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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 - Miner, @CL, 60 min., 2014-01-01 19:00:00 - 2019-06-28 17:00:00
Display:
Column View
 
TradeStation Performance Summary Expand
 
  All Trades
 Long Trades
 Short Trades
Total Net Profit $91,275.00 $46,225.00 $45,050.00
Gross Profit $269,805.00 $128,010.00 $141,795.00
Gross Loss ($178,530.00) ($81,785.00) ($96,745.00)
Profit Factor 1.51 1.57 1.47
       
Roll Over Credit $0.00 $0.00 $0.00
Open Position P/L $0.00 $0.00 $0.00
       
Select Total Net Profit $73,465.00 $40,645.00 $32,820.00
Select Gross Profit $244,215.00 $118,795.00 $125,420.00
Select Gross Loss ($170,750.00) ($78,150.00) ($92,600.00)
Select Profit Factor 1.43 1.52 1.35
       
Adjusted Total Net Profit $63,036.97 $27,327.57 $24,030.32
Adjusted Gross Profit $256,655.51 $118,958.33 $132,256.84
Adjusted Gross Loss ($193,618.54) ($91,630.76) ($108,226.52)
Adjusted Profit Factor 1.33 1.30 1.22
       
Total Number of Trades 561 269 292
Percent Profitable 75.04% 74.35% 75.68%
Winning Trades 421 200 221
Losing Trades 140 69 71
Even Trades 0 0 0
       
Avg. Trade Net Profit $162.70 $171.84 $154.28
Avg. Winning Trade $640.87 $640.05 $641.61
Avg. Losing Trade ($1,275.21) ($1,185.29) ($1,362.61)
Ratio Avg. Win:Avg. Loss 0.50 0.54 0.47
Largest Winning Trade $3,865.00 $3,555.00 $3,865.00
Largest Losing Trade ($4,145.00) ($3,635.00) ($4,145.00)
Largest Winner as % of Gross Profit 1.43% 2.78% 2.73%
Largest Loser as % of Gross Loss 2.32% 4.44% 4.28%
       
Net Profit as % of Largest Loss 2,202.05% 1,271.66% 1,086.85%
Select Net Profit as % of Largest Loss 1,772.38% 1,118.16% 791.80%
Adjusted Net Profit as % of Largest Loss 1,520.80% 751.79% 579.74%
       
Max. Consecutive Winning Trades 26 15 27
Max. Consecutive Losing Trades 3 3 4
Avg. Bars in Total Trades 23.31 23.39 23.24
Avg. Bars in Winning Trades 23.12 22.91 23.31
Avg. Bars in Losing Trades 23.89 24.77 23.03
Avg. Bars in Even Trades 0.00 0.00 0.00
Max. Shares/Contracts Held 1 1 1
Total Shares/Contracts Held 561 269 292
Account Size Required $8,800.00 $5,925.00 $9,985.00
Total Slippage $5,610.00 $2,690.00 $2,920.00
Total Commission $2,805.00 $1,345.00 $1,460.00
       
Return on Initial Capital 91.28%
Annual Rate of Return 11.90%
Buy & Hold Return -47.96%
Return on Account 1,037.22%    
Avg. Monthly Return $1,404.06    
Std. Deviation of Monthly Return $2,577.76    
       
Return Retracement Ratio 7.81    
RINA Index 231.93    
Sharpe Ratio 0.37    
K-Ratio n/a    
       
Trading Period 5 Years, 5 Months, 11 days, 2 hours
Percent of Time in the Market 40.54%
Time in the Market 2 Years, 2 Months, 15 days, 6 hours    
Longest Flat Period 18 days, 15 hours    
       
Max. Equity Run-up
 $101,245.00    
Date of Max. Equity Run-up 2019-02-01 14:00    
Max. Equity Run-up as % of Initial Capital 101.25%    
 
Max. Drawdown (Intra-day Peak to Valley)
Value ($9,795.00) ($6,915.00) ($11,375.00)
Date 2014-06-10 14:00    
as % of Initial Capital 9.79% 6.91% 11.38%
Net Profit as % of Drawdown 931.85% 668.47% 396.04%
Select Net Profit as % of Drawdown 750.03% 587.78% 288.53%
Adjusted Net Profit as % of Drawdown 643.56% 395.19% 211.26%
       
Max. Drawdown (Trade Close to Trade Close)
Value ($8,800.00) ($5,925.00) ($9,985.00)
Date 06/04/14 05:00    
as % of Initial Capital 8.80% 5.92% 9.99%
Net Profit as % of Drawdown 1,037.22% 780.17% 451.18%
Select Net Profit as % of Drawdown 834.83% 685.99% 328.69%
Adjusted Net Profit as % of Drawdown 716.33% 461.22% 240.66%
       
Max. Trade Drawdown ($4,130.00) ($3,620.00) ($4,130.00)
     
     
     
Created by TradeStation: 2020-01-03 23:02:58, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
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TradeStation TradeManager Performance Report Advantage Pro - Miner, @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 561 421 140
Avg. Trade Net Profit $162.70 $640.87 ($1,275.21)
1 Std. Deviation of Avg. Trade $1,074.47 $647.51 $780.58
Avg. Trade + 1 Std. Deviation $1,237.17 $1,288.37 ($494.63)
Avg. Trade - 1 Std. Deviation ($911.77) ($6.64) ($2,055.80)
Coefficient of Variation 660.39% 101.04% 61.21%
Time Averages
Avg. Time in Trades 1 day, 10 hours, 32 Minutes 1 day, 10 hours, 49 Minutes 1 day, 9 hours, 39 Minutes
Avg. Time Between Trades 2 days, 2 hours, 38 Minutes 3 days, 6 hours, 45 Minutes 12 days, 18 hours, 6 Minutes
Avg. Time Between Trade Profit Peaks 41 days, 13 hours, 8 Minutes
Outliers Total Positive Negative
Number of Outliers 10 8 2
Outlier Profit/Loss $17,810.00 $25,590.00 ($7,780.00)
 
Run-up/Drawdown   Run-up Drawdown
Max. Value $4,940.00 ($4,130.00)
Max. Value Date 2014-12-01 2014-12-01
Avg. Value $901.53 ($703.03)
1 Std. Deviation $661.67 $648.34
Avg. + 1 Std. Deviation $1,563.20 ($54.69)
Avg. - 1 Std. Deviation $239.87 ($1,351.38)
Coefficient of Variation 73.39% 92.22%
 
Efficiency Analysis Total
 Entry
 Exit
Avg. Efficiency 9.85% 59.28% 50.57%
1 Std. Deviation 53.96% 29.38% 31.53%
Avg. + 1 Std. Deviation 63.81% 88.67% 82.10%
Avg. - 1 Std. Deviation -44.11% 29.90% 19.03%
Coefficient of Variation 547.82% 49.56% 62.36%
CollapseCollapse
 TradeStation Trade Series Analysis Collapse
Winners Losers
Largest Profit/Loss $3,865.00 ($4,145.00)
Largest Profit/Loss as % of Gross 1.43% 2.32%
Largest Consec. Profit/Loss $18,240.00 ($5,370.00)
Largest Consec. Profit/Loss as % of Gross 6.76% 3.01%

Winning Series

Number of Series

Avg. Gain per Series

Avg. Loss Next Trade

1 32 $692.81 ($1,187.50)
2 25 $533.60 ($910.20)
3 18 $691.85 ($1,518.89)
4 14 $618.93 ($1,282.14)
5 11 $769.18 ($1,384.09)
6 3 $611.11 ($1,171.67)
7 4 $558.57 ($1,768.33)
8 3 $672.92 ($1,538.33)
9 3 $574.26 ($1,411.67)
10 1 $291.00 ($1,045.00)
11 1 $621.36 ($3,445.00)
14 1 $586.43 ($1,835.00)
16 1 $758.75 ($1,845.00)
26 1 $701.54 ($2,365.00)

