.00)  0.00%  -88.37%  $2.50  $10.00
 314  Sell Short  2019-04-16 11:00  Sell  $63.70  $0.00  1  ($425.00)  -0.63%  $20.00  4.76%    $2.50  $10.00
   Buy to Cover  2019-04-16 11:00  Stop Loss  $64.10    ($400.00)  $66,650.00    ($400.00)  0.00%  -95.24%  $2.50  $10.00
 315  Buy  2019-04-23 11:00  Buy  $66.58  $0.00  1  ($155.00)  -0.20%  $440.00  70.97%    $2.50  $10.00
   Sell  2019-04-23 21:00  Exit Long  $66.45    ($130.00)  $66,495.00    ($180.00)  8.06%  -20.97%  $2.50  $10.00
 316  Buy  2019-04-24 09:00  Buy  $66.62  $0.00  1  ($315.00)  -0.44%  $230.00  44.23%    $2.50  $10.00
   Sell  2019-04-24 11:00  Stop Loss  $66.33    ($290.00)  $66,180.00    ($290.00)  0.00%  -55.77%  $2.50  $10.00
 317  Buy  2019-05-09 07:00  Buy  $62.32  $0.00  1  ($385.00)  -0.58%  $310.00  46.27%    $2.50  $10.00
   Sell  2019-05-09 09:00  Stop Loss  $61.96    ($360.00)  $65,795.00    ($360.00)  0.00%  -53.73%  $2.50  $10.00
 318  Sell Short  2019-05-09 12:00  Sell  $61.56  $0.00  1  ($585.00)  -0.91%  $20.00  3.45%    $2.50  $10.00
   Buy to Cover  2019-05-09 13:00  Stop Loss  $62.12    ($560.00)  $65,210.00    ($560.00)  0.00%  -96.55%  $2.50  $10.00
 319  Sell Short  2019-05-13 13:00  Sell  $61.73  $0.00  1  ($305.00)  -0.45%  $670.00  69.07%    $2.50  $10.00
   Buy to Cover  2019-05-14 08:00  Exit Short  $62.01    ($280.00)  $64,905.00    ($300.00)  2.06%  -28.87%  $2.50  $10.00
 320  Buy  2019-05-15 12:00  Buy  $62.21  $0.00  1  $1,135.00  1.86%  $1,690.00  97.69%    $2.50  $10.00
   Sell  2019-05-16 15:00  Exit Long  $63.37    $1,160.00  $66,040.00    ($40.00)  69.36%  67.05%  $2.50  $10.00
 321  Buy  2019-05-17 12:00  Buy  $63.90  $0.00  1  ($465.00)  -0.69%  $100.00  18.52%    $2.50  $10.00
   Sell  2019-05-17 12:00  Stop Loss  $63.46    ($440.00)  $65,575.00    ($440.00)  0.00%  -81.48%  $2.50  $10.00
 322  Buy  2019-05-21 08:00  Buy  $63.98  $0.00  1  ($385.00)  -0.56%  $20.00  5.26%    $2.50  $10.00
   Sell  2019-05-21 10:00  Stop Loss  $63.62    ($360.00)  $65,190.00    ($360.00)  0.00%  -94.74%  $2.50  $10.00
 323  Sell Short  2019-05-21 13:00  Sell  $63.07  $0.00  1  $4,685.00  7.47%  $5,510.00  93.23%    $2.50  $10.00
   Buy to Cover  2019-05-23 17:00  Exit Short  $58.36    $4,710.00  $69,875.00    ($400.00)  86.46%  79.70%  $2.50  $10.00
 324  Sell Short  2019-06-04 19:00  Sell  $53.15  $0.00  1  ($475.00)  -0.85%  $40.00  8.16%    $2.50  $10.00
   Buy to Cover  2019-06-04 22:00  Stop Loss  $53.60    ($450.00)  $69,400.00    ($450.00)  0.00%  -91.84%  $2.50  $10.00
 325  Sell Short  2019-06-05 09:00  Sell  $53.17  $0.00  1  $1,495.00  2.86%  $2,340.00  97.10%    $2.50  $10.00
   Buy to Cover  2019-06-05 13:00  $ Trailing Stop  $51.65    $1,520.00  $70,895.00    ($70.00)  65.98%  63.07%  $2.50  $10.00
 326  Sell Short  2019-06-11 16:00  Sell  $53.38  $0.00  1  $945.00  1.82%  $1,690.00  86.22%    $2.50  $10.00
   Buy to Cover  2019-06-12 11:00  Exit Short  $52.41    $970.00  $71,840.00    ($270.00)  63.27%  49.49%  $2.50  $10.00
 327  Buy  2019-06-19 16:00  Buy  $54.30  $0.00  1  $2,535.00  4.71%  $3,480.00  97.75%    $2.50  $10.00
   Sell  2019-06-21 02:00  Exit Long  $56.86    $2,560.00  $74,375.00    ($80.00)  74.16%  71.91%  $2.50  $10.00
 328  Buy  2019-06-24 15:00  Buy  $57.53  $0.00  1  $1,425.00  2.52%  $2,390.00  87.55%    $2.50  $10.00
   Sell  2019-06-26 19:00  $ Trailing Stop  $58.98    $1,450.00  $75,800.00    ($340.00)  65.57%  53.11%  $2.50  $10.00
 329  Buy  2019-06-27 11:00  Buy  $59.31  $0.00  1  ($465.00)  -0.74%  $480.00  52.17%    $2.50  $10.00
   Sell  2019-06-28 15:00  Stop Loss  $58.87    ($440.00)  $75,335.00    ($440.00)  0.00%  -47.83%  $2.50  $10.00

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

Period

 Net Profit % Gain Profit Factor # Trades % Profitable

Last 12 month

 $21,405.00 13.91% 2.91 51 50.98%
2019-01-01 $10,880.00 6.62% 2.59 32 43.75%
2018-01-01 $14,300.00 9.52% 2.30 50 52.00%
2017-01-01 $10,125.00 7.23% 1.88 61 44.26%
2016-01-01 $7,450.00 5.62% 1.91 40 55.00%
2015-01-01 $15,545.00 13.28% 1.65 77 44.16%
2014-01-01 $17,035.00 17.03% 2.08 69 47.83%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
2019-01-01 - Today $10,880.00 6.62% 2.59 32 43.75%
2018-01-01 - 2019-01-01 $25,180.00 16.77% 2.41 82 48.78%
2017-01-01 - 2019-01-01 $35,305.00 25.21% 2.20 143 46.85%
2016-01-01 - 2019-01-01 $42,755.00 32.25% 2.14 183 48.63%
2015-01-01 - 2019-01-01 $58,300.00 49.81% 1.95 260 47.31%
2014-01-01 - 2019-01-01 $75,335.00 75.33% 1.98 329 47.42%

Created by TradeStation: 2020-01-03 22:31:45, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: Daily Analysis
TradeStation Strategy Performance Report Advantage Pro - Fighter, @CL, 60 min., 2014-01-01 19:00:00 - 2019-06-28 17:00:00
TradeStation Periodical Returns: Daily
 
Mark-To-Market Period Analysis:

Period

 Net Profit % Gain Profit Factor # Trades % Profitable
2019-06-28 ($232.50) -0.13% 0.00 1 0.00%
2019-06-27 ($232.50) -0.13% 0.00 1 0.00%
2019-06-26 $97.50 0.06% 100.00 1 100.00%
2019-06-25 $1,480.00 0.85% 100.00 1 100.00%
2019-06-24 ($152.50) -0.09% 0.00 1 0.00%
2019-06-21 ($532.50) -0.30% 0.00 1 0.00%
2019-06-20 $2,820.00 1.64% 100.00 1 100.00%
2019-06-19 $247.50 0.14% 100.00 1 100.00%
2019-06-12 $167.50 0.10% 100.00 1 100.00%
2019-06-11 $777.50 0.45% 100.00 1 100.00%
2019-06-05 $1,495.00 0.88% 100.00 1 100.00%
2019-06-04 ($475.00) -0.28% 0.00 1 0.00%
2019-05-23 $2,927.50 1.75% 100.00 1 100.00%
2019-05-22 $1,520.00 0.92% 100.00 1 100.00%
2019-05-21 ($147.50) -0.09% 0.62 2 50.00%
2019-05-17 ($465.00) -0.28% 0.00 1 0.00%
2019-05-16 $557.50 0.34% 100.00 1 100.00%
2019-05-15 $577.50 0.35% 100.00 1 100.00%
2019-05-14 ($492.50) -0.30% 0.00 1 0.00%
2019-05-13 $187.50 0.11% 100.00 1 100.00%
2019-05-09 ($970.00) -0.58% 0.00 2 0.00%
2019-04-24 ($315.00) -0.19% 0.00 1 0.00%
2019-04-23 ($155.00) -0.09% 0.00 1 0.00%
2019-04-16 ($425.00) -0.25% 0.00 1 0.00%
2019-04-11 ($132.50) -0.08% 0.00 1 0.00%
2019-04-10 ($272.50) -0.16% 0.00 1 0.00%
2019-03-28 ($112.50) -0.07% 0.00 1 0.00%
2019-03-27 ($122.50) -0.07% 0.00 1 0.00%
2019-03-22 ($112.50) -0.07% 0.00 1 0.00%
2019-03-21 ($462.50) -0.27% 0.00 1 0.00%
2019-03-19 ($162.50) -0.10% 0.00 1 0.00%
2019-03-18 $457.50 0.27% 100.00 1 100.00%
2019-03-07 ($265.00) -0.16% 0.00 1 0.00%
2019-03-05 ($385.00) -0.23% 0.00 1 0.00%
2019-02-21 ($402.50) -0.24% 0.00 1 0.00%
2019-02-20 $717.50 0.43% 100.00 1 100.00%
2019-02-18 ($62.50) -0.04% 0.00 1 0.00%
2019-02-17 $0.00 0.00% 0.00 1 0.00%
2019-02-16 $0.00 0.00% 0.00 1 0.00%
2019-02-15 $1,150.00 0.69% 100.00 1 100.00%
 
Mark-To-Market Rolling Period Analysis:

Period

 Net Profit % Gain Profit Factor # Trades % Profitable
2019-06-28 - 2019-06-28 ($232.50) -0.13% 0.00 1 0.00%
2019-06-27 - 2019-06-28 ($465.00) -0.26% 0.00 1 0.00%
2019-06-26 - 2019-06-28 ($367.50) -0.21% 0.21 2 50.00%
2019-06-25 - 2019-06-28 $1,112.50 0.64% 3.39 2 50.00%
2019-06-24 - 2019-06-28 $960.00 0.55% 3.06 2 50.00%
2019-06-23 - 2019-06-28 $960.00 0.55% 3.06 2 50.00%
2019-06-22 - 2019-06-28 $960.00 0.55% 3.06 2 50.00%
2019-06-21 - 2019-06-28 $427.50 0.24% 1.43 3 33.33%
2019-06-20 - 2019-06-28 $3,247.50 1.89% 7.98 3 66.67%
2019-06-19 - 2019-06-28 $3,495.00 2.03% 8.52 3 66.67%
2019-06-18 - 2019-06-28 $3,495.00 2.03% 8.52 3 66.67%
2019-06-17 - 2019-06-28 $3,495.00 2.03% 8.52 3 66.67%
2019-06-16 - 2019-06-28 $3,495.00 2.03% 8.52 3 66.67%
2019-06-15 - 2019-06-28 $3,495.00 2.03% 8.52 3 66.67%
2019-06-14 - 2019-06-28 $3,495.00 2.03% 8.52 3 66.67%
2019-06-13 - 2019-06-28 $3,495.00 2.03% 8.52 3 66.67%
2019-06-12 - 2019-06-28 $3,662.50 2.13% 8.88 4 75.00%
2019-06-11 - 2019-06-28 $4,440.00 2.60% 10.55 4 75.00%
2019-06-10 - 2019-06-28 $4,440.00 2.60% 10.55 4 75.00%
2019-06-09 - 2019-06-28 $4,440.00 2.60% 10.55 4 75.00%
2019-06-08 - 2019-06-28 $4,440.00 2.60% 10.55 4 75.00%
2019-06-07 - 2019-06-28 $4,440.00 2.60% 10.55 4 75.00%
2019-06-06 - 2019-06-28 $4,440.00 2.60% 10.55 4 75.00%
2019-06-05 - 2019-06-28 $5,935.00 3.50% 13.76 5 80.00%
2019-06-04 - 2019-06-28 $5,460.00 3.21% 6.81 6 66.67%
2019-06-03 - 2019-06-28 $5,460.00 3.21% 6.81 6 66.67%
2019-06-02 - 2019-06-28 $5,460.00 3.21% 6.81 6 66.67%
2019-06-01 - 2019-06-28 $5,460.00 3.21% 6.81 6 66.67%
2019-05-31 - 2019-06-28 $5,460.00 3.21% 6.81 6 66.67%
2019-05-30 - 2019-06-28 $5,460.00 3.21% 6.81 6 66.67%
2019-05-29 - 2019-06-28 $5,460.00 3.21% 6.81 6 66.67%
2019-05-28 - 2019-06-28 $5,460.00 3.21% 6.81 6 66.67%
2019-05-27 - 2019-06-28 $5,460.00 3.21% 6.81 6 66.67%
2019-05-26 - 2019-06-28 $5,460.00 3.21% 6.81 6 66.67%
2019-05-25 - 2019-06-28 $5,460.00 3.21% 6.81 6 66.67%
2019-05-24 - 2019-06-28 $5,460.00 3.21% 6.81 6 66.67%
2019-05-23 - 2019-06-28 $8,387.50 5.02% 9.92 7 71.43%
2019-05-22 - 2019-06-28 $9,907.50 5.99% 11.54 7 71.43%
2019-05-21 - 2019-06-28 $9,760.00 5.89% 8.37 8 62.50%
2019-05-20 - 2019-06-28 $9,760.00 5.89% 8.37 8 62.50%