Losing Series

Number of Series

Avg. Loss per Series

Avg. Gain Next Trade

1 97 ($1,306.44) $655.82
2 17 ($1,288.82) $582.65
3 3 ($887.22) $775.00

Created by TradeStation: 2020-01-03 23:02:58, 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  2014-01-16 09:00  Buy  $111.81  $0.00  1  $165.00  0.16%  $510.00  38.35%    $2.50  $5.00
   Sell  2014-01-17 10:00  $ Trailing Stop  $111.99    $180.00  $165.00    ($820.00)  75.19%  13.53%  $2.50  $5.00
 2  Sell Short  2014-01-17 15:00  Sell  $111.89  $0.00  1  $445.00  0.41%  $880.00  89.80%    $2.50  $5.00
   Buy to Cover  2014-01-20 09:00  $ Trailing Stop  $111.43    $460.00  $610.00    ($100.00)  57.14%  46.94%  $2.50  $5.00
 3  Sell Short  2014-01-20 22:00  Sell  $111.37  $0.00  1  ($1,025.00)  -0.91%  $70.00  6.48%    $2.50  $5.00
   Buy to Cover  2014-01-21 10:00  Stop Loss  $112.38    ($1,010.00)  ($415.00)    ($1,010.00)  0.00%  -93.52%  $2.50  $5.00
 4  Buy  2014-01-23 17:00  Buy  $114.53  $0.00  1  $35.00  0.04%  $520.00  86.67%    $2.50  $5.00
   Sell  2014-01-24 05:00  $ Trailing Stop  $114.58    $50.00  ($380.00)    ($80.00)  21.67%  8.33%  $2.50  $5.00
 5  Buy  2014-01-24 06:00  Buy  $114.38  $0.00  1  ($1,485.00)  -1.29%  $360.00  19.67%    $2.50  $5.00
   Sell  2014-01-27 13:00  Stop Loss  $112.91    ($1,470.00)  ($1,865.00)    ($1,470.00)  0.00%  -80.33%  $2.50  $5.00
 6  Buy  2014-01-28 21:00  Buy  $114.33  $0.00  1  $205.00  0.19%  $670.00  46.85%    $2.50  $5.00
   Sell  2014-01-29 16:00  $ Trailing Stop  $114.55    $220.00  ($1,660.00)    ($760.00)  68.53%  15.38%  $2.50  $5.00
 7  Buy  2014-01-30 17:00  Buy  $115.19  $0.00  1  ($15.00)  0.00%  $450.00  34.88%    $2.50  $5.00
   Sell  2014-01-31 15:00  $ Trailing Stop  $115.19    $0.00  ($1,675.00)    ($840.00)  65.12%  0.00%  $2.50  $5.00
 8  Buy  2014-02-05 11:00  Buy  $114.85  $0.00  1  $425.00  0.38%  $900.00  52.94%    $2.50  $5.00
   Sell  2014-02-06 09:00  $ Trailing Stop  $115.29    $440.00  ($1,250.00)    ($800.00)  72.94%  25.88%  $2.50  $5.00
 9  Buy  2014-02-06 13:00  Buy  $115.41  $0.00  1  $1,605.00  1.40%  $2,080.00  66.45%    $2.50  $5.00
   Sell  2014-02-10 01:00  $ Trailing Stop  $117.03    $1,620.00  $355.00    ($1,050.00)  85.30%  51.76%  $2.50  $5.00
 10  Buy  2014-02-11 04:00  Buy  $117.26  $0.00  1  $65.00  0.07%  $480.00  96.00%    $2.50  $5.00
   Sell  2014-02-11 08:00  $ Trailing Stop  $117.34    $80.00  $420.00    ($20.00)  20.00%  16.00%  $2.50  $5.00
 11  Buy  2014-02-12 13:00  Buy  $117.93  $0.00  1  ($1,195.00)  -1.00%  $30.00  2.48%    $2.50  $5.00
   Sell  2014-02-13 05:00  Stop Loss  $116.75    ($1,180.00)  ($775.00)    ($1,180.00)  0.00%  -97.52%  $2.50  $5.00
 12  Buy  2014-02-18 05:00  Buy  $117.86  $0.00  1  $625.00  0.54%  $880.00  96.70%    $2.50  $5.00
   Sell  2014-02-18 10:00  $ Trailing Stop  $118.50    $640.00  ($150.00)    ($30.00)  73.63%  70.33%  $2.50  $5.00
 13  Buy  2014-02-18 22:00  Buy  $119.79  $0.00  1  $115.00  0.11%  $650.00  72.22%    $2.50  $5.00
   Sell  2014-02-19 10:00  $ Trailing Stop  $119.92    $130.00  ($35.00)    ($250.00)  42.22%  14.44%  $2.50  $5.00
 14  Buy  2014-02-19 21:00  Buy  $120.35  $0.00  1  $205.00  0.18%  $680.00  38.64%    $2.50  $5.00
   Sell  2014-02-24 14:00  $ Trailing Stop  $120.57    $220.00  $170.00    ($1,080.00)  73.86%  12.50%  $2.50  $5.00
 15  Buy  2014-02-24 16:00  Buy  $120.34  $0.00  1  ($1,595.00)  -1.31%  $110.00  6.51%    $2.50  $5.00
   Sell  2014-02-25 10:00  Stop Loss  $118.76    ($1,580.00)  ($1,425.00)    ($1,580.00)  0.00%  -93.49%  $2.50  $5.00
 16  Buy  2014-02-28 17:00  Buy  $120.05  $0.00  1  $1,475.00  1.24%  $1,930.00  97.97%    $2.50  $5.00
   Sell  2014-03-03 04:00  $ Trailing Stop  $121.54    $1,490.00  $50.00    ($40.00)  77.66%  75.63%  $2.50  $5.00
 17  Buy  2014-03-03 14:00  Buy  $121.97  $0.00  1  ($2,295.00)  -1.87%  $650.00  22.18%    $2.50  $5.00
   Sell  2014-03-05 11:00  Stop Loss  $119.69    ($2,280.00)  ($2,245.00)    ($2,280.00)  0.00%  -77.82%  $2.50  $5.00
 18  Sell Short  2014-03-06 06:00  Sell  $118.98  $0.00  1  $385.00  0.34%  $840.00  98.82%    $2.50  $5.00
   Buy to Cover  2014-03-06 09:00  $ Trailing Stop  $118.58    $400.00  ($1,860.00)    ($10.00)  48.24%  47.06%  $2.50  $5.00
 19  Sell Short  2014-03-06 16:00  Sell  $119.29  $0.00  1  $205.00  0.18%  $860.00  41.75%    $2.50  $5.00
   Buy to Cover  2014-03-10 15:00  $ Trailing Stop  $119.07    $220.00  ($1,655.00)    ($1,200.00)  68.93%  10.68%  $2.50  $5.00
 20  Sell Short  2014-03-11 06:00  Sell  $118.93  $0.00  1  $545.00  0.47%  $920.00  84.40%    $2.50  $5.00
   Buy to Cover  2014-03-11 11:00  $ Trailing Stop  $118.37    $560.00  ($1,110.00)    ($170.00)  66.97%  51.38%  $2.50  $5.00
 21  Sell Short  2014-03-13 02:00  Sell  $115.89  $0.00  1  $15.00  0.03%  $640.00  68.82%    $2.50  $5.00
   Buy to Cover  2014-03-13 11:00  $ Trailing Stop  $115.86    $30.00  ($1,095.00)    ($290.00)  34.41%  3.23%  $2.50  $5.00
 22  Sell Short  2014-03-13 13:00  Sell  $115.90  $0.00  1  $485.00  0.43%  $950.00  49.74%    $2.50  $5.00
   Buy to Cover  2014-03-17 14:00  $ Trailing Stop  $115.40    $500.00  ($610.00)    ($960.00)  76.44%  26.18%  $2.50  $5.00
 23  Sell Short  2014-03-17 16:00  Sell  $115.63  $0.00  1  ($1,665.00)  -1.43%  $300.00  15.38%    $2.50  $5.00
   Buy to Cover  2014-03-18 14:00  Stop Loss  $117.28    ($1,650.00)  ($2,275.00)    ($1,650.00)  0.00%  -84.62%  $2.50  $5.00
 24  Buy  2014-03-21 16:00  Buy  $117.82  $0.00  1  $325.00  0.29%  $870.00  70.16%    $2.50  $5.00
   Sell  2014-03-24 11:00  $ Trailing Stop  $118.16    $340.00  ($1,950.00)    ($370.00)  57.26%  27.42%  $2.50  $5.00
 25  Buy  2014-03-24 12:00  Buy  $117.99  $0.00  1  $25.00  0.03%  $630.00  62.38%    $2.50  $5.00
   Sell  2014-03-25 10:00  $ Trailing Stop  $118.03    $40.00  ($1,925.00)    ($380.00)  41.58%  3.96%  $2.50  $5.00