Created by TradeStation: 2020-01-03 22:31:45, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: Monthly Analysis
TradeStation Strategy Performance Report Advantage Pro - Fighter, @CL, 60 min., 2014-01-01 19:00:00 - 2019-06-28 17:00:00
TradeStation Periodical Returns: Monthly

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

%Profitable
January $960.00 0.96% 50.00%
February $1,294.58 0.96% 60.87%
March $1,475.83 1.08% 47.06%
April ($37.92) -0.03% 36.11%
May $2,099.17 1.52% 51.61%
June $1,387.50 0.99% 45.71%
July $534.00 0.38% 45.45%
August $202.50 0.15% 37.50%
September $798.00 0.59% 43.48%
October $2,724.50 2.00% 54.29%
November $1,769.00 1.28% 53.33%
December $424.00 0.30% 55.56%
 
Mark-To-Market Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

2019-06-01 $5,460.00 3.21% 6.81 6 66.67%
2019-05-01 $3,695.00 2.22% 2.74 7 28.57%
2019-04-01 ($1,300.00) -0.78% 0.00 4 0.00%
2019-03-01 ($1,165.00) -0.69% 0.20 5 20.00%
2019-02-01 $1,755.00 1.05% 6.75 5 80.00%
2019-01-01 $2,435.00 1.48% 4.43 5 60.00%
2018-12-01 ($725.00) -0.44% 0.00 1 0.00%
2018-11-01 $5,367.50 3.36% 4.27 7 71.43%
2018-10-01 $3,367.50 2.15% 4.78 5 60.00%
2018-09-01 $30.00 0.02% 1.05 2 50.00%
2018-08-01 $2,160.00 1.40% 100.00 2 100.00%
2018-07-01 $325.00 0.21% 1.66 3 66.67%
2018-06-01 $1,645.00 1.08% 1.89 9 33.33%
2018-05-01 $1,805.00 1.20% 2.49 5 60.00%
2018-04-01 ($530.00) -0.35% 0.33 4 50.00%
2018-03-01 ($2,175.00) -1.42% 0.06 7 14.29%
2018-02-01 $765.00 0.50% 100.00 1 100.00%
2018-01-01 $2,265.00 1.51% 6.09 5 80.00%
2017-12-01 $1,790.00 1.21% 5.02 4 75.00%
2017-11-01 $925.00 0.63% 2.76 5 40.00%
2017-10-01 ($790.00) -0.53% 0.49 6 16.67%
2017-09-01 $1,085.00 0.74% 1.75 7 28.57%
2017-08-01 ($1,490.00) -1.00% 0.04 4 25.00%
2017-07-01 $1,205.00 0.82% 4.09 5 60.00%
2017-06-01 ($310.00) -0.21% 0.61 4 50.00%
2017-05-01 $6,040.00 4.26% 11.60 6 66.67%
2017-04-01 $850.00 0.60% 1.71 6 33.33%
2017-03-01 $1,405.00 1.01% 5.61 5 80.00%
2017-02-01 ($75.00) -0.05% 0.94 5 40.00%
2017-01-01 ($510.00) -0.36% 0.66 4 25.00%
2016-12-01 $370.00 0.26% 100.00 2 100.00%
2016-11-01 $445.00 0.32% 1.83 3 66.67%
2016-10-01 $1,140.00 0.83% 3.96 6 83.33%
2016-09-01 $3,455.00 2.57% 100.00 3 100.00%
2016-08-01 ($2,105.00) -1.54% 0.00 5 0.00%
2016-07-01 ($620.00) -0.45% 0.27 4 50.00%
2016-06-01 ($240.00) -0.17% 0.79 4 25.00%
2016-05-01 ($600.00) -0.43% 0.49 4 50.00%
2016-04-01 $1,167.50 0.85% 3.27 3 66.67%
2016-03-01 ($72.50) -0.05% 0.95 5 40.00%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

2019-06-01 - Today $5,460.00 3.21% 6.81 6 66.67%
2019-05-01 - 2019-06-01 $9,155.00 5.51% 3.99 13 46.15%
2019-04-01 - 2019-06-01 $7,855.00 4.69% 2.80 17 35.29%
2019-03-01 - 2019-06-01 $6,690.00 3.97% 2.15 22 31.82%
2019-02-01 - 2019-06-01 $8,445.00 5.06% 2.38 27 40.74%
2019-01-01 - 2019-06-01 $10,880.00 6.62% 2.59 32 43.75%
2018-12-01 - 2019-06-01 $10,155.00 6.15% 2.34 33 42.42%
2018-11-01 - 2019-06-01 $15,522.50 9.71% 2.69 40 47.50%
2018-10-01 - 2019-06-01 $18,890.00 12.07% 2.87 44 47.73%
2018-09-01 - 2019-06-01 $18,920.00 12.10% 2.77 46 47.83%
2018-08-01 - 2019-06-01 $21,080.00 13.67% 2.97 48 50.00%
2018-07-01 - 2019-06-01 $21,405.00 13.91% 2.91 51 50.98%
2018-06-01 - 2019-06-01 $23,050.00 15.14% 2.77 60 48.33%
2018-05-01 - 2019-06-01 $24,855.00 16.52% 2.74 65 49.23%
2018-04-01 - 2019-06-01 $24,325.00 16.11% 2.62 69 49.28%
2018-03-01 - 2019-06-01 $22,150.00 14.46% 2.27 76 46.05%
2018-02-01 - 2019-06-01 $22,915.00 15.03% 2.32 77 46.75%
2018-01-01 - 2019-06-01 $25,180.00 16.77% 2.41 82 48.78%
2017-12-01 - 2019-06-01 $26,970.00 18.18% 2.48 86 50.00%
2017-11-01 - 2019-06-01 $27,895.00 18.92% 2.48 91 49.45%
2017-10-01 - 2019-06-01 $27,105.00 18.29% 2.33 97 47.42%
2017-09-01 - 2019-06-01 $28,190.00 19.16% 2.29 104 46.15%
2017-08-01 - 2019-06-01 $26,700.00 17.96% 2.14 108 45.37%
2017-07-01 - 2019-06-01 $27,905.00 18.93% 2.18 113 46.02%
2017-06-01 - 2019-06-01 $27,595.00 18.68% 2.12 117 46.15%
2017-05-01 - 2019-06-01 $33,635.00 23.74% 2.34 123 47.15%
2017-04-01 - 2019-06-01 $34,485.00 24.48% 2.31 129 46.51%
2017-03-01 - 2019-06-01 $35,890.00 25.74% 2.35 134 47.76%
2017-02-01 - 2019-06-01 $35,815.00 25.67% 2.29 139 47.48%
2017-01-01 - 2019-06-01 $35,305.00 25.21% 2.20 143 46.85%
2016-12-01 - 2019-06-01 $35,675.00 25.54% 2.22 145 47.59%
2016-11-01 - 2019-06-01 $36,120.00 25.95% 2.21 148 47.97%
2016-10-01 - 2019-06-01 $37,260.00 26.99% 2.23 154 49.35%
2016-09-01 - 2019-06-01 $40,715.00 30.24% 2.34 157 50.32%
2016-08-01 - 2019-06-01 $38,610.00 28.24% 2.19 162 48.77%
2016-07-01 - 2019-06-01 $37,990.00 27.66% 2.14 166 48.80%
2016-06-01 - 2019-06-01 $37,750.00 27.44% 2.10 170 48.24%
2016-05-01 - 2019-06-01 $37,150.00 26.88% 2.05 174 48.28%
2016-04-01 - 2019-06-01 $38,317.50 27.97% 2.06 177 48.59%
2016-03-01 - 2019-06-01 $38,245.00 27.90% 2.02 181 48.07%

Created by TradeStation: 2020-01-03 22:31:45, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: Weekly Trading Analysis
TradeStation Strategy Performance Report Advantage Pro - Fighter, @CL, 60 min., 2014-01-01 19:00:00 - 2019-06-28 17:00:00
TradeStation Periodical Returns: Weekly
 
Mark-To-Market Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
2019-06-23 $960.00 0.55% 3.06 2 50.00%
2019-06-16 $2,535.00 1.48% 100.00 1 100.00%
2019-06-09 $945.00 0.55% 100.00 1 100.00%
2019-06-02 $1,020.00 0.60% 3.15 2 50.00%
2019-05-19 $4,300.00 2.60% 12.17 2 50.00%
2019-05-12 $365.00 0.22% 1.47 3 33.33%
2019-05-05 ($970.00) -0.58% 0.00 2 0.00%
2019-04-21 ($470.00) -0.28% 0.00 2 0.00%
2019-04-14 ($425.00) -0.25% 0.00 1 0.00%
2019-04-07 ($405.00) -0.24% 0.00 1 0.00%
2019-03-24 ($235.00) -0.14% 0.00 1 0.00%
2019-03-17 ($280.00) -0.17% 0.51 2 50.00%
2019-03-03 ($650.00) -0.39% 0.00 2 0.00%
2019-02-17 $252.50 0.15% 5.04 2 50.00%
2019-02-10 $1,452.50 0.87% 100.00 2 100.00%
2019-02-03 $50.00 0.03% 1.16 2 50.00%
2019-01-20 ($122.50) -0.07% 0.00 1 0.00%
2019-01-13 $657.50 0.40% 1.93 3 33.33%
2019-01-06 $1,900.00 1.16% 100.00 2 100.00%
2018-12-23 ($725.00) -0.44% 0.00 1 0.00%
2018-11-25 ($1,640.00) -0.98% 0.00 2 0.00%
2018-11-18 $4,915.00 3.04% 100.00 3 100.00%
2018-11-04 ($207.50) -0.13% 0.39 2 50.00%
2018-10-28 $3,562.50 2.25% 100.00 2 100.00%
2018-10-21 ($575.00) -0.36% 0.00 1 0.00%
2018-10-07 $2,995.00 1.92% 100.00 1 100.00%
2018-09-30 ($315.00) -0.20% 0.00 1 0.00%
2018-09-16 $30.00 0.02% 1.05 2 50.00%
2018-08-19 $325.00 0.21% 100.00 1 100.00%
2018-08-05 $1,835.00 1.19% 100.00 1 100.00%
2018-07-22 ($480.00) -0.31% 0.03 2 50.00%
2018-07-01 $805.00 0.52% 100.00 1 100.00%
2018-06-24 ($872.50) -0.56% 0.00 1 0.00%
2018-06-17 $3,072.50 2.02% 7.61 2 50.00%
2018-06-10 ($872.50) -0.57% 0.17 5 20.00%
2018-06-03 ($480.00) -0.31% 0.00 3 0.00%
2018-05-27 $282.50 0.18% 1.55 2 50.00%
2018-05-20 $655.00 0.43% 100.00 1 100.00%
2018-05-13 ($717.50) -0.47% 0.00 2 0.00%
2018-05-06 $465.00 0.31% 100.00 2 100.00%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
2019-06-23 - Today $960.00 0.55% 3.06 2 50.00%
2019-06-16 - 2019-06-23 $3,495.00 2.03% 8.52 3 66.67%
2019-06-09 - 2019-06-23 $4,440.00 2.60% 10.55 4 75.00%
2019-06-02 - 2019-06-23 $5,460.00 3.21% 6.81 6 66.67%
2019-05-26 - 2019-06-23 $5,460.00 3.21% 6.81 6 66.67%
2019-05-19 - 2019-06-23 $9,760.00 5.89% 8.37 8 62.50%
2019-05-12 - 2019-06-23 $10,125.00 6.13% 5.83 11 54.55%
2019-05-05 - 2019-06-23 $9,155.00 5.51% 3.99 13 46.15%
2019-04-28 - 2019-06-23 $9,155.00 5.51% 3.99 13 46.15%
2019-04-21 - 2019-06-23 $8,685.00 5.21% 3.46 15 40.00%
2019-04-14 - 2019-06-23 $8,260.00 4.94% 3.09 16 37.50%
2019-04-07 - 2019-06-23 $7,855.00 4.69% 2.80 17 35.29%
2019-03-31 - 2019-06-23 $7,855.00 4.69% 2.80 17 35.29%
2019-03-24 - 2019-06-23 $7,620.00 4.54% 2.66 18 33.33%
2019-03-17 - 2019-06-23 $7,340.00 4.37% 2.42 20 35.00%
2019-03-10 - 2019-06-23 $7,340.00 4.37% 2.42 20 35.00%
2019-03-03 - 2019-06-23 $6,690.00 3.97% 2.15 22 31.82%
2019-02-24 - 2019-06-23 $6,690.00 3.97% 2.15 22 31.82%
2019-02-17 - 2019-06-23 $6,942.50 4.12% 2.18 24 33.33%
2019-02-10 - 2019-06-23 $8,395.00 5.03% 2.44 25 40.00%
2019-02-03 - 2019-06-23 $8,445.00 5.06% 2.38 27 40.74%
2019-01-27 - 2019-06-23 $8,445.00 5.06% 2.38 27 40.74%
2019-01-20 - 2019-06-23 $8,322.50 4.98% 2.33 28 39.29%
2019-01-13 - 2019-06-23 $8,980.00 5.40% 2.31 30 40.00%
2019-01-06 - 2019-06-23 $10,880.00 6.62% 2.59 32 43.75%
2018-12-30 - 2019-06-23 $10,880.00 6.62% 2.59 32 43.75%
2018-12-23 - 2019-06-23 $10,155.00 6.15% 2.34 33 42.42%
2018-12-16 - 2019-06-23 $10,155.00 6.15% 2.34 33 42.42%
2018-12-09 - 2019-06-23 $10,155.00 6.15% 2.34 33 42.42%
2018-12-02 - 2019-06-23 $10,155.00 6.15% 2.34 33 42.42%
2018-11-25 - 2019-06-23 $8,515.00 5.10% 1.93 35 40.00%
2018-11-18 - 2019-06-23 $13,430.00 8.29% 2.46 38 44.74%
2018-11-11 - 2019-06-23 $13,430.00 8.29% 2.46 38 44.74%
2018-11-04 - 2019-06-23 $13,222.50 8.16% 2.38 40 45.00%
2018-10-28 - 2019-06-23 $16,785.00 10.59% 2.82 41 48.78%
2018-10-21 - 2019-06-23 $16,210.00 10.19% 2.66 42 47.62%
2018-10-14 - 2019-06-23 $16,210.00 10.19% 2.66 42 47.62%
2018-10-07 - 2019-06-23 $19,205.00 12.30% 2.96 43 48.84%
2018-09-30 - 2019-06-23 $18,890.00 12.07% 2.87 44 47.73%
2018-09-23 - 2019-06-23 $18,890.00 12.07% 2.87 44 47.73%

Created by TradeStation: 2020-01-03 22:31:45, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: 

Performance Graphs - Equity Curve Line



Performance Graphs - Equity Curve Detailed



Performance Graphs - Equity Curve Area



Performance Graphs - Equity Curve Underwater(monthly)



Performance Graphs - Equity Curve Underwater(weekly)



Performance Graphs - Monthly Net Profit



Performance Graphs - Monthly Accumulative Net Profit



Performance Graphs - Average Profit by Month

--==TSBoundary-SPR Content-Type: image/gif Content-Transfer-Encoding: base64 Content-ID: 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wfyFYP5CsH8hWD+QrB/IVZ8I7Do6JEOovDrQOrPVg9aerXrU0cDsR10xcbe8dE27ESJRM0a4CO9B00Li2NDN7bAb3oOnNLi2Ey8Zvtnw0Ls69DSaiPJFt6TSD4pzXGbpx0ElP2G8ANy6O9W/F76Sq4gx2HR0SIdTRRvBU3s0mSIU3s0GQI0Jfeb9W4L2s0GQIQl0hohtND/MdepGEI3ny4xWEZMkmToIOCfDjnGcZhTez716YUTP/AOrtHcIQiytYO27TqGNhjIXnALpfhiUD35QTtMf0KxG0dauoTFaIPs7a2eZqfhTx0jmNZTNRFbxtSJaEABb3Tj0gVp4K0s/he0lqsxNOiwRh5npoXRdM+65t7GquXpLbW6CUz+Y97X43l0n+4vbLozVZNvOZeZJhAST4/0CGTMJ1mTIdKuutyQMM1X7O0LCcaTKLLx9q8D3K9aWxf8ASE5kxKuExvTCy0uOaImMVF/4766SfhiE4XsX3lftLQvI9mkQoZbFtn8sJr59kR/8Bf/EAC4QAAICAQMCBgIDAQADAQEAAAERACExQVFhMHGBkaHB8PEQIEBQsdFgcOGAkP/aAAgBAQABPyH/ANSnVDsSOYRXpoCyeZgNHRB2/Ca0Qpkv/IWaBasAdcRxUTlw8HgpoDtg+M+wAgogAiTV09oOLnm1eAmii6sO8OOI0Q8VMEtdW9topsQDAvFzRRdWHf8ABel5bkyToUCYJJdlyiDBMnHg08IU0R2S9ZqtmA0S5iUQFabc74naVkszYY10HapiFrK3ttAsl8MwYjl0NHJi3qRiZN85hnZSAKFxhpMRs0B82lhkFgNGYaC4Lwsj1FEl61G0hBckDR2zCQJSAfgIAypAH+yYPGS+JaeUthzhs4sRmhMEU/dicgBxoQupJGLepGJk3zmGdlIAoXHOAEm9tX/9gIlJAMaMw+A6QwWTgk9kPBGQgYANHwSpI+47wBlSAP8AZGoPOQEnAzLYc4bOLEZoTBFP3YhpgkBB0ef5ZCcAVeU58YRchCFMBKDIZUCpoACJGnhENkTBGlDmcB5oWB5YoE/6PCHUgCAJC1ATJat8S24rZNjbyhHEzUfsKhwDCUV3E0sWhpChuF4WFCOJmo/YVAIgAeUswhAi1NJHOhQhCtYQwUOgVKbciWg/74zmkn/4hUr4BlRgoCTQXgGG7xTE28dONp2sQdoAoIASSS2hGRJkG9RCBNBMFTdtQk2bku4cWCqB6oEHASEeJmwLslww1aIGRGgJBBwOwhkiOW94QZNqXMCBBJJDDQTm9AbA5ETgk0eQM4rwQxC9yQtNQgTQTBU3bUJNm5LuHaBBBMBbgyALmD28/wCERSREgTL3l/P0LfKcIm0DgjSEGTalzBOJZglwTm9AbA5ETgk0eQMCCIEdmP8A8HiPAkA6lRQIgGg4C5pHsJp5W03GIaLVcrrQWpf9Z/8ADHMEgDtGpK6FgWcTWO5BryOYmNPSKZw4P0yDlv6xyvmZUvoU+hT6FPoU+hT6FPoU+hT6FPoUqZXGfQp9Cn0KfQp9Cn0KfQp9Cn0KfQpcwuM+hT6FPoU+hT6FPoU+hT6FPoU+hQCV4wz6FPoU+hT6FPoU+hT6FPoU+hT6FPhtv6T1/p1pQXfp21Bd+mGqAdj+dQD26Hw239IJIbC2+501Qs9umrFnt0wELJPf8iX5CAA0fQ+G2/pPX+nGisCivfpiysAyvfp1UQZ0Wv5MTCXwOV0Phtv59hgNBIcUIggKCYvE1P8AJTZZdoABAK4hiyiAgCPVwPIzsP0VmiMwYtS/UNl0FmEAQCQHQ5iMwYtS/UNl0FmEAQCQHQ5iMwYtS/UNl0FmEAQCQHQ5iMwYtRFgHsF8MIAgEgOhzEZgxal+obLoLMIAgEgOhzEZgxal+obLoLMIAgEgOhzEZgxal+obLoLMIAgEgOhzBZoAHNy/UNl0FmEAQCQHQ5iMwYtS/UNl0FmEAQCQHQ5iMwYtS/UNl0FmEAQCQHQ5iMwYtS/UNl0FmUVRJQDz8ERmDFqCIAv7S4oSp6/LiMwYtS/UNl0FmEAQCQHQ5iMwYtS/UNl0FmEAQCQHQ5iMwYtT4bb+gpOk30s5/spso1txAM4wiSBZxoQE+jkeZgIPTyoWe3TViz26dnZE05pIBpAHNX1D7QAAAMDofDbf0nr/AE40VgUV79MWVgGV79Ih42iAgBvwRyfG5kAkI1/+c/cXFomxKf50fhtv6RQYZJ3LHTtKC79O2oLv0m/AgApEOx5mDUOL5B6L8Jy62wqu1dH4bb+k9f6cqFnt01Ys9uk8YOw8APaAIWSe/T+G2/n8+xgaVu4BT5E1DsQa8iIrT0C2UOCdMLK67VHiOMZ8qO1q4ivgD1OEojN8R2tXEV8AepwlEZviO1q4ivgD1OEojN8R2tXEL3YBZ3z81hKIzfEdrVxFfAHqcJRGb4jtauIr4A9ThKIzfEdrVxFfAHqcJRGb4gsrAMr3ivgD1OEojN8R2tXEV8AepwlEZviO1q4ivgD1OEojN8R2tXE0xiLQ+BQgABAy8WsdrVxFfAHqcJRGb4jtauIr4A9ThKIzfEdrVxFfAHqcJRGb4jtauJ8Nt/PxMCMIZiJgACULHrNM9pYWHtzN1iGz1V3lZ7AJDfw56n060oLv07agu/RuAbCAN/mfCLm2TA1QDsen8Nt/Sev9OVCz26asWe3RDAvA5x7n8AIWSe/T+G2/pDATdLR5HTNFYFFe/TFlYBle/wCwBkD2/BiqiaEyB0HX8VUQZ0WvT+G2/pPX+nWlBd+nbUF3/UHYEAQHgIwfxjzgyKVCotsd/Q4SGQgbKAkP08jpAEEPwGqAdj0/htv5lwW9gQDHusJeQg4MTWY43JzDuIgyJZQ5iqWLbrXnBZYEsUgm6yGdDd+glx/a32pbUF3mfcIOuIWwgObltQXeZ9wg64hbCA5uW1Bd5n3CDriFsIDm5bUF3mODDTUdtIWwgObltQXeZ9wg64hbCA5uW1Bd5n3CDriFsIDm5bUF3mfcIOuIWwgObgsOwKZ9wg64hbCA5uMgloJlwEGDa0Hxh5CikAGdARkMEf5M+khCngXnQQthAc3Lagu8z7hB1xKLlZOktqC7zPuEHXELYQHNy2oLvM+4QdcQthAc3Lagu8z7hB1xC2EBzctqC7z4bb+WSAJJQGZpeJXAcR0Mi1u+MFKsxrDkbKiDABMhmwnzM1JbUb3eYWh6KIHzhDQkEVW3M9f6caKwKK9+mLKwDK94QeprMElZIl3/AN+odQyErwlDxflEhSmiNmRplBQYiy0f2VUQZ0WvT+G2/mDoYOIo7P2hyasTXKByQACmP29f6daUF36dtQXeHWSaWPOAIAEGiDrA9xCQ2f30A1QDsen8Nt/MXX9HF/7NGGdH4QAAAAYA/Y4FyhsrpioWe3TViz2glWSHBUfUHpAIWSe/T+G2/YMKQTA2RW8+1l9rL7WX2svtZfay+1l9rL7WX2svtZfaySTAKTV7Hjot0Hax4MmDxPQCo43PnF1mUlnu/G0dzE/5+vOBxNwVDDgGKMU56/040VgUV79IgIBIDxDJroJUIN5JPmL9+lVRBnRa9P4bb9vmt/5ODOCAnhNIkumXiAyVNCyU91NGoSiYWdYBysQDscsB4/T5Pfo3O+K/+ZROiQlDufwYSRDAAczNDzOHqzK+QP8A+5pTeY+A4O8yPH/5BLxet96W1hdpn3CKriFsIjmpbWF2mfcIquIWwiOaltYXaZ9wiq4hbCI5qW1hdpggdWGNqhbCI5qW1hdpn3CKriFsIjmpbWF2mfcIquIWwiOalgkkikRGorgHiJKXA2TBftbxzBrYQz5n4YUz7hFVxC2ERzUtrC7TPuEVXELYRHNS2sLtM+4RVcQthEc1Lawu0z7hFVxNOF3rUtrC7TPuEVXELYRHNS2sLtM+4RVcQthEc1Lawu0z7hFVxC2ERzUtrC7T4bb9vmt/5NiA7HdD5uEDVYQQEjlawIuSQwJpZeMGSDgCVkQiQInLtawBANv0+T36P3LtCK+Esn81hRtZn/L15QKDuCoIcIxkIanr/TlQs9v1CC17QFikAthwTpv4RIHg3CsrzHhCGwEiTwX+gfCLRk8/hWLPbpgIWSe/T+G2/b5rf1fk9+jLuBJAGCLx4jLXDA32j+wQEVa0+R0zRWBRXv8AqBIABs+M81T3OYJoD1GRzDDTwoDNPBPP8iysAyvfp1UQZ0WvT+G2/YU1GoeiM+7R92j7tH3aPu0GVo+DA/C08WbJI+hgqy/LEseolbLBi4wJiRicLmou2YnmuYPLVYz0aTrWzwRBayxwZ/f1/p1pQXf8iQKWsJgSExiWKwPF0P8AC/IAEkAB2efzbUF36YaoB2PT+G2/b5rf0BCFhg+Uzs8QHwwDFhVEkifOADizF293mEzgaCCB84IUQAAHfo2+Yih5mF6gBOfwAxEFkmNMAuWF5GaktqN7LMLTaIifKdwIIOt56/05ULPb8tER0WDO+4bbvxXohotkHJjX7FYs9umAhZJ79P4bb9vmt/5FBr+oCU0BajeN6ats7dmkLiitgnFajJQHFAXp1DBG4gBn/wAB2M+T36P6VAgERggfwI+AWUHAGuCQbSYitpp7Nt0vzhoxQli2HpNkiM6m69RFzh8O9YisWe0ZxcXoYhDIshesViz2jOLi9DEIZFkL1isWe0ZxcXoYhDIshesViz2hBptCZh6dvKHSkSaLAD/y5fAVKq+GIw8A7QVwoGtAAADAjOLi9DEIZFkL1isWe0ZxcXoYhDIshesADLaad9Yzi4vQxCGRZC9YrFntGcXF6GIQyLIXrFYs9ozi4vQxCGRZC9YrFntGcXF6GIAQuAJhJxWLPaM4uL0MQhkWQvWKxZ7RnFxehiEMiyF6xWLPaM4uL0MQhkWQvWKxZ7T4bb9vmt/QJASgQMXk70UR4wlANkkQzl7wAVtb0lRzC1IrUjWfJ7/wfr/SgZHYlpQXeWN1PwKegEFYEQQwOjbUF36YaoB2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oEIerm7+tkFatjtswda+3f1owgBlfZgH4PqRhAhK+xRPyfR/8rRav9/95CuLiA7BalUMA9F5mUiDDt4jDGTwAJYkuJYHciaY+K6TH+tnuI8qE7FOz2XHl+s+0nuRm+kL6nX1kPvo7qrPbW929/WAOF9emCpPjr6ghyvr0yRb8d/QFsKzC4AkaXuIw3mhgg0NaIJgYc28DC6BQOxOAaZoOCQQQiImpcf7We+TjAciqQ3jGb5/R9TaoVxTFx0dT497+tNEIRQHuML+D6kUAjEBeqxn4foE4J87Y8hfnvf8sihTEMXPT1fn1v8A1M8ETJKiIBpKhmmLk4WVRuICDWV22GXjTyKQlKDZjhxl4SXNSMM2jby6hOIc64OTMaCS3eXjVcqMgjhUesXyHHIzArAsmZnqpvM4gQiik6LWvqYu+CYIATGNuN3E8dnuORmBWBZMzPVTeZxAhFFJ0WtfUxd8EwQAmMbcbuJ47PcQD6lzxgMpmUr7TQgQiik6LWvqYu+CYIATGNuN3E8dnuORmBWBZMzPVTeZxAhFFJ0WtfUxd8EwQAmMbcbuJ47PccjMCsCyZmeqm8zhkMrVpyl1gwYrq9vBMEAJjG3G7ieOz3HIzArAsmZnqpvM4gQiik6LWvqYu+CYIATGNuN3E8dnuORmBWBZMzPVTeZxAhFFJ0WtfUxd8xPmdObrvFcBnHpyMwKwLJmZ6qbzOIEIopOi1r6mLvgmCAExjbjdxPHZ7jkZgVgWTMz1U3mcQIRRSdFrX1MXfMVyY6i3VuSDkmTeeORmBWBZMzPVTeZxAhFFJ0WtfUxd8p3lFVjzd0/ye5kUh1gCTMz1U3mcQIRRSdFrX1MXfBMEAJjG3G7ieOz3EA8purRWYHaYenSBCKKTota+pi74JggBMY243cTx2e45GYFYFkzM9VN5nECEUUnRa19TF3wTBACYxtxu4njs9xyMwKwLJmZ6qbzOIEIopOi1r6mLv/RTxdxpNdUomlMnfFtffzlUTPxiEk4EWLBAcUFm9Ry55Z2Ew7wxaY0hg5IWBkk6Bi1ztmX/AAPj7Se5Gb6QvqdfWQ++juqs9tb3b39YA4X16YKk+OvqCHK+vTJFvx3/ADqL5mUglJQQfPAwuAQBoD+Sj10d0Rnpjepev9dPLt1adU5STw6er9acYDkVSG8YzfP6PqbVCuKYuOjqfHvf1pohCKA9xhfwfUigEYgL1WM/DwzcFZcgD8pzZ+O5gRTagyo7dLLY9/XdSplPBnifyyKFMQxc9PV+fW/9rPfIlIqDOgQh6ubv62QVq2O2zB1r7d/WjCAGV9mAfg+lWmxyKeSVpCM8eZwBKo9uLZmfHMsXJuVDURoMjCJmnNiZN0UswuDM6+lgFaNjpsyd6+/X+pnoIxPllcnQ98MyVPqEgdkZ9nkvr4VDcgkZkz1jkSVBLbhsJqjc65HRDBnYNkXFMYzx2dGQpETydnXEldW2wU9SN8TiaxwWVFh5wL9uCgYhVkGxnuP4eJK6ttgp6kb4nE1jgsqLDzgX7cFAxCrINjPcfw8EifgyAFdGBF6w64mscFlRYecC/bgoGIVZBsZ7j+HiSurbYKepG+JxNY4LKiw84F+3BQMQqyDYz3H8PEldW2wU9SN8ThwiRNqsDLYr3v3wUDEKsg2M9x/DxJXVtsFPUjfE4mscFlRYecC/bgoGIVZBsZ7j+HiSurbYKepG+JxNY4LKiw84F+3J3FGVf7miSdPjiSurbYKepG+JxNY4LKiw84F+3BQMQqyDYz3H8PFgVw5BDp6APh8bFk1ooWXQHlA0ck7MDFY5Ai0xbnKD+Ar7A2G0Bk/EwmscFlRYecC/bgoGIVZBsZ7j+HiSurbYKepG+JxNY4LKiw84F+3BQMQqyDYz3H8POtB5RsfEMvUrJxNY4LKiw84F+3BQMQqyDYz3H8PEldW2wU9SN8TiaxwWVFh5wL9uCgYhVkGxnuP4eJK6ttgp6kb4nE1jgsqLDzgX7f6KeFv8k6SgGs+Hs75IgjGjkRBcIdZLrh500IguAGswM6zxYaWS04CRHdSZ5dkBFmMiQBzXOMf4HycYDkVSG8YzfP6PqbVCuKYuOjqfHvf14P6odCoLL/z7cZuKCwoXxRjDlZbyFYzOydnLn0fHG+1Hp2EtNnFKp1VE/TIgA22pmgbev4RQCMQF6rGfh+tkUKYhi56er8+t/wClnmXGogHlePUZs4EEdg+xwQLdSMwHtHvHvggFCORO/wDK+RKRUGdAhD1c3f1sgrVsdtmDrX27+uY8sOWSsOxTDymuKEzs2ocNZKzfd4LjUclCg8yM2LR4Ogv5ryernZh2Xi2Jw2QIX8fwjCBCV9iifk+tgFaNjpsyd6+/X+lnn7IUBmwPvn1LwgBkwM9aWwP+65S7LLwyLn4d8MmBAEA+ouzRr1ThZPBo6n1n2k9yM30hfU6+sh99HdVZ7a3u3v6wlAXUCZDEhiYn1BDlfXpki347+so9dHdEZ6Y3qXr/AEs9UMI8b4rqMbo5momhW3Fq4zxqg9WtQdffvlEUBKJj4eM2AqvRxuLcICWwWTOscTnxEQUgJBhkyw4mcQApBbBiCzAueN0opKpIoRFLq3/A+TjAciqQ3jGb5/R9TaoVxTFx0dT497+hNY4LKiw84F+38Cv70BQDDkQ89c3mU4WUkFC1prkxj6UUAjEBeqxn4frZFCmIYuenq/Prf+mn2RvPjGGFVaaP+8WciWOrDoTer/FVeUBYaGGF36E74baFaTBml2Kd8fmNmOJ93F74AllHhFD0ZnqcCIe7ZsXpM3d41TKhYY4VDrN8rxwMwIyLJiY6o6zeIkIqhOiRp7uJrgiiEAxhLnVzfPR7rgZgRkWTEx1R1m8RIRVCdEjT3cTXBFEIBjCXOrm+ej3QIdSUutGjHVH3eIkIqhOiRp7uJrgiiEAxhLnVzfPR7rgZgRkWTEx1R1m8RIRVCdEjT3cTXBFEIBjCXOrm+ej3XAzAjIsmJjqjrN4Z3RQoBenXWnBXdRRJIRuibt8p8h5LSKVi6kMTLGR1m54Nc1AtA24X3jOPtw3lzqgjpbItMX00LeLFsF8iS0rOngjiegChGNIGQ2K9vMA4N8UDP6GpxwMwIyLJiY6o6zeIkIqhOiRp7uJrgiiEAxhLnVzfPR7rgZgRkWTEx1R1m8RIRVCdEjT3cTXMQwdGXOFN5N0wY3XAzAjIsmJjqjrN4iQiqE6JGnu4muCKIQDGEudXN89HuuBmBGRZMTHVHWbxEhFUJ0SNPdxNcEUQgGMJc6ub56PdRDShblhUaxk17zxEhFUJ0SNPdxNcEUQgGMJc6ub56PdcDMCMiyYmOqOs3iJCKoTokae7ia4IohAMYS51c3z0e64GYEZFkxMdUdZvESEVQnRI093E1/589M/jfFYGkvbPAlpSYnSJlO6O98JQBNFjKff/ACvj7Se5Gb6QvqdfUNipPUQP/f8A5zQnDcEQBqGZTsc3mAZzChhRSOxFYzfA5BiQb2igVmqIZFGbxIJ9zhgvz45nEbsEe3rQGDr+QBwvr0wVJ8dfUEOV9emSLfjv6yj10d0Rnpjepev8c8bEYbIFZ+P/AAq1atWrVq1atWrVq1atWrKw/wBXRASnl/gBSVwDvi+xb9ubO5bjBvs60TXLC+BgKMnlf/X1mZ9qEaFex2zPg+tOMByKpDeMZvn9H0HyEKdrgfYc6WbrNeX4OERiItyiWGzZO2dP8n5UoLaj9jXXRmP5TRCEUB7jC/g+pFAIxAXqsZ+H62RQpiGLnp6vz63/AI5/9f5/VhSIAxDG+NrggBlGAe1Q5/xy6H2G1snvHG4OKDcWQQYb74FASAozlHrW+WnJWjUZN22ELv8A8B91smjwmCcBzUSdTSb8Pz/mfIlIqDOgQh6ubv6P6/z5sFXqZ39jmXFx2zrU3UHpnLuq98ZBWrY7bMHWvt39aMIAZX2YB+D6kYQISvsUT8n1sArRsdNmTvX36/xz/wCv8/q9EYrKSzlCXLwBEhcYyY5gCmqqlUonta+McPlRc5VVpWBM4yPHAA2A9AQ+AGuDLkfMtKwMdb76/wDAfM5AygkApoca2y8J1Exl6IjJ8MvIhUZKzJTc5OcVMdTtT5HzOSgcZBQB5Ap6TXS3bvhZ8+7k4Ah5xsUPA5vN4YYeDJgXo1dTjiPKhOxTs9lx5eLSQ7Wt5MxcXDPfEawXJiEdYzmeP0jI4JHZc3E+O+3UytJDta3kzFxcM98RrBcmIR1jOZ4/SMjgkdlzcT477dTKCVOmUwp2aFBmsziNYLkxCOsZzPH6RkcEjsubifHfbqZNmIORh5c5u/khvhwn5o5oayte1cpDpGJXIHOtg3fjfJp88wndyK5cdu+SAphRnLUJm/C217GRwSOy5uJ8d9uplaSHa1vJmLi4Z74jWC5MQjrGczx+kZHBI7Lm4nx326mVpIdrW8mYuLhnviNYLkxCOsZzPH6ZBMQRR6sMCf8ASEytJDta3kzFxcM98RrBcmIR1jOZ4/SMjgkdlzcT477dTK0kO1reTMXFwz3xGsFyYhHWM5nj9Moa0Re8Y5xPNqTytJDta3kzFxcM98RrBcmIR1jOZ4/SMjgkdlzcT477dTK0kO1reTMXFwz3xGsFyYhHWM5nj9IyOCR2XNxPjvt1MtMZ76O1RJmlj26vEawXJiEdYzmeP0jI4JHZc3E+O+3UytJDta3kzFxcM98RrBcmIR1jOZ4/SMjgkdlzcT477dTK0kO1reTMXFwz3xGsFyYhHWM5nj9P8z/6/wA//KfJgSUQFxt5bEG1ASHKwCc0VZeByg5ayr8fw1JmGmqIJhTfMnVVkBHBra2ue+LuuBBkNAgMGGnE7sGySWLUUrFKcaiItxFAUqCgZC/4HycYDkVSG8YzfP6BoR8kIf8ARwMLqEAbV4W2OoMdDHEw0wxumoKRk+wWSYeW73/DaoVxTFx0dT497+tNEIRQHuML+D6kUAjEBeqxn4frZFCmIYuenq/Prf8Ajn/1/nwYCVoSnVKn5fqBgwYMGmiEIoD3GF/B/Bq4BijpOj78CEDWKuEEgVmeMcGzcjDprvef/OB6+zKCVNtN/bFEoTnE4Ps+zgzWQKKocLgL1nzwm45gICzoojnBzLBVpyR0YU3w0x2jYmrcpzoDu8LqSMU4H/AhKgCK8GixMgSrnHBdgqQH1fW1XKjII4VHrF8h9aJSKgzoEIerm74saGnipfmfhrPBPk0Qh/8AQvWuUUHSHJXMDz9DIK1bHbZg619u/rRhADK+zAPwfUjCBCV9iifk+tgFaNjpsyd6+/X+Of8A1/n/AIb0fw0sCwDQcIBPJyJgdovtwY5NwCjHKKQzOJvWoGXazkXMccryNAEgChe3RlcK5FAAOygz1rl3CpSg7FEo93ffNZ6Sruhn5eJCjgk8UGec54VY4EAMH+DWh5E+R5/af1xYvkVieKH+Z8faT3IzfSF9TrichUZSrkyOCP8A9oLuohNDVw1nhaU+kh99HdVZ7a3u3v6wBwvr0wVJ8dfUEOV9emSLfjv6yj10d0Rnpjepev8AHPDC6BQOxOf2n9c/tP65/af1z+0/rn9p/XP7T+uf2n9c/tP65/af1z+0/rn9p/XP7T+uf2n9c/tP65/af1z+0/rn9p/XOttwsWrPl/yapmBYFsIviD3wjilADICjlTvGd8l9fCobkEjMmesciSoJbcNhNUbnXI6IYM7Bsi4pjGeOzoyFIieTs64krq22CnqRvicTWOCyosPOBftwUDEKsg2M9x/DxJXVtsFPUjfE4mscFlRYecC/bgoGIVZBsZ7j+HlIowUB9gRA/H2JHDrYaIrmdNgakeYmk0DcGOjCHxxJXVtsFPUjfE4mscFlRYecC/bgoGIVZBsZ7j+HiSurbYKepG+JwwEvFfZJZmLOs7l4KBiFWQbGe4/h4krq22CnqRvicTWOCyosPOBftwUDEKsg2M9x/DxJXVtsFPUjfE4mscFlRYecC/bmIwO5JfhlGMLOJK6ttgp6kb4nE1jgsqLDzgX7cFAxCrINjPcfw8SV1bbBT1I3xOJrHBZUWHnAv25ucah3ZdoKOZ08SV1bbBT1I3xOJrHBZUWHnAv24KBiFWQbGe4/h4krq22CnqRvicTWOCyosPOBftwUDEKsg2M9x/DxIV3GAMtzqP3IziaxwWVFh5wL9uCgYhVkGxnuP4eJK6ttgp6kb4nE1jgsqLDzgX7cFAxCrINjPcfw8SV1bbBT1I3xOJrHBZUWHnAv2/0U/p0Ap4QUvnxwDSmkcky4Riec8POmhEFwA1mBnWeLDSyWnASI7qTPLsgIsxkSAOa5xj63wyyB1mCn/bw6MM7iOkOsw6tz+fGtBmlFRz9TIK1bHbZg619u/rRhADK+zAPwfUjCBCV9iifk+tgFaNjpsyd6+/X+0nvowJNTxnwARJD3StWWf2cOgeA/akbHtKVjBirPX1EPvo7qrPbW929/WAOF9emCpPjr6ghyvr0yRb8d/WUeujuiM9Mb1L1/rp5s6MgAKvl7e/pWsGoBgzKdBnDngcXgigUTi3CQbvAe4Z8Ho+ttUK4pi46Op8e9/WmiEIoD3GF/B9SKARiAvVYz8P1sihTEMXPT1fn1v/Uz9+YF79Hl9cNDipqqtQxTvvghYhImqJjeq4ccBIQSHWHNzjQ7LwARFgEqhm0z1MOfqfZqkVy2GXUquftP4rEFF6pA+6ec+IH1MgrVsdtmDrX27+tGEAMr7MA/B9SMIEJX2KJ+T62AVo2OmzJ3r79f6mfQxWM4D+qtIMoL2PTOV8xSAhEYGOXGHhsYKE7LQSsOWnLoStIbuNFZINw8Ls0a9U4WTwaOpxSvZPYtjabxNdScNWJ1IgGdkcPfWB5TzoFRUgGbUU8TrileyexbG03ia6k49Bk1Bi0N52emCcCUUASpi9aN77x4OZZjyIIZNtICOJCSApWnSI6TM3vT89cCUUASpi9aN77x4OKV7J7FsbTeJrqTgpWnSI6TM3vT89cCUUASpi9aN77x4OKV7J7FsbTeJrqTjQJIBukSYtVc4d+HgSigCVMXrRvfePBxSvZPYtjabxNdScFK06RHSZm96fnrgSigCVMXrRvfePBxSvZPYtjabxNdScFK06RHSZm96fnrjTzAoDRft4HQ6OKV7J7FsbTeJrqTgpWnSI6TM3vT89cCUUASpi9aN77x4OKV7J7FsbTeJrqTgpWnSI6TM3vT89c1SkaQuN7a6K4M44pXsnsWxtN4mupOCladIjpMze9Pz1wJRQBKmL1o3vvHg4pXsnsWxtN4mupOCladIjpMze9Pz1wJRQBKmL1o3vvHg4/zRYFoRMkWidLgMCladIjpMze9Pz1wJRQBKmL1o3vvHg4pXsnsWxtN4mupOCladIjpMze9Pz1wJRQBKmL1o3vvHg4pXsnsWxtN4mupOCladIjpMze9Pz1/qJ75KHhkGk2LZozxHsVItnzoBGImaRgw2CTIKRHAN+jylyiooKg0ZRZuO1FJZcFfQxoPvdaOJxgORVIbxjN8/o+ptUK4pi46Op8e9/WmiEIoD3GF/B9SKARiAvVYz8P1sihTEMXPT1fn1v8A109qmVCwxwqHWb5XmdIYhhYDU6A634nKqHulEiY/hNY6JaiU8YU+/wDKJSKgzoEIerm7+tkFatjtswda+3f1owgBlfZgH4PqRhAhK+xRPyfWwCtGx02ZO9ffr/XT08uhAFFeXmeI8kjHAXc+o+0nuRm+kL6nX1kPvo7qrPbW929/WAOF9emCpPjr6ghyvr0yRb8d/WUeujuiM9Mb1L1/rZ5hh4MmBejV1OP788jSF1rXFAxnOOh954As+P1AwYMGDI1hJQLZaqufNOvrBgwYMGDRnxF2BGOskeyPf1gwYMGDBo9ttUwtGb119QMGDBgwe22KYyLN67+sGDBgwYNGPE3Yk46y16K9f4AYMGDBgwbaIZKA5Ywv4P8AStREW4igKVBQMhf8D5EpFQZ0CEPVzd/WyCtWx22YOtfbv60YQAyvswD8H1IwgQlfYon5PrYBWjY6bMnevv1/rp7VcqMgjhUesXyH1n2k9yM30hfU6+sh99HdVZ7a3u3v6wBwvr0wVJ8dfUEOV9emSLfjv6yj10d0Rnpjepev9rPfJxgORVIbxjN8/o+ptUK4pi46Op8e9/WmiEIoD3GF/B9SKARiAvVYz8P1sihTEMXPT1fn1v8A108sknBNCJlpnTcfXXr169eusoFQeoEJ63N39devXr167wRq3tNmOuvt39devXr1664AA2vZhPwfVXr169dcAELXsVn5Prr169evXOCNG9Jsz319+v8ABXr169evXGAWxZLFHJRHP/7pIiNAX2xn44LTA4Q1gegufGeF/r1HGVCjZWVk1xQHWaBJoUi3MYzdtQD9IGTE0yvjzkh+2MoBauWAR/3+BEZExAPYS2b6vMJslA1JEmQCh5HIG4VMPFAazhqhxOjQMjvUD2kpffLoH37jUgp1/wA7sQVLESQnxw6dd/xgvCgVdbMPt9zgM7O1QGRcVuOCFkb2BqBwZGO7zCs+FJWhUuQTjQgyqAKpj0L79JWOjmGYQSE/Dx/DPWjUFAZG71OCEBdF6N9AdjXrmZYSIEzDXEpVy4JyxjfR0ITJlz5+3EhxAS7snWFoy5xxKFlnX8IwMy+guLJwMmu+MYqEohSQrlk9dcoTXEkAGkq9eeYfdEoQDUBV4cu5QENcmYTU+0xzpAozIG4AdpTGP9hfgyjDKp30I/8AnLdlbSOhUA6x/wBXgLaFYaHgKgMQ3jnlfSXRH/OXRNDxqEApig5F3nxwwzspfIMF67+OAL0qlDbFeO3XKtGUgn3VV+3jonB30VKG5Wysb/8AedpxEuUHr/442R1mHd1qpk+/8SFQnyAwiJ8zOuM3YuwEO8tV63yBfCmRtXZO9OXN4QO8klAwrAw73zXPTd0rf6zySrpZNuD7EPt/DDJBUjek7H5H2cq2K4kDCsldu+SENKcndZBSQ+eatiixJZxBAA2wXalfJvXAAaCH8SqdyoGqwMXD9udnGoSoqz5XlIpGvoDvGY965foIY7GPyr9+YK3zAwIlyfZvrfDBccRYABWAB2//ALiD2XKmnbp9cVXLIelUPEzwm1aWTodPIJ4Q2NxfOOMSOjJXQe+DRQCX3yjDJhbtD1wm1aWTodPIJ4Q2NxfOP4sx2GZFr4McRKAqrgOb0ZESxl+OGWBVMA88spTUTBlPXJx46VmW3X8PTKaKInop+eBnWc8yoeA4TatLJ0OngukFgmg7eYoNweSinjgQxsTxj5Ca/lQgWAVWgdrxduxse3LPHplNFET0U/PKT1FxOIUeqcnsHJPTZU3lW4z9/wCHplNFET0U/PMwnMNm0PBxDVfVUTihAsAqtA7Xi7djY9uWeZvQo7AfT44CQQomk5I2DJIswernkr3XoJvON8w8OEQsO+/08kilXfwHvigGn1SpnJx6ZTRRE9FPzwQChHInfIIiieyHzj/RAXmIxvoa2w2vBorZvBK/8OZ24Skyg2aZwGwwHv8AJ98IsF60u16Pu98PHwKYg5Dp4SnFQmFVB+OZ24Skyg2aZwGwwHv8n3wxYvD4bLJxRAEVSu3r1rh/QDN9TfLfofPFJzUTC5g0JrhQZi6xTJTs9OOAFEJcA3PtwlNBIixm9zfnriVbw+5f/QvMGiPvtWrxCb9wGX65l1iEQFHpnMWsCVAlXt4wqtm2HH75OgBEdOk+/JN6pftw5fCNEe0ONhGECM9tTzyn2ljJop6Hfd5g0R99q1eGlEvUMNml+eBsKoYIRn3k5C0I7K+XtnGDi3OA67qydcwaI++1avBnJ3KLo4VZvrjnylAB2GTXDQDSAAo4E+eZTjkRBFPQ77vKIbdkn4F0ueZuFdmGLwzIvVUBwXX23zd1/iC8e7e/YP8AwCcmK/I4Fe8/+uVgsNNyr+uYNEffatXhtpatAYdzrmeUdDvCT/n+hbGMeuYSt1qp2q14VcvKgTbXLmdcwERuL0Q6Do5t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Trade Graphs - Total Efficiency