 26  Buy  2014-03-28 12:00  Buy  $120.15  $0.00  1  ($1,105.00)  -0.91%  $220.00  16.79%    $2.50  $5.00
   Sell  2014-04-01 11:00  Stop Loss  $119.06    ($1,090.00)  ($3,030.00)    ($1,090.00)  0.00%  -83.21%  $2.50  $5.00
 27  Sell Short  2014-04-02 01:00  Sell  $118.17  $0.00  1  $405.00  0.36%  $720.00  96.00%    $2.50  $5.00
   Buy to Cover  2014-04-02 09:00  $ Trailing Stop  $117.75    $420.00  ($2,625.00)    ($30.00)  60.00%  56.00%  $2.50  $5.00
 28  Sell Short  2014-04-02 13:00  Sell  $117.88  $0.00  1  ($1,425.00)  -1.20%  $410.00  22.53%    $2.50  $5.00
   Buy to Cover  2014-04-04 04:00  Stop Loss  $119.29    ($1,410.00)  ($4,050.00)    ($1,410.00)  0.00%  -77.47%  $2.50  $5.00
 29  Sell Short  2014-04-07 17:00  Sell  $119.07  $0.00  1  ($1,675.00)  -1.39%  $50.00  2.92%    $2.50  $5.00
   Buy to Cover  2014-04-08 13:00  Stop Loss  $120.73    ($1,660.00)  ($5,725.00)    ($1,660.00)  0.00%  -97.08%  $2.50  $5.00
 30  Buy  2014-04-09 06:00  Buy  $120.55  $0.00  1  $235.00  0.21%  $710.00  100.00%    $2.50  $5.00
   Sell  2014-04-09 11:00  $ Trailing Stop  $120.80    $250.00  ($5,490.00)    $0.00  35.21%  35.21%  $2.50  $5.00
 31  Buy  2014-04-10 08:00  Buy  $121.76  $0.00  1  $735.00  0.62%  $1,080.00  75.52%    $2.50  $5.00
   Sell  2014-04-11 14:00  $ Trailing Stop  $122.51    $750.00  ($4,755.00)    ($350.00)  76.92%  52.45%  $2.50  $5.00
 32  Buy  2014-04-11 16:00  Buy  $122.01  $0.00  1  $505.00  0.43%  $940.00  76.42%    $2.50  $5.00
   Sell  2014-04-14 06:00  $ Trailing Stop  $122.53    $520.00  ($4,250.00)    ($290.00)  65.85%  42.28%  $2.50  $5.00
 33  Buy  2014-04-16 12:00  Buy  $122.57  $0.00  1  $145.00  0.13%  $610.00  36.75%    $2.50  $5.00
   Sell  2014-04-17 13:00  $ Trailing Stop  $122.73    $160.00  ($4,105.00)    ($1,050.00)  72.89%  9.64%  $2.50  $5.00
 34  Sell Short  2014-04-23 21:00  Sell  $120.93  $0.00  1  $675.00  0.57%  $1,120.00  59.89%    $2.50  $5.00
   Buy to Cover  2014-04-25 11:00  $ Trailing Stop  $120.24    $690.00  ($3,430.00)    ($750.00)  77.01%  36.90%  $2.50  $5.00
 35  Sell Short  2014-04-28 16:00  Sell  $120.11  $0.00  1  ($1,415.00)  -1.17%  $10.00  0.71%    $2.50  $5.00
   Buy to Cover  2014-04-29 10:00  Stop Loss  $121.51    ($1,400.00)  ($4,845.00)    ($1,400.00)  0.00%  -99.29%  $2.50  $5.00
 36  Sell Short  2014-04-30 17:00  Sell  $119.22  $0.00  1  $685.00  0.59%  $1,150.00  99.14%    $2.50  $5.00
   Buy to Cover  2014-05-01 10:00  $ Trailing Stop  $118.52    $700.00  ($4,160.00)    ($10.00)  61.21%  60.34%  $2.50  $5.00
 37  Sell Short  2014-05-01 11:00  Sell  $118.51  $0.00  1  ($995.00)  -0.83%  $250.00  20.33%    $2.50  $5.00
   Buy to Cover  2014-05-05 04:00  Stop Loss  $119.49    ($980.00)  ($5,155.00)    ($980.00)  0.00%  -79.67%  $2.50  $5.00
 38  Sell Short  2014-05-05 16:00  Sell  $118.75  $0.00  1  ($1,435.00)  -1.20%  $100.00  6.58%    $2.50  $5.00
   Buy to Cover  2014-05-07 11:00  Stop Loss  $120.17    ($1,420.00)  ($6,590.00)    ($1,420.00)  0.00%  -93.42%  $2.50  $5.00
 39  Buy  2014-05-14 16:00  Buy  $121.47  $0.00  1  $355.00  0.30%  $720.00  45.28%    $2.50  $5.00
   Sell  2014-05-19 11:00  $ Trailing Stop  $121.84    $370.00  ($6,235.00)    ($870.00)  77.99%  23.27%  $2.50  $5.00
 40  Buy  2014-05-19 12:00  Buy  $121.77  $0.00  1  $15.00  0.02%  $380.00  82.61%    $2.50  $5.00
   Sell  2014-05-19 15:00  $ Trailing Stop  $121.80    $30.00  ($6,220.00)    ($80.00)  23.91%  6.52%  $2.50  $5.00
 41  Buy  2014-05-20 10:00  Buy  $121.81  $0.00  1  $55.00  0.06%  $330.00  44.00%    $2.50  $5.00
   Sell  2014-05-20 14:00  $ Trailing Stop  $121.88    $70.00  ($6,165.00)    ($420.00)  65.33%  9.33%  $2.50  $5.00
 42  Buy  2014-05-22 04:00  Buy  $123.57  $0.00  1  $165.00  0.15%  $630.00  66.32%    $2.50  $5.00
   Sell  2014-05-26 01:00  $ Trailing Stop  $123.75    $180.00  ($6,000.00)    ($320.00)  52.63%  18.95%  $2.50  $5.00
 43  Buy  2014-05-26 02:00  Buy  $123.73  $0.00  1  $165.00  0.15%  $470.00  81.03%    $2.50  $5.00
   Sell  2014-05-27 04:00  $ Trailing Stop  $123.91    $180.00  ($5,835.00)    ($110.00)  50.00%  31.03%  $2.50  $5.00
 44  Buy  2014-05-27 05:00  Buy  $124.02  $0.00  1  ($585.00)  -0.46%  $50.00  8.06%    $2.50  $5.00
   Sell  2014-05-27 10:00  Stop Loss  $123.45    ($570.00)  ($6,420.00)    ($570.00)  0.00%  -91.94%  $2.50  $5.00
 45  Sell Short  2014-05-29 08:00  Sell  $122.66  $0.00  1  ($975.00)  -0.78%  $350.00  26.72%    $2.50  $5.00
   Buy to Cover  2014-05-29 14:00  Stop Loss  $123.62    ($960.00)  ($7,395.00)    ($960.00)  0.00%  -73.28%  $2.50  $5.00
 46  Sell Short  2014-06-03 09:00  Sell  $122.15  $0.00  1  ($795.00)  -0.64%  $180.00  18.75%    $2.50  $5.00
   Buy to Cover  2014-06-04 05:00  Stop Loss  $122.93    ($780.00)  ($8,190.00)    ($780.00)  0.00%  -81.25%  $2.50  $5.00
 47  Buy  2014-06-10 12:00  Buy  $124.24  $0.00  1  $1,625.00  1.32%  $1,640.00  74.55%    $2.50  $5.00
   Sell  2014-06-12 07:00  Profit Target  $125.88    $1,640.00  ($6,565.00)    ($560.00)  100.00%  74.55%  $2.50  $5.00
 48  Buy  2014-06-12 12:00  Buy  $125.56  $0.00  1  $1,365.00  1.10%  $1,820.00  91.00%    $2.50  $5.00
   Sell  2014-06-12 21:00  $ Trailing Stop  $126.94    $1,380.00  ($5,200.00)    ($180.00)  78.00%  69.00%  $2.50  $5.00
 49  Buy  2014-06-13 06:00  Buy  $126.84  $0.00  1  $145.00  0.13%  $720.00  31.86%    $2.50  $5.00
   Sell  2014-06-23 08:00  $ Trailing Stop  $127.00    $160.00  ($5,055.00)    ($1,540.00)  75.22%  7.08%  $2.50  $5.00
 50  Buy  2014-06-23 10:00  Buy  $126.69  $0.00  1  $455.00  0.37%  $1,000.00  44.44%    $2.50  $5.00
   Sell  2014-06-24 20:00  $ Trailing Stop  $127.16    $470.00  ($4,600.00)    ($1,250.00)  76.44%  20.89%  $2.50  $5.00
 51  Buy  2014-06-25 00:00  Buy  $126.92  $0.00  1  ($1,675.00)  -1.31%  $120.00  6.74%    $2.50  $5.00