Trade Graphs - Entry Efficiency



Trade Graphs - Exit Efficiency



Trade Graphs - Total Trades



Trade Graphs - Winning Trades



Trade Graphs - Losing Trades



Trade Graphs - Drawdown



Trade Graphs - Drawdown P/L



Trade Graphs - Maximum Adverse Excursion



Trade Graphs - Maximum Adverse Excursion Percent



Trade Graphs - Run-up



Trade Graphs - Run-up P/L



Trade Graphs - Maximum Favorable Excursion



Trade Graphs - Maximum Favorable Excursion Percent

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jpvT5LvxDP4KqpXKHlDyF153kFudKR6r7xtIhqQ1E0y3CTpyKpXJ04ckWyuCCCCCCCCCCCCCCCCCBKPOmJFj9FCUix8BOj/Y6kY/z/BYx17lt9ToJz5F/wD/xAAqEQABAwIDBwUBAQAAAAAAAAABAGHwETEhQVAQIFFggZHRQHGxweEwof/aAAgBAgEBPxDS8kbGizU+UWl/xcZP3YbGiOJqFPhB5b9Xjwh4Qt18I2oihaOhecfCKHhZCcFlsynFC84+FkOYjjygcdItpF9ItpF9ENlbacNFGljh6vPZTGkust+P9/NAud8miA47Th6m/R9gnfYp32Kv0PcbZ9KuNdyzSCKiirtIppA2gp1APyEyIMmRBkyIMmRBkyIMmRBkyIMmRBkyIMmRBkyIMmRBkyIMmRBkyIMmRBkyIMjX06AD4HpiKcoEUNOUCKGmkXx3iKfzIpuE0RE7+OQc1dC46IWqq4d/tYKtX68qxPX6RsSiKGmhPzT/AP/EAC0QAQEAAgICAAYCAwACAgMAAAERITEAQVFhEHGBkcHwIDBQodFAsWDhcIDx/9oACAEBAAE/EP8A8TQ01tuQjej58NAqEqNXMFx4U5BrkIxaB2/D54SIEK2V6hPHet8b17XrZlozrk9Y6g+wDA6GHucUYwmtYruzAJ/64A4FogFIw+DeTZEkUDKQ6OnkGxfe9kQjk88z2pJiJFcGlMSe+bGnksJX1mn0+DMPVtFQBFEZUnBKGZDoFHTJb9ZxKZMIISBpH5IeuLMbRVYy8Inj1mq5iAAme8c0gCGFZNFcrLrkOR0ZCjmx8cag6qouUIum0fXGbgCoSGTp6f75NCKjpMjCmfHCcHohMYpkMLhK8WyxUAyBqg37Xk0ibo7KvUBg3XlEKOSJa8gSn4ciuVhAoEyWGuJfKrUhA6Ytd49vNzrG4zfKUgFIR5a4KFl4nqkmrC4F5yUxyvLNvtnJbsvChtgGZ7DiDa64JVswNM03wnBTMZQait5S4PhtaIeAaUzPknFssVAMgaoN+15NIm6Oyr1AYN14g4LQmQRm1Xe0nIrlYQKBMlhrlXkLiqGRoa5ynfFd5tJCb1L9OScLYRxqpTHgfG+LD1UyBEW7u3Dvgs+XAZBc5jvqs4IX8Y1U2zM+7iDa64JVswNM03wnBTMZQait5S4ONUkLTIBfVT/ziQYHVxaIdcnkWHakoAYLOY2NSJwJHGQNcgfrOi9EDHzrxK3IFk9pffnmdjoGe9x/6nE+zpS6GoS+ujifmAMzaq7vu8S0kEUpgAF9ovLK8oBMG4bxvkr73wIh4d5XOOK+NaG1Zc/N49b4NPyzfAOwQWDUSKCxH0nLKgAFTscQ6K8rbyDmTBCEUAFztF4cQEqACGQv++OcUtAXuQfeo5c8CZBoTYmLTGmYLwLVKoyLvGs8WWA9bvZrX+/fFlkJ1dZNa/374u3sTlw8NpriP6UkLAIjgThOuWJkBEkcIn0uN8MdtHvUbccPbViK8KZOFYCgZPekdux3yDU8IttWyVfXElBSLkIl328WKRUUCYAIZ954/wChCxcquj3wAoVI7G3zfrxBtY5dloN6y1wc20WQU0Y0v1I5eW0C6BvjFxjSGDh9mQED5zww7oeQ1RET1yxMgIkjhE+lxvhjto96jbjmlfAvQYlPMGXrhWAoGT3pHbsd8TOcT2l0TLnW9TiAKEZiTCFNvIc0EBY0QM3zeEqj2K66AMAYDiuagUZG+N44fESlGyM665tosgpoxpfqRy8toF0DfGLjGkMHJ+BSjD4PRfr/APojhzFaL6Bl4a1uglVRmEuHxnk4WkFaaG5gYzeuWrntuJf5RU3SsgcUeeDYDDYEpfvwbEYbIFZ9uVU3QsBcxeP7iteCwip2njlFBwAwUzF8f5ZcuVoM4Vlhcpy46YqZDlQZAc94vJ00zikC9OvZz9p/HP2n8c/afxz9p/HP2n8cisOLgAxBuXXfK3CKGEVjvfK3CKGkBjrfKrDi5BM1at11z9p/HCigUMjbOj3vrfP2n8c/afxz9p/HP2n8c/afxz9p/HP2n8c/afxz9p/HP2n8cKKBQyNs6Pe+t8O9xni1dE8z6cqsvahXNurN9c/afxz9p/HP2n8c/afxz9p/HP2n8c/afxz9p/HCigUMjbOj3vrfP2n8c/afxz9p/HP2n8c/afxz9p/HP2n8c/afxz9p/HP2n8cggqQYcIf4+eyKFMQxc9PV+frf9bIoUxDFz09X5+t/1sihTEMXPT1fn63/AI+euDWDAEF8mHzwMLgEAaA/qYBWjY6bMnevr1/WwCtGx02ZO9fXr+tgFaNjpsyd6+vX+NnhGbINFVYwg9PECdUqk0NzAxm9cpXnLcU/rKPXR3RGemN6l6/rKPXR3RGemN6l6/rKPXR3RGemN6l6/wAbPk8Z8mNgz9TC/JXJAnGQZUGQOe7nk6aZxSBenXs54wnhqweDBj0cTWOgSoFfOAPpwIXVtoMHUhPE4qhiRGQZS+4fY4msdAlQK+cAfTgQurbQYOpCeJxVDEiMgyl9w+xxNY6BKgV84A+nAhdW2gwdSE8TiqGJEZBlL7h9jjqB23wCqGUH+gxwIXVtoMHUhPE4qhiRGQZS+4fY4msdAlQK+cAfTgQurbQYOpCeJxVDEiMgyl9w+xxNY6BKgV84A+nAhdW2gwdSE8TiqGJEZBlL7h9jiax0CVAr5wB9OBC6ttBg6kJ4nOkREiJMGPiztDW+JrHQJUCvnAH04ELq20GDqQnicVQxIjIMpfcPscTWOgSoFfOAPpwIXVtoMHUhPE4qhiRGQZS+4fY4msdAlQK+cAfTgQurbQYOpCeJxVDEiMgyl9w+xxNY6BKgV84A+nHk3sIAkmHUp7DW+KoYkRkGUvuH2OJrHQJUCvnAH04ELq20GDqQnicVQxIjIMpfcPscTWOgSoFfOAPpwIXVtoMHUhPE4qhiRGQZS+4fY4msdAlQK+cAfTgQurbQYOpCeJxVDEiMgyl9w+xxsY0CVCvnAH0/wi4MYNCUXwZfHAwuIUDpH+pgFaNjpsyd6+vX9bAK0bHTZk719ev62AVo2OmzJ3r69fAOLwVSoBzA4qgxZU/y8+eUeujuiM9Mb1L1xLBwiUYz6P5+gHJmFtTyce35BBoD0vn4FHro7ojPTG9S9f1NGbH6KQjwATL1VUVJTMb1vE/xs8aUQyzLCngNm+V3O0RACjKRnA98ljgagmG2HjmfIsHYK5SaHiaxwG1Bj4wj9eDC6ttAh7tJ5vEUESKyhKz1T7nAZzxBTyiR0/J4cKaQ0tI1ewD58RQRIrKErPVPucTWOA2oMfGEfrzFAEDMxGxuJ5pxXYFxXA4evfHAQ9U9Fsuas7xq3hFT1h6QdrQPPEUESKyhKz1T7nE1jgNqDHxhH68GF1baBD3aTzeDK4i0HeHz5eumMhksPXJbwvGHbzTHvjwDBllyZTWPucf2WxkOQV6j9eDC6ttAh7tJ5vKBWYlUII3q/dDFvE1jgNqDHxhH68GF1baBD3aTzeIoIkVlCVnqn3OJrHAbUGPjCP15FTUooUi4cZ4kHylgeYPviaxwG1Bj4wj9eDC6ttAh7tJ5vEUESKyhKz1T7nIxIucTHMV0jqx4ei+Y7hTN684MXiKCJFZQlZ6p9ziaxwG1Bj4wj9eDC6ttAh7tJ5vEUESKyhKz1T7nE1jgNqDHxhH68GF1baBD3aTzeIoIkVlCVnqn3OJrHAbUGPjCP14MLq20CHu0nm8RQRIrKErPVPucbGFBtUj4wj9f8FIwZtMCZQZujHJzWrCAaCC4Q6znXBQV60KjX68LwVArgxDud8zubBYJxV4+MsSmmUS4Ty8Ng0uBNMfNficCQ+Qxf6XDQBQdGEfq+nMBQQKlYEd685xnmBxVBiyp/DqU+hqkleOMlu1eRT5nFoT5ooBn2/gwCtGx02ZO9fXr49Sn0NUkrxz/AE2UiNw8cpyRhhC5Tyc+/wAWTLS+T405I7CFyPg51PFBYRgxoOMArRsdNmTvX16/x89cGMGhKL4MvjkYHoxHFp547BcFxk2w7ynMnBmYCAz8XzfeMiy/N8cSRZBYiZM7DlsSvQUZlfBwo9dHdEZ6Y3qXr+OZq1IVM5bteUUHSHJXMDz/AA/WXHhvEF1CtyjTEUzMS3gxXYGF8V+XGsWaSDhVdz/XDwFkrHSh8f7eUUHSHJXMDz/HK+Ha44z1lx75rQkgd4DhR66O6Iz0xvUvXxCL5CxPMX1zWhJE6wn+Onz0wuoSnas/gPoC5rlMuvXIqHmlEo5+LIoUxDFz09X5+t/DrW+jotsfHE9XlUYFA49qbWbOX5HPm+8ZFl+b+OBpYtgKi/DlEC06WDkPBQm+zl2iPdEp9x9+BMTVWFIM9V+7wbEYbIFZ9uVU3QsBcxeOAPPV1DlQ0evHO9b7OA2w8/w6nihlJw40vD9eAT6if9D63yGh5mqwM/BTkjsKTKeTnU8UMrGTGk/xM9NltSIM4OEZ3EQMg5KyZxnfHJQaDBou4beeMJ46snkyZ9nE1jgNqDHxhH68GF1baBD3aTzeIoIkVlCVnqn3OJrHAbUGPjCP14MLq20CHu0nm8MDUwnALT2+ezmXhs0Af/pz0nBhdW2gQ92k83iKCJFZQlZ6p9zjgoEuKOKWyie446eDC6ttAh7tJ5vIoCQBQjscYfc5gaWLYggHy4MLq20CHu0nm8RQRIrKErPVPucTWOA2oMfGEfrwYXVtoEPdpPN4igiRWUJWeqfc4mscBtQY+MI/Xh8ZsHXiPkpPmcF4NlFJh0wH5+ZxrXkkIIdL54MLq20CHu0nm8aoP9oJGO5H3OJSGBEWYtTAeZgQDLQaRl1nNOC7RiGwNAwz7nE1jgNqDHxhH68GF1baBD3aTzeIoIkVlCVnqn3OFJ6AgHAE+o/bjGFKPD62dgAeycwWNogGFaxubOMRkNBhkCApjPBFjTBVBgbccRQRIrKErPVPucTWOA2oMfGEfrwYXVtoEPdpPN4igiRWUJWeqfc4mscBtQY+MI/XgwurbQIe7SebxFBEisoSs9U+5xsYUG1SPjCP1/8ANUBVgd8RYfxMVH2h0J74nU+igCrsH0eC0Gqonp+C3BijGR/6XhGpMxINoORHXngGQ9qmT+QWDhEKwv1fxKPXR3RGemN6l6+KWBhEo0v0fyDi8EAUAvwI5EbJxdHy31vrncp9DUba8fGOdw4UIfNk98yOKoM2Rfh+suPDeEzbgEysuHp6+JR66O6Iz0xvUvXwO39LQgHQ+ee4npmy0PJ/hZ7amE+szfXNC5dKa8JnfFZ7FtA5HSGz88FQgqwJlyv8FwYwaEovgy+OBhcQoHSPwDi8FUqAcwOKoMWVPhFYdXIhiLVuuuJb5Bi6Knr+DIoUxDFz09X5+t/yycGZgIDP8TgK9plK9mcecY3/AA6nigsZy40PCc7gMthjLtn1zWhJE6wnA0vtMsbEzo7Of7LrVG68/FkUKYhi56er8/W/iHF4IAoBeQ5IwwpMB5f8JPTeLb0FeFmFIUxDQUIpHMvMlDBAwLlbVcJ1t/lPliU6CpcD4eYODM0QJjgIvkLE8xfXNaEkTrCfzpyR2ELkfBzqeKCwjBjQfwO34BFqL2njlseKMqzS3TzA4qgzYB5nyMwVpTG6/wB8/WXHgnwYODM0Ujn+DBwZmiBMcU5I7Ckynk43qtySqWNze/hk4MzAQGfgO34BFqL2njg6WTQLVYZd0Pzx8cpM6NWYdXml0HFDVm33/hJ6CmYnYmuLkVWIzBkCjIXl6dYgYeDt9HA0KhRPMcn1z8HsFMcEsDVkMO9cDQKxDMAkQblg1o4mgmLhtTgwoWv0UR6ARpphA77R34eKKzGlbQAsEyaSdcT8a8AuJUTS0x3p4FEFoGbpTQxfPh4IQpxqOhxd72fLrgkeiOxJSU3m67k4kgoKNTE70b13nw8EIU41HQ4u97Pl1wSPRHYkpKbzddycSQUFGpid6N67z4eNl3lPMkUyeRgzdPAGVeYp6JnLGLmckuUZ5JKIwOTG+CEKcajocXe9ny64JHojsSUlN5uu5OBeBC5wJNgfV0+4IRjLVELirfY8TgkeiOxJSU3m67k4CfSTMhMqJ8m36PCxwF8iuBAOJxvGBkKpSU2N8Z1yshUBZEg4EIo/RelBCFONR0OLvez5dcEj0R2JKSm83XcnEkFBRqYnejeu8+HkV9wMHCIz2ZO/ZwSPRHYkpKbzddycKTrIECVucryD4eIocLsz78bHhRmhIrVtGjLm6zeJxeCAqIzhGEC26ywVL7HicacyCmLTkmQ5CSusJIKCjUxO9G9d58PBCFONR0OLvez5dcEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ8uuCR6I7ElJTebruTiSCgo1MTvRvXefDwQhTjUdDi73s+XXBI9EdiSkpvN13JxJBQUamJ3o3rvPh4YAorUdmLvez5df8AnGfYar35RnBd8yTjACpoM7PiFOxtAxGlKRezlxUWYC6EyEz13zDr2ncEX3l+7zdvWNRbff8A6/D/AG2UoNx887lPsYhJHnn+y61DqvPPZ/y4Bl+vAt9gwdFD3zK5KgZsjxMLoEo2JfgZiXjNQxLXwduMb59viy4bTw8JBeUiAtbs8cSgfKkEF+j+hkUKYhi56er8/W+Y8iycoJkJpORUPNKJRz/DHkWDsAMDNByKh7rAIGfjTQ9zEYmOGRQpiGLnp6vz9b/xM8uPA1gtQHCO3virYqUFklwb2MczziBRyYbdEPp/AQarOjVsM9Hei8EAACCLPkcnyeJb7Bi7IPrnsY6uqZb4DjWvIYRR6DxyKm4FgBirxxbE4bIEL9vinF4ICojPhk4MzACuPg+T7xkGX5OU0PM1Wrj4kt9gxdkH1zK5KiYsr/Bs/kBNMR8n+nHnjWwMyAJcI688WBphFLwx3eJxeCqRVfgNCPNFEl+3M7mwWCcVeP4BQHlQKS/VxgFaNjpsyd6+vX+JnorgflaKYPfo4CWJCwTZg9PP/gTyj10d0Rnpjepevgf9hFHWUnZzr+KdjGQuw/mGF1CANq8ZD4GMJ7MI1mAXWeZWDNYgEx/B0FbYbCL1bOMsaiyCRZXmfX+HuJ6ZokTy8pBmiGLUzpbepcS/+DPLC8FA1E5+0/jn7T+OftP45+0/jjcQF2wHXl5+0/jn7T+OftP45+0/jiRziMbTnHtz9p/HP2n8c/afxz9p/HP2n8cLC8EARA/oRFfcKISY0/Pi3toXU3FXF+ONShyRUhrB6d8KZ2wSCkAzkQ4mHl2LwWRnQz0OXRXgLkUqiGVMsMOcPhncp9jEJI88Ej0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ8uuCR6I7ElJTebruTmdzYrIOYPPIPh4ihwuzPvxseCR6I7ElJTebruTiSCgo1MTvRvXefDxgWGsxMKjM4esXFMw8bLMlLIYw6Ti6utHIeB7OuBUyHFnQgW3fzPPBI9EdiSkpvN13JxJBQUamJ3o3rvPh4muwXS6nvDKezzwonpDYohcZDPQvz51KfQ1SSvHB5XApwNMNC09nTxEFIQoBU//AIVcDwSBPg3FqY4Q7+imRxVBmyLwSPRHYkpKbzddycSQUFGpid6N67z4eCEKcajocXe9ny65tIn2RsjJ7snfJkSgLpos+vh8cEIU41HQ4u97Pl1wSPRHYkpKbzddycSQUFGpid6N67z4eEjiSmdBZEvWc6nnjozOZkFREQ6Q1mZRJBQUamJ3o3rvPh4IQpxqOhxd72fLrgkeiOxJSU3m67k4kgoKNTE70b13nw8EIU41HQ4u97Pl1wSPRHYkpKbzddycSQUFGpid6N67z4eCEKcajocXe9ny64JHojsSUlN5uu5OJIKCjUxO9G9d58PDAFFajsxd72fLr+ueFQMiyEWGXBxWpAnkGZCN6fPrmMwYZoO5AoF+acXCE5DFUAZsmMbw8QJT6aQl0dp49c2h6yKW6pEBcax/dPhEZ5BrVa2HG2YT2SDWkcZ8/HNQzVPCUfsnE+qs6F0JmJnE75SvOW4ByCg6QYI4o+ONa8hhFHoPH8MLBmsRI55/9viJ0mmuRUPdYBAzwOLwQAVWcDi8EAFVnGAVo2OmzJ3r69c1oSRO8jxIvlLE8UPX8KqHulEiY5nyLJyiOFml4VrwCEFex88ooOkOSuYHn4MArRsdNmTvX16/rYBWjY6bMnevr1/5E+enKqAgdlQzBjhXygEANH98+zQJrAK8exJJOjD5zSccCQyGZxJYbX+Ig1WdGrYZ6O9F4IAAEEWfI5Pk/wAE4vBAVEZwMLoFA7E5jc5qomDJRT68C3yDB2RffxKPXR3RGemN6l6/p9n/ACYFl+nP9F1onUeOFHro7ojPTG9S9f0+1NrFjZ83gW+QYOyL74qAYZORke88wsGaVQrj/wAOfP61vo6LbHxz9ZceCfxExEqiILjll13ws0gWe5qEHxPG04Woi5Jdgv1nnOOR6A0QUOBVZuDXyeT3kN8CDgFEuTZnxxsCAiR6QGPbDD44hJ25TDEmdmvP9M9t870yJ+Z74v2jAzlptI77/jjYP1iMOeQ5I7CFwHl/oG12LQbIfPmAlZEWsJmcWUjGRcA46vAt8gwdkX3/AELYHDYEjPvyqm4VkJmDzxkUKYhi56er8/W/63yEpymBzFYa+QY4QJ2QJgARkrrkOSMMKTAeX/wp887fgsGgnY+eegHJmUkDy/xfD0gIuRXnzxYQiprWnW7/AK5k8XBBUiGGdeG88OrMRGhjk7OL/vjACMn+UC6asvg0ZPFwQVIhhnXhvPDAsgXy50tH6f6J/snBLCy9ctDtHwceGN4HgGmCVJrzFDB8WaSbtPt6Mr6Hi4mWJUMIiZacdcvS08Fwwd9DvReNpslbTCwmzDnGsPBCFONR0OLvez5dcEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ8uuCR6I7ElJTebruTiSCgo1MTvRvXefDwQhTjUdDi73s+XXBI9EdiSkpvN13JxJBQUamJ3o3rvPh4uZp1IumFIiYp7yJgSPRHYkpKbzddycSQUFGpid6N67z4eCEKcajocXe9ny64JHojsSUlN5uu5OJIKCjUxO9G9d58PBCFONR0OLvez5dcEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ8uuCR6I7ElJTebruTigNdgQSiohbPMs1QgEILuZGFM+xdThnrkitCA+rqcSQUFGpid6N67z4eCEKcajocXe9ny64JHojsSUlN5uu5OGmW5a4THeSG3rTzA4qgxZU4JHojsSUlN5uu5OJIKCjUxO9G9d58PBCFONR0OLvez5dcIo2yLZMKKeGmC6lGgwJkdLlIdY7nrmwCUZhkwDiZPE64JHojsSUlN5uu5OJIKCjUxO9G9d58PBCFONR0OLvez5dcEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ8uuCR6I7ElJTebruTiSCgo1MTvRvXefDwwBRWo7MXe9ny6/vnkEEEEEERE7ICj/R9vEywKhElLfErOuDodAHPYLHpmeKmAZEWhSJphjnmLanQDYiKd5xxEwrkgsqSD2U/pn04p8GNPrzM3gQFV2hgxid8Ez7MUXpvz9Pi1JBGIu9i64iBa6EC4cMgmYTlK85bgH9CYXEJToC/Eo9dHdEZ6Y3qXr+CWDhEoxn0fxCwcIhWF+r4FHro7ojPTG9S9cgoOkGCOKPjmoirWAqRHf9Io9dHdEZ6Y3qXriYXQJRsS/wDkz5++LCBuoqOEU6OO0qVGIKzEE+bxSJ0zfW8PcA+ucXNhpAhKBTRau9cYIaEhG1MBjLNPPHYo7UMZ8CGC/Mmf6J/vTRLCy8ighIhYYhns+Dgsf0qJ6O9fxBDl1RwUGG9H+5xGEAsr6MU+zzI4qgxYQ4HF4IoFE51PFDKThxpeQ5I7CFwHl+OTgzMAK4+JkUKYhi56er8/W/4YGli2Cip8OPb8gg0B6Xz8fZ/yYFl+nEwuIRRpH4MihTEMXPT1fn638FluByCPZvi+ua0JInWE/oxODAuQMxPPLSBBaqqGXzxLfIMXRU9f3z4WuAQmKUv1f+ADBgwYMGDBgwYMGDBg6WuASuoVn1fzyJB6VUHH5NFso66s55ufymaM7/pn60JIneR4kXylieKHr+TAK0bHTZk719ev4frLjyTjvW+joElfHw9qbWbGz5PMgeg8ipT58/6cP2XXA2Aw2BKX78YBWjY6bMnevr18KckdhSZTycE5N4BpRSNrr+EsSmmUWYHw88fHrLZsPD8Ai+QsTzF9cxAnmpKZLiI/XmNzYrJGKPP+Mn4zAqxB7BPufOcZWqCBgMrszlO+26+4QDZqbdTHmHMwydWXGUd5dUw51UCkUFnQaR9zM1wwMyKyJbmY7i6xeKKIRXGEmN3N8dPqoFIoLOg0j7mZrhgZkVkS3Mx3F1i8UUQiuMJMbub46fVQKRQWdBpH3MzXDAzIrIluZjuLrF4oohFcYSY3c3x0+qUIIrOogC6e2SXWeJxeCAiiXiiiEVxhJjdzfHT6qBSKCzoNI+5ma4YGZFZEtzMdxdYvFFEIrjCTG7m+On1UCkUFnQaR9zM1zvHKgemUwCsesXFEGi1itGjnOh02YrKAQEKhUT07DX1btrDAQBXMxti6xeUvFG4g0N7bZClTiBSKCzoNI+5ma4YGZFZEtzMdxdYvGeNCSm68q6Jh1jkYUseEArl1Z+lFIqBasoozA1i+rjiiiEVxhJjdzfHT6q8pRa2wNG378kP+iGauBgKxf/VmZZF4EyjvN+nytDpTUq4GvDPjkOZBFm8DMUrqXriiiEVxhJjdzfHT6qBSKCzoNI+5ma4YGZFZEtzMdxdYvFFEIrjCTG7m+On1UCkUFnQaR9zM1wwMyKyJbmY7i6xeKKIRXGEmN3N8dPqoFIoLOg0j7mZrhgZkVkS3Mx3F1i8UUQiuMJMbub46fVYCQIs7FI+5ma/wTmkY5fGRET5jxdgOntdEy51sJOdUkLpxjuY5+n/pz9P/AE5+n/pzX/x+8st+/HBIzjllbciya659BZZE6h45+n/pz9P/AE5+n/pz9P8A05+q2jTeN5T2GA2488/T/wBOfp/6c/T/ANOJ1TwpQVTH5O+fp/6cI5hPJhLQvevfPJLuou4JL155+n/pzUW9BqkkfHKoicjAazM4F1698/T/ANOfp/6c/T/05+QfXzZs+k983MX4IOz1J65+n/pz9P8A0587rysWB3HEgwAgOHTHW/XP0/8AThxUpgOLnz1fn63z9P8A05+n/pz9P/T/ABk8EOXVHBQYb0f7nEYQCyvoxT7PwzubFZBzB54NAPNBQs+/AwugUDsTmpBSDrCHw723Cxbl+ZxYLtDA+KfP4DYaDCkF2P8A6cfmQBxTLK8eHxgoOAOSGKnnjWvJIQQ6Xz/GWJToKswnl4WKlC9gtbz98T+ePIsnKCZCaTn/AN2mFlxb8WAVo2OmzJ3r69f5KfPx5Fg7ADAzQcioe6wCBn+H2+LLhtPDyHJGGELhfD8BKO0cEGZcQzvn+y61RuvPx/02UgdU8c7lPoajbXj+RR66O6Iz0xvUvXx723Cxbl+ZxYLtDA+KfP4ff4smGx8vB3V0tSnRDScWhPmigGfb4lHro7ojPTG9S9f42eDSlgwHEI5Rx4nfEn22yAgzgqPq8br7hANmpt1MeYczDJ1ZcZR3l1TDnVQKRQWdBpH3MzXDAzIrIluZjuLrF4oohFcYSY3c3x0+qgUigs6DSPuZmuGBmRWRLczHcXWLxRRCK4wkxu5vjp9VApFBZ0GkfczNcMDMisiW5mO4usXiiiEVxhJjdzfHT6ryEO340i9u5U8N4YGZFZEtzMdxdYvFFEIrjCTG7m+On1UCkUFnQaR9zM1wwMyKyJbmY7i6xeKKIRXGEmN3N8dPqoFIoLOg0j7mZrhgZkVkS3Mx3F1i8zubFZBzB55U9/NkUmVlUznH1TAzIrIluZjuLrF4LIWVQCl92KmJjKcQKRQWdBpH3MzXDDDhaPSrMFWLpl57qz/mM919uQ5IwwhcL4eGBmRWRLczHcXWLw8WEM64znPo6z1wUquKMMA+2c48ThgZkVkS3Mx3F1i8UUQiuMJMbub46fV7F6uCJWrg3uaes8R8fVCauRKG5w6PEO4QRzkaY6+VQKRQWdBpH3MzXDAzIrIluZjuLrF4oohFcYSY3c3x0+qgUigs6DSPuZmuGBmRWRLczHcXWLxRRCK4wkxu5vjp9VApFBZ0GkfczNcMDMisiW5mO4usXiiiEVxhJjdzfHT6rASBFnYpH3MzX+CECAZCjVEGb+fHPiAh7mGDXVwcgSEeAE/rYBWjY6bMnevr1zqeKGUnDjS8hyR2ELgPL/LHkWDsAMDNByKh7rAIGfgwCtGx02ZO9fXr4U5Iwwhcp5OaPpqsEtL6+/P1lx4J/JlYM0qoDPHUouwGJXetd9b/AMfPBDl1RwUGG9H+5xGEAsr6MU+z8YuaqKIIOXOOfXTDrem8fyKPXR3RGemN6l65rQkid5HiRfKWJ4oeuY8iycoJkJpORUPNKJRz/Mo9dHdEZ6Y3qXr4nb8Fg0E7Hzyros0FBoRx/CWJTTKLMD4eePj1ls2Hh+BR66O6Iz0xvUvX+Tnz6ckdhSZTyc6nihlYyY0n8PQDkzC2p5OPb8gg0B6XzxkUKYhi56er8/W/jjc2CwBmLxxaE+aKAZ9uf7bKUG4+edyn2MQkjzxOLwQFRGcDi8EAUAvJYlNMoswPh54+PWWzYeHhmJeM1DEtfB24xv8AinF4ICojPhTkjsIXI+Di4usTkHqezrnuJ6ZstDyfBkUKYhi56er8/W/8bPqJTMCPApj574S9W5hAR+YLjkhm16RWu3redcODFFBcgfVnDgxnCcYDkVSG8YzfP4BpadrGsGZmZgvriyGC12HExPn30buE4wHIqkN4xm+fwDS07WNYMzMzBfXFkMFrsOJifPvo3cCxqBFUzEmtZ+eYJw2gUJUzSFe3xwKMzkjAG105vjHEiWAqagi2mLk7xmjoaWnaxrBmZmYL64shgtdhxMT599G7h4FpNAQaYm3vofXDZ9NTU5V6VkyzJwkQoJZ4Kv8A+uEyRAEDLJN9sf6Glp2sawZmZmC+uLIYLXYcTE+ffRu4QhIGIZmGGus4N9cvjuGEC5Xww8+t8ycGZgBXHCcYDkVSG8YzfP4BpadrGsGZmZgvriyGC12HExPn30buE4wHIqkN4xm+fwDS07WNYMzMzBfXFkMFrsOJifPvo3cYkcMbbNMZXGfPc5gtpWynSHtdF9XiyGC12HExPn30buE4wHIqkN4xm+fwGbls1DJAuWL0X1sWQwWuw4mJ8++jdwnGA5FUhvGM3z+AaWnaxrBmZmYL64shgtdhxMT599G7hOMByKpDeMZvn8A0tO1jWDMzMwX1xZDBa7DiYnz76N3CcYDkVSG8YzfP4BpadrGsGZmZgvriyGC12HExPn30buG4QKiqdmMZvn8H+BQRHTwK48kCSQ2TG88EsBAIBxycGZgBXH8mFgzWIkc8uOFJqANO+ZkiyGVVy52vwKPXR3RGemN6l6+OJIsgsRMmdhyRSaVMVJZsfbjld241ceKKDpDkrmB5/iUeujuiM9Mb1L1/WUeujuiM9Mb1L18A4vBABVZ/jZ8IbOWXSitd+PeuJohCKA9xhfsfAYrsDC+K/LkaLnEFO2P/ALcG76e0ua+P/fAt8gwdkX3wMLoFA7E5qQUg6wh8WRQpiGLnp6vz9b+NOSOwhcj4OGiW1xQhkmsc623Cxas+b/JkUKYhi56er8/W/wCgLBwiFYX6viyKFMQxc9PV+frf+Snz6ckYYQuU8nPYI+EFf2Z54+PeSza+X+TAK0bHTZk719euZ3Nisg5g88GgHmgoWffgQfIWB4qe+a0JIHeA/mwCtGx02ZO9fXr+j5PvGQZfk+LAK0bHTZk719evh9/iyYbHy8hyRhhSYDy/4uejcu3AkfmC+XE1TyUQADdVaSXn7T+eftP55+0/nn7T+eftP55+0/nn7T+eftP55+0/nn7T+eFAokKyNHfSDzehJE6yvAwuAQDQF5+0/nn7T+eftP55+0/nn7T+eftP55+0/nn7T+eFAokKyNHfSDz9p/PP2n88/afzz9p/PP2n88/afzz9p/PP2n88/afzz9p/PCgUSFZGjvpB5+0/nne25WbcvyOJF9oYvmD659ppc+nk+mj4AyNYSUC2WqrnzTr+IMGDBoi7wgDrg8Zzgr/g7cwqdKRyhidcMsCAEA/+II3LtwJH5gvlxzStNuN/01EpmBHgUx898JercwgI/MFxbt3ws+fdycSjZBf6KBi4Y1C9jg8zmxEwvoBUfLrRxbt3ws+fdycSjZBf6JzipjqdqfMfM5KBxkFAHkCnpNdLdu+Fnz7uTiUbIL/RV4wHAZC99HtOOJQ1IWb2V+XFu3fCz593JxKNkF/wVuYVOlI5QxOuGWBACAf0oIjp4FceSBJIbJjeeLuuBBkNAgMGGn9OJqsrKS1HS8dcqoDSJ1EdWcXdcCDIaBAYMNP6WpMw01RBMKb5k6qsgI4NbW1z3xd1wIMhoEBgw0/pQRHTwK48kCSQ2TG88XdcCDIaBAYMNP8A8A+nj4L1fXENcmEkVuffBizhRQX2oCvFhGA7XxbLwIo6In1OHA0ZyRenDjvmkXIL5B38GBqptEUFszGcwkC3hGhrZIcQULBDG6B7vKePeCw+bedc9Xbgx37ctT9TkA9uXPXA6RRgD2vJ+e4ODeThZBBcoUYOon/wH/X/APXy1ahNC8PrglVwNXYhHO4XiPu9OxD1E3wvBuEw7Z8mXz74x1GCWImo0nGL6FeVke4Q+nFtNZ7KqPk8RngnpFnp39eKC0AHch+3ClAWma+Rzs9cl+OfzzZ3zAkuRxsl13n164IsFjdpI9WHGBVaEU03rsvAUjM2bpdz1/8AAe6YAmCONP15k+LVKkvvD3wZAShB4onC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 --==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: Settings
TradeStation Strategy Performance Report Advantage Pro - Fighter, @CL, 60 min., 2014-01-01 19:00:00 - 2019-06-28 17:00:00
TradeStationChart Settings
Symbol @CL
Description Crude Oil Continuous Contract [Feb20]
Interval 60 min.
Start Date/Time 2014-01-01 19:00:00
End Date/Time 2019-06-28 17:00:00
 