   Sell  2014-06-26 12:00  Stop Loss  $125.26    ($1,660.00)  ($6,275.00)    ($1,660.00)  0.00%  -93.26%  $2.50  $5.00
 52  Sell Short  2014-06-30 15:00  Sell  $125.50  $0.00  1  $245.00  0.21%  $710.00  47.65%    $2.50  $5.00
   Buy to Cover  2014-07-01 15:00  $ Trailing Stop  $125.24    $260.00  ($6,030.00)    ($780.00)  69.80%  17.45%  $2.50  $5.00
 53  Sell Short  2014-07-03 20:00  Sell  $124.29  $0.00  1  $105.00  0.10%  $460.00  93.88%    $2.50  $5.00
   Buy to Cover  2014-07-07 01:00  $ Trailing Stop  $124.17    $120.00  ($5,925.00)    ($30.00)  30.61%  24.49%  $2.50  $5.00
 54  Sell Short  2014-07-07 09:00  Sell  $124.10  $0.00  1  $455.00  0.38%  $720.00  83.72%    $2.50  $5.00
   Buy to Cover  2014-07-07 13:00  $ Trailing Stop  $123.63    $470.00  ($5,470.00)    ($140.00)  70.93%  54.65%  $2.50  $5.00
 55  Sell Short  2014-07-08 04:00  Sell  $123.75  $0.00  1  ($185.00)  -0.14%  $350.00  35.35%    $2.50  $5.00
   Buy to Cover  2014-07-08 12:00  $ Trailing Stop  $123.92    ($170.00)  ($5,655.00)    ($640.00)  47.47%  -17.17%  $2.50  $5.00
 56  Sell Short  2014-07-08 16:00  Sell  $123.64  $0.00  1  $655.00  0.54%  $910.00  85.85%    $2.50  $5.00
   Buy to Cover  2014-07-09 11:00  $ Trailing Stop  $122.97    $670.00  ($5,000.00)    ($150.00)  77.36%  63.21%  $2.50  $5.00
 57  Sell Short  2014-07-10 07:00  Sell  $122.05  $0.00  1  ($1,135.00)  -0.92%  $310.00  21.68%    $2.50  $5.00
   Buy to Cover  2014-07-10 15:00  Stop Loss  $123.17    ($1,120.00)  ($6,135.00)    ($1,120.00)  0.00%  -78.32%  $2.50  $5.00
 58  Sell Short  2014-07-14 10:00  Sell  $120.94  $0.00  1  $15.00  0.02%  $530.00  77.94%    $2.50  $5.00
   Buy to Cover  2014-07-14 12:00  $ Trailing Stop  $120.91    $30.00  ($6,120.00)    ($150.00)  26.47%  4.41%  $2.50  $5.00
 59  Sell Short  2014-07-15 16:00  Sell  $119.89  $0.00  1  ($1,525.00)  -1.26%  $40.00  2.58%    $2.50  $5.00
   Buy to Cover  2014-07-16 11:00  Stop Loss  $121.40    ($1,510.00)  ($7,645.00)    ($1,510.00)  0.00%  -97.42%  $2.50  $5.00
 60  Buy  2014-07-17 12:00  Buy  $122.30  $0.00  1  $375.00  0.32%  $760.00  77.55%    $2.50  $5.00
   Sell  2014-07-17 13:00  $ Trailing Stop  $122.69    $390.00  ($7,270.00)    ($220.00)  62.24%  39.80%  $2.50  $5.00
 61  Buy  2014-07-18 07:00  Buy  $123.56  $0.00  1  $755.00  0.62%  $1,260.00  61.46%    $2.50  $5.00
   Sell  2014-07-22 03:00  $ Trailing Stop  $124.33    $770.00  ($6,515.00)    ($790.00)  76.10%  37.56%  $2.50  $5.00
 62  Buy  2014-07-22 10:00  Buy  $124.12  $0.00  1  $125.00  0.11%  $590.00  38.06%    $2.50  $5.00
   Sell  2014-07-23 13:00  $ Trailing Stop  $124.26    $140.00  ($6,390.00)    ($960.00)  70.97%  9.03%  $2.50  $5.00
 63  Sell Short  2014-07-29 16:00  Sell  $122.25  $0.00  1  $465.00  0.39%  $1,030.00  56.59%    $2.50  $5.00
   Buy to Cover  2014-07-30 15:00  $ Trailing Stop  $121.77    $480.00  ($5,925.00)    ($790.00)  69.78%  26.37%  $2.50  $5.00
 64  Sell Short  2014-07-31 10:00  Sell  $121.10  $0.00  1  $95.00  0.09%  $530.00  81.54%    $2.50  $5.00
   Buy to Cover  2014-07-31 12:00  $ Trailing Stop  $120.99    $110.00  ($5,830.00)    ($120.00)  35.38%  16.92%  $2.50  $5.00
 65  Sell Short  2014-08-01 10:00  Sell  $119.05  $0.00  1  $105.00  0.10%  $590.00  75.64%    $2.50  $5.00
   Buy to Cover  2014-08-01 13:00  $ Trailing Stop  $118.93    $120.00  ($5,725.00)    ($190.00)  39.74%  15.38%  $2.50  $5.00
 66  Sell Short  2014-08-01 15:00  Sell  $119.10  $0.00  1  $215.00  0.19%  $730.00  43.71%    $2.50  $5.00
   Buy to Cover  2014-08-05 15:00  $ Trailing Stop  $118.87    $230.00  ($5,510.00)    ($940.00)  70.06%  13.77%  $2.50  $5.00
 67  Sell Short  2014-08-05 18:00  Sell  $118.99  $0.00  1  $535.00  0.46%  $930.00  64.58%    $2.50  $5.00
   Buy to Cover  2014-08-06 15:00  $ Trailing Stop  $118.44    $550.00  ($4,975.00)    ($510.00)  73.61%  38.19%  $2.50  $5.00
 68  Sell Short  2014-08-07 10:00  Sell  $118.57  $0.00  1  $205.00  0.19%  $550.00  87.30%    $2.50  $5.00
   Buy to Cover  2014-08-07 13:00  $ Trailing Stop  $118.35    $220.00  ($4,770.00)    ($80.00)  47.62%  34.92%  $2.50  $5.00
 69  Sell Short  2014-08-07 15:00  Sell  $118.67  $0.00  1  $35.00  0.04%  $490.00  27.68%    $2.50  $5.00
   Buy to Cover  2014-08-12 14:00  $ Trailing Stop  $118.62    $50.00  ($4,735.00)    ($1,280.00)  75.14%  2.82%  $2.50  $5.00
 70  Sell Short  2014-08-15 09:00  Sell  $117.08  $0.00  1  ($1,045.00)  -0.88%  $170.00  14.17%    $2.50  $5.00
   Buy to Cover  2014-08-15 11:00  Stop Loss  $118.11    ($1,030.00)  ($5,780.00)    ($1,030.00)  0.00%  -85.83%  $2.50  $5.00
 71  Sell Short  2014-08-18 18:00  Sell  $117.32  $0.00  1  $845.00  0.73%  $1,300.00  74.29%    $2.50  $5.00
   Buy to Cover  2014-08-20 05:00  $ Trailing Stop  $116.46    $860.00  ($4,935.00)    ($450.00)  74.86%  49.14%  $2.50  $5.00
 72  Sell Short  2014-08-20 06:00  Sell  $116.55  $0.00  1  $285.00  0.26%  $650.00  54.62%    $2.50  $5.00
   Buy to Cover  2014-08-21 06:00  $ Trailing Stop  $116.25    $300.00  ($4,650.00)    ($540.00)  70.59%  25.21%  $2.50  $5.00
 73  Sell Short  2014-08-22 15:00  Sell  $116.93  $0.00  1  $65.00  0.07%  $480.00  53.33%    $2.50  $5.00
   Buy to Cover  2014-08-25 12:00  $ Trailing Stop  $116.85    $80.00  ($4,585.00)    ($420.00)  55.56%  8.89%  $2.50  $5.00
 74  Buy  2014-09-01 05:00  Buy  $118.98  $0.00  1  ($1,105.00)  -0.92%  $310.00  22.14%    $2.50  $5.00
   Sell  2014-09-02 11:00  Stop Loss  $117.89    ($1,090.00)  ($5,690.00)    ($1,090.00)  0.00%  -77.86%  $2.50  $5.00
 75  Sell Short  2014-09-02 23:00  Sell  $116.66  $0.00  1  ($1,545.00)  -1.31%  $110.00  6.71%    $2.50  $5.00
   Buy to Cover  2014-09-03 13:00  Stop Loss  $118.19    ($1,530.00)  ($7,235.00)    ($1,530.00)  0.00%  -93.29%  $2.50  $5.00
 76  Sell Short  2014-09-08 16:00  Sell  $116.16  $0.00  1  $965.00  0.84%  $1,540.00  56.62%    $2.50  $5.00
   Buy to Cover  2014-09-10 13:00  $ Trailing Stop  $115.18    $980.00  ($6,270.00)    ($1,180.00)  79.41%  36.03%  $2.50  $5.00
 77  Sell Short  2014-09-11 00:00  Sell  $115.26  $0.00  1  $895.00  0.79%  $1,430.00  97.95%    $2.50  $5.00
   Buy to Cover  2014-09-11 10:00  $ Trailing Stop  $114.35    $910.00  ($5,375.00)    ($30.00)  64.38%  62.33%  $2.50  $5.00
 78  Sell Short  2014-09-11 12:00  Sell  $115.42  $0.00  1  ($1,625.00)  -1.39%  $350.00  17.86%    $2.50  $5.00
   Buy to Cover  2014-09-12 05:00  Stop Loss  $117.03    ($1,610.00)  ($7,000.00)    ($1,610.00)  0.00%  -82.14%  $2.50  $5.00
 79  Buy  2014-09-12 09:00  Buy  $116.29  $0.00  1  $95.00  0.09%  $560.00  49.56%    $2.50  $5.00
   Sell  2014-09-12 14:00  $ Trailing Stop  $116.40    $110.00  ($6,905.00)    ($570.00)  60.18%  9.73%  $2.50  $5.00
 80  Buy  2014-09-17 09:00  Buy  $117.78  $0.00  1  $235.00  0.21%  $650.00  97.01%    $2.50  $5.00
   Sell  2014-09-17 11:00  $ Trailing Stop  $118.03    $250.00  ($6,670.00)    ($20.00)  40.30%  37.31%  $2.50  $5.00
 81  Buy  2014-09-25 12:00  Buy  $117.01  $0.00  1  $455.00  0.40%  $760.00  96.20%    $2.50  $5.00
   Sell  2014-09-25 13:00  $ Trailing Stop  $117.48    $470.00  ($6,215.00)    ($30.00)  63.29%  59.49%  $2.50  $5.00
 82  Buy  2014-09-29 03:00  Buy  $117.58  $0.00  1  $15.00  0.03%  $560.00  71.79%    $2.50  $5.00
   Sell  2014-09-29 10:00  $ Trailing Stop  $117.61    $30.00  ($6,200.00)    ($220.00)  32.05%  3.85%  $2.50  $5.00
 83  Sell Short  2014-10-01 03:00  Sell  $116.16  $0.00  1  $2,655.00  2.30%  $3,360.00  70.29%    $2.50  $5.00
   Buy to Cover  2014-10-02 07:00  $ Trailing Stop  $113.49    $2,670.00  ($3,545.00)    ($1,420.00)  85.56%  55.86%  $2.50  $5.00
 84  Sell Short  2014-10-02 10:00  Sell  $113.90  $0.00  1  ($2,505.00)  -2.19%  $20.00  0.80%    $2.50  $5.00
   Buy to Cover  2014-10-03 01:00  Stop Loss  $116.39    ($2,490.00)  ($6,050.00)    ($2,490.00)  0.00%  -99.20%  $2.50  $5.00
 85  Sell Short  2014-10-08 17:00  Sell  $112.25  $0.00  1  $2,955.00  2.65%  $2,970.00  90.27%    $2.50  $5.00
   Buy to Cover  2014-10-09 17:00  Profit Target  $109.28    $2,970.00  ($3,095.00)    ($320.00)  100.00%  90.27%  $2.50  $5.00
 86  Sell Short  2014-10-10 05:00  Sell  $109.16  $0.00  1  $3,155.00  2.90%  $3,170.00  64.43%    $2.50  $5.00
   Buy to Cover  2014-10-14 15:00  Profit Target  $105.99    $3,170.00  $60.00    ($1,750.00)  100.00%  64.43%  $2.50  $5.00
 87  Sell Short  2014-10-15 11:00  Sell  $106.92  $0.00  1  $345.00  0.34%  $1,330.00  90.48%    $2.50  $5.00
   Buy to Cover  2014-10-15 13:00  $ Trailing Stop  $106.56    $360.00  $405.00    ($140.00)  34.01%  24.49%  $2.50  $5.00
 88  Sell Short  2014-10-15 23:00  Sell  $105.66  $0.00  1  $3,865.00  3.67%  $3,880.00  50.59%    $2.50  $5.00
   Buy to Cover  2014-11-04 06:00  Profit Target  $101.78    $3,880.00  $4,270.00    ($3,790.00)  100.00%  50.59%  $2.50  $5.00
 89  Sell Short  2014-11-04 10:00  Sell  $102.49  $0.00  1  $155.00  0.17%  $990.00  64.71%    $2.50  $5.00
   Buy to Cover  2014-11-04 13:00  $ Trailing Stop  $102.32    $170.00  $4,425.00    ($540.00)  46.41%  11.11%  $2.50  $5.00
 90  Sell Short  2014-11-04 15:00  Sell  $102.57  $0.00  1  ($2,655.00)  -2.57%  $740.00  21.89%    $2.50  $5.00
   Buy to Cover  2014-11-10 06:00  Stop Loss  $105.21    ($2,640.00)  $1,770.00    ($2,640.00)  0.00%  -78.11%  $2.50  $5.00
 91  Sell Short  2014-11-13 02:00  Sell  $102.50  $0.00  1  $2,405.00  2.36%  $2,420.00  99.18%    $2.50  $5.00
   Buy to Cover  2014-11-13 15:00  Profit Target  $100.08    $2,420.00  $4,175.00    ($20.00)  100.00%  99.18%  $2.50  $5.00
 92  Buy  2014-11-21 11:00  Buy  $101.97  $0.00  1  ($2,145.00)  -2.09%  $400.00  15.81%    $2.50  $5.00
   Sell  2014-11-25 12:00  Stop Loss  $99.84    ($2,130.00)  $2,030.00    ($2,130.00)  0.00%  -84.19%  $2.50  $5.00
 93  Sell Short  2014-11-26 07:00  Sell  $99.64  $0.00  1  $355.00  0.37%  $990.00  100.00%    $2.50  $5.00
   Buy to Cover  2014-11-26 11:00  $ Trailing Stop  $99.27    $370.00  $2,385.00    $0.00  37.37%  37.37%  $2.50  $5.00
 94  Sell Short  2014-11-26 13:00  Sell  $99.49  $0.00  1  $1,675.00  1.70%  $2,250.00  95.34%    $2.50  $5.00
   Buy to Cover  2014-11-27 05:00  $ Trailing Stop  $97.80    $1,690.00  $4,060.00    ($110.00)  76.27%  71.61%  $2.50  $5.00
 95  Sell Short  2014-11-28 06:00  Sell  $94.01  $0.00  1  $3,745.00  4.00%  $4,940.00  83.73%    $2.50  $5.00
   Buy to Cover  2014-12-01 04:00  $ Trailing Stop  $90.25    $3,760.00  $7,805.00    ($960.00)  80.00%  63.73%  $2.50  $5.00
 96  Sell Short  2014-12-01 06:00  Sell  $90.72  $0.00  1  ($4,145.00)  -4.55%  $300.00  6.77%    $2.50  $5.00
   Buy to Cover  2014-12-01 16:00  Stop Loss  $94.85    ($4,130.00)  $3,660.00    ($4,130.00)  0.00%  -93.23%  $2.50  $5.00
 97  Sell Short  2014-12-09 05:00  Sell  $88.37  $0.00  1  $1,475.00  1.69%  $1,490.00  55.81%    $2.50  $5.00
   Buy to Cover  2014-12-10 11:00  $ Trailing Stop  $86.88    $1,490.00  $5,135.00    ($1,180.00)  100.00%  55.81%  $2.50  $5.00
 98  Sell Short  2014-12-10 21:00  Sell  $86.92  $0.00  1  $595.00  0.70%  $1,480.00  93.08%    $2.50  $5.00
   Buy to Cover  2014-12-11 10:00  $ Trailing Stop  $86.31    $610.00  $5,730.00    ($110.00)  45.28%  38.36%  $2.50  $5.00
 99  Sell Short  2014-12-11 12:00  Sell  $86.21  $0.00  1  $1,375.00  1.61%  $2,060.00  87.29%    $2.50  $5.00
   Buy to Cover  2014-12-12 01:00  $ Trailing Stop  $84.82    $1,390.00  $7,105.00    ($300.00)  71.61%  58.90%  $2.50  $5.00
 100  Sell Short  2014-12-16 11:00  Sell  $79.95  $0.00  1  ($2,535.00)  -3.15%  $10.00  0.40%    $2.50  $5.00
   Buy to Cover  2014-12-16 12:00  Stop Loss  $82.47    ($2,520.00)  $4,570.00    ($2,520.00)  0.00%  -99.60%  $2.50  $5.00