TradeStation Strategies Applied
Advantage Pro - Fighter(On)

TradeStation Strategy Inputs

Description

Value

Advantage Pro - Fighter - Signal_Time_Start 500
Advantage Pro - Fighter - Signal_Time_End 1800
Advantage Pro - Fighter - Exit_on_EndOfDay 0
Advantage Pro - Fighter - Strategy_Length 23
Advantage Pro - Fighter - Setup_Level 16
Advantage Pro - Fighter - Trigger_Level 7
Advantage Pro - Fighter - Trend 10
Advantage Pro - Fighter - Runaway 10
Advantage Pro - Fighter - Signal_Sensitivity 0
Advantage Pro - Fighter - Trade_Management_OnOff True
Advantage Pro - Fighter - StopLoss 12
Advantage Pro - Fighter - StopTrailing 22
Advantage Pro - Fighter - TakeProfit 0
 
TradeStation Strategy Settings
Costs/Capitalization

Initial Capital

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

Created by TradeStation: 2020-01-03 22:31:45, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID:

TradeStation Performance Report


Performance Summary
Trade Analysis
Trades List
Annual
Daily
Monthly
Weekly
Performance Graphs
Trade Graphs
Settings
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x++) { styleSheetRule = styleSheetRulesCollection.item(x); if(styleSheetRule) { style = styleSheetRule.style; if(style && style.fontSize) { style.fontSize = fSize; } } } } } } } } function ModifyTableSize(fontSize, table) { ModifyTableSizeEx(fontSize, table, g_cSmallestTableWidth); } function ModifyTableSizeEx(fontSize, table, cSmallestTableWidth) { switch(fontSize) { case "xx-small": table.width = cSmallestTableWidth; break; case "x-small": table.width = cSmallestTableWidth * 1.25; break; case "small": table.width = cSmallestTableWidth * 1.5; break; case "medium": table.width = cSmallestTableWidth * 1.66; break; case "large": table.width = cSmallestTableWidth * 2.33; break; case "x-large": table.width = cSmallestTableWidth * 3.0; break; case "xx-large": table.width = cSmallestTableWidth * 4.5; break; } } function SetHeaderFooterInfo( sHeaderInfo, sFooterInfo ) { HeaderInfo.innerText = sHeaderInfo; FooterInfo.innerText = sFooterInfo; } //------------------------------------------ // Called to show or hide header and footer //------------------------------------------ function SwitchHeaderFooter( value ) { var Tables = document.all.tags("table"); for ( i = 0; i < Tables.length; i++ ) { if ( Tables[ i ].id == "hftable" ) { Tables[ i ].style.display = value; } } } function FrameScroll(frame) { if ( window.parent.frames(frame).document.body.scrollLeft != document.body.scrollLeft ) { window.parent.frames(frame).document.body.scrollLeft = document.body.scrollLeft; } } function ExpandTable( Table, TName, Picture, bIsTMPR ) { if (document.images[Picture].alt == "Collapse") { document.images[Picture].src = "cid:GIFS/#3233"; document.images[Picture].alt = "Expand"; with(Table) for(var i = 0; i < rows.length; i++) { if(rows[i].className == 'Detail') { rows[i].style.display = 'none'; } } } else if (document.images[Picture].alt == "Expand") { document.images[Picture].src = "cid:GIFS/#3234"; document.images[Picture].alt = "Collapse"; with(Table) for(var i = 0; i < rows.length; i++) { if(rows[i].className == 'Detail') { if ( bIsTMPR == true ) { if ( rows[i].id != "NoTMPRRow" ) { rows[i].style.display = 'block'; } } else { rows[i].style.display = 'block'; } } } } } function ExpandCollapseTable(Table, Picture, bIsTMPR, action) { if (action == 'Collapse') { document.images[Picture].src = "cid:GIFS/#3233"; document.images[Picture].data = 'Expand'; with (Table) for (var i = 0; i < rows.length; i++) { if (rows[i].className == 'Detail') { rows[i].style.display = 'none'; } } } else if (action == 'Expand') { document.images[Picture].src = "cid:GIFS/#3234"; document.images[Picture].data = 'Collapse'; with (Table) for (var i = 0; i < rows.length; i++) { if (rows[i].className == 'Detail') { if (bIsTMPR == true) { if (rows[i].id != "NoTMPRRow") { rows[i].style.display = 'block'; } } else { rows[i].style.display = 'block'; } } } } } function ExpandSpan(Span,SName,Picture) { if (document.images[Picture].alt == "Collapse") { document.images[Picture].src = "cid:GIFS/#3233"; document.images[Picture].alt = "Expand"; Span.className = 'Detail'; } else if (document.images[Picture].alt == "Expand") { document.images[Picture].src = "cid:GIFS/#3234"; document.images[Picture].alt = "Collapse"; Span.className = 'Main'; } } /////////////////////////////////////////////////////////////////////////////// // Help support section /////////////////////////////////////////////////////////////////////////////// //--------------------------------------- // Popups for Help //--------------------------------------- var prePopUp = "