 101  Sell Short  2014-12-19 11:00  Sell  $81.12  $0.00  1  $85.00  0.12%  $970.00  28.53%    $2.50  $5.00
   Buy to Cover  2014-12-22 22:00  $ Trailing Stop  $81.02    $100.00  $4,655.00    ($2,430.00)  74.41%  2.94%  $2.50  $5.00
 102  Sell Short  2014-12-30 08:00  Sell  $78.58  $0.00  1  $395.00  0.52%  $1,050.00  58.01%    $2.50  $5.00
   Buy to Cover  2014-12-31 11:00  $ Trailing Stop  $78.17    $410.00  $5,050.00    ($760.00)  64.64%  22.65%  $2.50  $5.00
 103  Sell Short  2014-12-31 13:00  Sell  $78.18  $0.00  1  ($425.00)  -0.52%  $720.00  57.14%    $2.50  $5.00
   Buy to Cover  2014-12-31 16:00  $ Trailing Stop  $78.59    ($410.00)  $4,625.00    ($540.00)  10.32%  -32.54%  $2.50  $5.00
 104  Sell Short  2014-12-31 17:00  Sell  $78.84  $0.00  1  $1,085.00  1.40%  $1,790.00  58.12%    $2.50  $5.00
   Buy to Cover  2015-01-02 10:00  $ Trailing Stop  $77.74    $1,100.00  $5,710.00    ($1,290.00)  77.60%  35.71%  $2.50  $5.00
 105  Sell Short  2015-01-02 12:00  Sell  $77.99  $0.00  1  $2,165.00  2.80%  $3,020.00  78.44%    $2.50  $5.00
   Buy to Cover  2015-01-05 14:00  $ Trailing Stop  $75.81    $2,180.00  $7,875.00    ($830.00)  78.18%  56.62%  $2.50  $5.00
 106  Sell Short  2015-01-07 07:00  Sell  $73.51  $0.00  1  $505.00  0.71%  $1,330.00  53.41%    $2.50  $5.00
   Buy to Cover  2015-01-09 13:00  $ Trailing Stop  $72.99    $520.00  $8,380.00    ($1,160.00)  67.47%  20.88%  $2.50  $5.00
 107  Sell Short  2015-01-13 12:00  Sell  $70.84  $0.00  1  $65.00  0.11%  $810.00  45.51%    $2.50  $5.00
   Buy to Cover  2015-01-14 06:00  $ Trailing Stop  $70.76    $80.00  $8,445.00    ($970.00)  58.99%  4.49%  $2.50  $5.00
 108  Buy  2015-01-14 23:00  Buy  $73.15  $0.00  1  $2,075.00  2.86%  $3,140.00  76.40%    $2.50  $5.00
   Sell  2015-01-15 10:00  $ Trailing Stop  $75.24    $2,090.00  $10,520.00    ($970.00)  74.45%  50.85%  $2.50  $5.00
 109  Sell Short  2015-01-26 10:00  Sell  $70.40  $0.00  1  $255.00  0.38%  $1,050.00  65.63%    $2.50  $5.00
   Buy to Cover  2015-01-27 04:00  $ Trailing Stop  $70.13    $270.00  $10,775.00    ($550.00)  51.25%  16.88%  $2.50  $5.00
 110  Sell Short  2015-01-27 11:00  Sell  $69.99  $0.00  1  $245.00  0.37%  $930.00  45.81%    $2.50  $5.00
   Buy to Cover  2015-01-28 12:00  $ Trailing Stop  $69.73    $260.00  $11,020.00    ($1,100.00)  67.00%  12.81%  $2.50  $5.00
 111  Sell Short  2015-01-29 10:00  Sell  $69.25  $0.00  1  $715.00  1.05%  $1,020.00  80.31%    $2.50  $5.00
   Buy to Cover  2015-01-29 12:00  $ Trailing Stop  $68.52    $730.00  $11,735.00    ($250.00)  77.17%  57.48%  $2.50  $5.00
 112  Sell Short  2015-01-29 16:00  Sell  $69.09  $0.00  1  ($1,755.00)  -2.52%  $240.00  12.12%    $2.50  $5.00
   Buy to Cover  2015-01-30 14:00  Stop Loss  $70.83    ($1,740.00)  $9,980.00    ($1,740.00)  0.00%  -87.88%  $2.50  $5.00
 113  Buy  2015-02-02 02:00  Buy  $71.42  $0.00  1  $2,805.00  3.95%  $2,820.00  98.26%    $2.50  $5.00
   Sell  2015-02-02 07:00  $ Trailing Stop  $74.24    $2,820.00  $12,785.00    ($50.00)  100.00%  98.26%  $2.50  $5.00
 114  Buy  2015-02-03 18:00  Buy  $76.16  $0.00  1  ($3,635.00)  -4.75%  $940.00  20.61%    $2.50  $5.00
   Sell  2015-02-04 15:00  Stop Loss  $72.54    ($3,620.00)  $9,150.00    ($3,620.00)  0.00%  -79.39%  $2.50  $5.00
 115  Buy  2015-02-05 16:00  Buy  $75.05  $0.00  1  $915.00  1.24%  $2,150.00  98.17%    $2.50  $5.00
   Sell  2015-02-06 09:00  $ Trailing Stop  $75.98    $930.00  $10,065.00    ($40.00)  44.29%  42.47%  $2.50  $5.00
 116  Buy  2015-02-06 11:00  Buy  $76.21  $0.00  1  $495.00  0.67%  $1,490.00  71.98%    $2.50  $5.00
   Sell  2015-02-06 14:00  $ Trailing Stop  $76.72    $510.00  $10,560.00    ($580.00)  52.66%  24.64%  $2.50  $5.00
 117  Buy  2015-02-09 02:00  Buy  $76.56  $0.00  1  $775.00  1.03%  $1,970.00  84.19%    $2.50  $5.00
   Sell  2015-02-09 15:00  $ Trailing Stop  $77.35    $790.00  $11,335.00    ($370.00)  49.57%  33.76%  $2.50  $5.00
 118  Buy  2015-02-09 18:00  Buy  $77.13  $0.00  1  ($2,585.00)  -3.33%  $60.00  2.28%    $2.50  $5.00
   Sell  2015-02-10 14:00  Stop Loss  $74.56    ($2,570.00)  $8,750.00    ($2,570.00)  0.00%  -97.72%  $2.50  $5.00
 119  Buy  2015-02-16 04:00  Buy  $77.04  $0.00  1  $205.00  0.29%  $1,050.00  72.41%    $2.50  $5.00
   Sell  2015-02-17 09:00  $ Trailing Stop  $77.26    $220.00  $8,955.00    ($400.00)  42.76%  15.17%  $2.50  $5.00
 120  Buy  2015-02-17 10:00  Buy  $76.94  $0.00  1  $1,175.00  1.55%  $1,190.00  42.81%    $2.50  $5.00
   Sell  2015-02-17 15:00  $ Trailing Stop  $78.13    $1,190.00  $10,130.00    ($1,590.00)  100.00%  42.81%  $2.50  $5.00
 121  Sell Short  2015-02-23 12:00  Sell  $73.55  $0.00  1  $175.00  0.26%  $1,010.00  53.72%    $2.50  $5.00
   Buy to Cover  2015-02-24 07:00  $ Trailing Stop  $73.36    $190.00  $10,305.00    ($870.00)  56.38%  10.11%  $2.50  $5.00
 122  Sell Short  2015-02-25 07:00  Sell  $73.44  $0.00  1  $655.00  0.91%  $670.00  77.91%    $2.50  $5.00
   Buy to Cover  2015-02-25 11:00  $ Trailing Stop  $72.77    $670.00  $10,960.00    ($190.00)  100.00%  77.91%  $2.50  $5.00
 123  Sell Short  2015-03-09 06:00  Sell  $73.68  $0.00  1  $125.00  0.19%  $780.00  44.57%    $2.50  $5.00
   Buy to Cover  2015-03-10 11:00  $ Trailing Stop  $73.54    $140.00  $11,085.00    ($970.00)  63.43%  8.00%  $2.50  $5.00
 124  Sell Short  2015-03-10 22:00  Sell  $72.73  $0.00  1  $95.00  0.15%  $630.00  77.78%    $2.50  $5.00
   Buy to Cover  2015-03-11 09:00  $ Trailing Stop  $72.62    $110.00  $11,180.00    ($180.00)  35.80%  13.58%  $2.50  $5.00
 125  Sell Short  2015-03-11 10:00  Sell  $72.62  $0.00  1  $755.00  1.06%  $770.00  82.80%    $2.50  $5.00
   Buy to Cover  2015-03-11 11:00  $ Trailing Stop  $71.85    $770.00  $11,935.00    ($160.00)  100.00%  82.80%  $2.50  $5.00
 126  Sell Short  2015-03-11 16:00  Sell  $72.10  $0.00  1  $1,935.00  2.70%  $1,950.00  78.95%    $2.50  $5.00
   Buy to Cover  2015-03-13 08:00  Profit Target  $70.15    $1,950.00  $13,870.00    ($520.00)  100.00%  78.95%  $2.50  $5.00
 127  Sell Short  2015-03-16 08:00  Sell  $68.43  $0.00  1  $1,075.00  1.59%  $1,720.00  100.00%    $2.50  $5.00
   Buy to Cover  2015-03-16 13:00  $ Trailing Stop  $67.34    $1,090.00  $14,945.00    $0.00  63.37%  63.37%  $2.50  $5.00
 128  Sell Short  2015-03-16 14:00  Sell  $67.68  $0.00  1  $465.00  0.71%  $1,190.00  81.51%    $2.50  $5.00
   Buy to Cover  2015-03-17 10:00  $ Trailing Stop  $67.20    $480.00  $15,410.00    ($270.00)  51.37%  32.88%  $2.50  $5.00
 129  Buy  2015-03-24 11:00  Buy  $69.42  $0.00  1  $175.00  0.27%  $820.00  59.85%    $2.50  $5.00
   Sell  2015-03-25 11:00  $ Trailing Stop  $69.61    $190.00  $15,585.00    ($550.00)  54.01%  13.87%  $2.50  $5.00
 130  Buy  2015-03-26 08:00  Buy  $72.86  $0.00  1  ($3,445.00)  -4.71%  $660.00  16.14%    $2.50  $5.00
   Sell  2015-03-31 05:00  Stop Loss  $69.43    ($3,430.00)  $12,140.00    ($3,430.00)  0.00%  -83.86%  $2.50  $5.00
 131  Sell Short  2015-04-01 11:00  Sell  $69.80  $0.00  1  ($1,925.00)  -2.74%  $0.00  0.00%    $2.50  $5.00
   Buy to Cover  2015-04-01 13:00  Stop Loss  $71.71    ($1,910.00)  $10,215.00    ($1,910.00)  0.00%  -100.00%  $2.50  $5.00
 132  Buy  2015-04-07 06:00  Buy  $73.21  $0.00  1  $5.00  0.03%  $520.00  91.23%    $2.50  $5.00
   Sell  2015-04-07 09:00  $ Trailing Stop  $73.23    $20.00  $10,220.00    ($50.00)  12.28%  3.51%  $2.50  $5.00
 133  Buy  2015-04-07 10:00  Buy  $73.08  $0.00  1  $1,945.00  2.68%  $1,960.00  98.00%    $2.50  $5.00
   Sell  2015-04-07 11:00  Profit Target  $75.04    $1,960.00  $12,165.00    ($40.00)  100.00%  98.00%  $2.50  $5.00
 134  Buy  2015-04-13 12:00  Buy  $73.68  $0.00  1  $2,115.00  2.89%  $2,440.00  89.38%    $2.50  $5.00
   Sell  2015-04-15 09:00  Profit Target  $75.81    $2,130.00  $14,280.00    ($290.00)  88.64%  78.02%  $2.50  $5.00
 135  Buy  2015-04-16 05:00  Buy  $77.78  $0.00  1  $885.00  1.16%  $1,510.00  64.26%    $2.50  $5.00
   Sell  2015-04-16 15:00  $ Trailing Stop  $78.68    $900.00  $15,165.00    ($840.00)  74.04%  38.30%  $2.50  $5.00
 136  Buy  2015-04-16 21:00  Buy  $78.43  $0.00  1  $515.00  0.68%  $1,370.00  38.06%    $2.50  $5.00
   Sell  2015-04-29 15:00  $ Trailing Stop  $78.96    $530.00  $15,680.00    ($2,230.00)  76.67%  14.72%  $2.50  $5.00
 137  Buy  2015-04-29 21:00  Buy  $78.97  $0.00  1  $315.00  0.42%  $900.00  88.24%    $2.50  $5.00
   Sell  2015-04-30 06:00  $ Trailing Stop  $79.30    $330.00  $15,995.00    ($120.00)  44.12%  32.35%  $2.50  $5.00
 138  Buy  2015-04-30 12:00  Buy  $79.16  $0.00  1  $705.00  0.91%  $1,210.00  93.08%    $2.50  $5.00
   Sell  2015-05-01 07:00  $ Trailing Stop  $79.88    $720.00  $16,700.00    ($90.00)  62.31%  55.38%  $2.50  $5.00
 139  Buy  2015-05-01 11:00  Buy  $79.44  $0.00  1  $345.00  0.45%  $760.00  53.90%    $2.50  $5.00
   Sell  2015-05-04 10:00  $ Trailing Stop  $79.80    $360.00  $17,045.00    ($650.00)  71.63%  25.53%  $2.50  $5.00
 140  Buy  2015-05-05 16:00  Buy  $80.90  $0.00  1  $1,115.00  1.40%  $1,650.00  97.63%    $2.50  $5.00
   Sell  2015-05-06 08:00  $ Trailing Stop  $82.03    $1,130.00  $18,160.00    ($40.00)  69.23%  66.86%  $2.50  $5.00
 141  Buy  2015-05-06 13:00  Buy  $81.34  $0.00  1  ($2,105.00)  -2.57%  $490.00  18.99%    $2.50  $5.00
   Sell  2015-05-07 14:00  Stop Loss  $79.25    ($2,090.00)  $16,055.00    ($2,090.00)  0.00%  -81.01%  $2.50  $5.00
 142  Sell Short  2015-05-08 06:00  Sell  $79.59  $0.00  1  $395.00  0.52%  $980.00  55.68%    $2.50  $5.00
   Buy to Cover  2015-05-08 12:00  $ Trailing Stop  $79.18    $410.00  $16,450.00    ($780.00)  67.61%  23.30%  $2.50  $5.00
 143  Sell Short  2015-05-15 13:00  Sell  $79.89  $0.00  1  $5.00  0.03%  $530.00  28.49%    $2.50  $5.00
   Buy to Cover  2015-05-18 16:00  $ Trailing Stop  $79.87    $20.00  $16,455.00    ($1,330.00)  72.58%  1.08%  $2.50  $5.00
 144  Sell Short  2015-05-20 00:00  Sell  $78.07  $0.00  1  ($15.00)  0.00%  $460.00  79.31%    $2.50  $5.00
   Buy to Cover  2015-05-20 04:00  $ Trailing Stop  $78.07    $0.00  $16,440.00    ($120.00)  20.69%  0.00%  $2.50  $5.00
 145  Sell Short  2015-05-25 13:00  Sell  $79.57  $0.00  1  $1,235.00  1.57%  $1,440.00  94.74%    $2.50  $5.00
   Buy to Cover  2015-05-26 10:00  $ Trailing Stop  $78.32    $1,250.00  $17,675.00    ($80.00)  87.50%  82.24%  $2.50  $5.00
 146  Sell Short  2015-05-26 18:00  Sell  $77.88  $0.00  1  $395.00  0.53%  $940.00  61.84%    $2.50  $5.00
   Buy to Cover  2015-05-27 10:00  $ Trailing Stop  $77.47    $410.00  $18,070.00    ($580.00)  65.13%  26.97%  $2.50  $5.00
 147  Sell Short  2015-05-28 13:00  Sell  $76.48  $0.00  1  ($1,615.00)  -2.09%  $190.00  10.61%    $2.50  $5.00
   Buy to Cover  2015-05-29 05:00  Stop Loss  $78.08    ($1,600.00)  $16,455.00    ($1,600.00)  0.00%  -89.39%  $2.50  $5.00
 148  Buy  2015-06-01 03:00  Buy  $79.32  $0.00  1  ($95.00)  -0.10%  $830.00  70.34%    $2.50  $5.00
   Sell  2015-06-01 12:00  $ Trailing Stop  $79.24    ($80.00)  $16,360.00    ($350.00)  22.88%  -6.78%  $2.50  $5.00
 149  Buy  2015-06-02 11:00  Buy  $80.09  $0.00  1  $485.00  0.62%  $1,000.00  84.75%    $2.50  $5.00
   Sell  2015-06-02 15:00  $ Trailing Stop  $80.59    $500.00  $16,845.00    ($180.00)  57.63%  42.37%  $2.50  $5.00
 150  Buy  2015-06-02 21:00  Buy  $80.43  $0.00  1  ($1,945.00)  -2.40%  $510.00  20.90%    $2.50  $5.00
   Sell  2015-06-04 10:00  Stop Loss  $78.50    ($1,930.00)  $14,900.00    ($1,930.00)  0.00%  -79.10%  $2.50  $5.00
 151  Buy  2015-06-10 12:00  Buy  $80.69  $0.00  1  ($1,865.00)  -2.29%  $350.00  15.91%    $2.50  $5.00
   Sell  2015-06-15 06:00  Stop Loss  $78.84    ($1,850.00)  $13,035.00    ($1,850.00)  0.00%  -84.09%  $2.50  $5.00
 152  Buy  2015-06-18 11:00  Buy  $79.37  $0.00  1  $225.00  0.30%  $750.00  94.94%    $2.50  $5.00
   Sell  2015-06-19 04:00  $ Trailing Stop  $79.61    $240.00  $13,260.00    ($40.00)  35.44%  30.38%  $2.50  $5.00
 153  Sell Short  2015-06-29 10:00  Sell  $77.73  $0.00  1  $55.00  0.09%  $690.00  73.40%    $2.50  $5.00
   Buy to Cover  2015-06-30 06:00  $ Trailing Stop  $77.66    $70.00  $13,315.00    ($250.00)  34.04%  7.45%  $2.50  $5.00
 154  Sell Short  2015-07-02 05:00  Sell  $76.32  $0.00  1  $1,145.00  1.52%  $1,160.00  61.38%    $2.50  $5.00
   Buy to Cover  2015-07-03 12:00  Profit Target  $75.16    $1,160.00  $14,460.00    ($730.00)  100.00%  61.38%  $2.50  $5.00
 155  Sell Short  2015-07-07 00:00  Sell  $72.20  $0.00  1  $1,875.00  2.62%  $2,520.00  89.36%    $2.50  $5.00
   Buy to Cover  2015-07-07 12:00  $ Trailing Stop  $70.31    $1,890.00  $16,335.00    ($300.00)  77.66%  67.02%  $2.50  $5.00
 156  Sell Short  2015-07-13 08:00  Sell  $71.54  $0.00  1  ($15.00)  0.00%  $800.00  87.91%    $2.50  $5.00
   Buy to Cover  2015-07-13 11:00  $ Trailing Stop  $71.54    $0.00  $16,320.00    ($110.00)  12.09%  0.00%  $2.50  $5.00
 157  Sell Short  2015-07-13 12:00  Sell  $71.48  $0.00  1  $595.00  0.85%  $1,500.00  65.50%    $2.50  $5.00
   Buy to Cover  2015-07-14 08:00  $ Trailing Stop  $70.87    $610.00  $16,915.00    ($790.00)  61.14%  26.64%  $2.50  $5.00
 158  Sell Short  2015-07-16 00:00  Sell  $71.08  $0.00  1  $365.00  0.53%  $980.00  83.76%    $2.50  $5.00
   Buy to Cover  2015-07-16 12:00  $ Trailing Stop  $70.70    $380.00  $17,280.00    ($190.00)  48.72%  32.48%  $2.50  $5.00
 159  Sell Short  2015-07-17 16:00  Sell  $69.99  $0.00  1  $255.00  0.39%  $750.00  66.96%    $2.50  $5.00
   Buy to Cover  2015-07-20 11:00  $ Trailing Stop  $69.72    $270.00  $17,535.00    ($370.00)  57.14%  24.11%  $2.50  $5.00
 160  Sell Short  2015-07-21 10:00  Sell  $69.38  $0.00  1  $245.00  0.37%  $560.00  40.88%    $2.50  $5.00
   Buy to Cover  2015-07-22 06:00  $ Trailing Stop  $69.12    $260.00  $17,780.00    ($810.00)  78.10%  18.98%  $2.50  $5.00
 161  Sell Short  2015-07-22 12:00  Sell  $69.14  $0.00  1  $905.00  1.33%  $1,320.00  92.96%    $2.50  $5.00
   Buy to Cover  2015-07-23 04:00  $ Trailing Stop  $68.22    $920.00  $18,685.00    ($100.00)  71.83%  64.79%  $2.50  $5.00
 162  Sell Short  2015-07-23 06:00  Sell  $68.28  $0.00  1  $875.00  1.30%  $1,090.00  89.34%    $2.50  $5.00
   Buy to Cover  2015-07-23 14:00  $ Trailing Stop  $67.39    $890.00  $19,560.00    ($130.00)  83.61%  72.95%  $2.50  $5.00
 163  Sell Short  2015-07-23 18:00  Sell  $67.63  $0.00  1  $435.00  0.67%  $890.00  83.18%    $2.50  $5.00
   Buy to Cover  2015-07-24 12:00  $ Trailing Stop  $67.18    $450.00  $19,995.00    ($180.00)  58.88%  42.06%  $2.50  $5.00
 164  Sell Short  2015-07-27 15:00  Sell  $66.47  $0.00  1  $495.00  0.77%  $1,010.00  98.06%    $2.50  $5.00
   Buy to Cover  2015-07-28 08:00  $ Trailing Stop  $65.96    $510.00  $20,490.00    ($20.00)  51.46%  49.51%  $2.50  $5.00
 165  Sell Short  2015-07-28 10:00  Sell  $66.24  $0.00  1  ($1,245.00)  -1.86%  $400.00  24.54%    $2.50  $5.00
   Buy to Cover  2015-07-29 11:00  Stop Loss  $67.47    ($1,230.00)  $19,245.00    ($1,230.00)  0.00%  -75.46%  $2.50  $5.00
 166  Sell Short  2015-07-31 11:00  Sell  $67.01  $0.00  1  $695.00  1.06%  $1,120.00  98.25%    $2.50  $5.00
   Buy to Cover  2015-07-31 15:00  $ Trailing Stop  $66.30    $710.00  $19,940.00    ($20.00)  64.04%  62.28%  $2.50  $5.00
 167  Sell Short  2015-08-04 04:00  Sell  $64.36  $0.00  1  $285.00  0.47%  $750.00  40.11%    $2.50  $5.00
   Buy to Cover  2015-08-05 14:00  $ Trailing Stop  $64.06    $300.00  $20,225.00    ($1,120.00)  75.94%  16.04%  $2.50  $5.00
 168  Sell Short  2015-08-06 16:00  Sell  $63.46  $0.00  1  $335.00  0.55%  $740.00  60.66%    $2.50  $5.00
   Buy to Cover  2015-08-07 11:00  $ Trailing Stop  $63.11    $350.00  $20,560.00    ($480.00)  68.03%  28.69%  $2.50  $5.00
 169  Sell Short  2015-08-10 08:00  Sell  $62.69  $0.00  1  ($1,235.00)  -1.95%  $370.00  23.27%    $2.50  $5.00
   Buy to Cover  2015-08-11 05:00  Stop Loss  $63.91    ($1,220.00)  $19,325.00    ($1,220.00)  0.00%  -76.73%  $2.50  $5.00
 170  Sell Short  2015-08-11 17:00  Sell  $62.23  $0.00  1  $75.00  0.14%  $650.00  72.22%    $2.50  $5.00
   Buy to Cover  2015-08-12 04:00  $ Trailing Stop  $62.14    $90.00  $19,400.00    ($250.00)  37.78%  10.00%  $2.50  $5.00
 171  Sell Short  2015-08-12 06:00  Sell  $62.12  $0.00  1  $1,965.00  3.19%  $1,980.00  78.88%    $2.50  $5.00
   Buy to Cover  2015-08-13 19:00  Profit Target  $60.14    $1,980.00  $21,365.00    ($530.00)  100.00%  78.88%  $2.50  $5.00
 172  Sell Short  2015-08-14 04:00  Sell  $60.84  $0.00  1  $205.00  0.36%  $660.00  42.31%    $2.50  $5.00
   Buy to Cover  2015-08-18 09:00  $ Trailing Stop  $60.62    $220.00  $21,570.00    ($900.00)  71.79%  14.10%  $2.50  $5.00
 173  Sell Short  2015-08-20 10:00  Sell  $59.38  $0.00  1  $25.00  0.07%  $450.00  40.18%    $2.50  $5.00
   Buy to Cover  2015-08-20 19:00  $ Trailing Stop  $59.34    $40.00  $21,595.00    ($670.00)  63.39%  3.57%  $2.50  $5.00
 174  Sell Short  2015-08-21 06:00  Sell  $59.40  $0.00  1  $775.00  1.33%  $1,300.00  84.42%    $2.50  $5.00
   Buy to Cover  2015-08-21 15:00  $ Trailing Stop  $58.61    $790.00  $22,370.00    ($240.00)  66.88%  51.30%  $2.50  $5.00
 175  Sell Short  2015-08-21 16:00  Sell  $58.55  $0.00  1  $1,995.00  3.43%  $2,010.00  95.71%    $2.50  $5.00
   Buy to Cover  2015-08-24 10:00  $ Trailing Stop  $56.54    $2,010.00  $24,365.00    ($90.00)  100.00%  95.71%  $2.50  $5.00
 176  Sell Short  2015-08-24 12:00  Sell  $57.31  $0.00  1  $335.00  0.61%  $1,240.00  76.07%    $2.50  $5.00
   Buy to Cover  2015-08-24 23:00  $ Trailing Stop  $56.96    $350.00  $24,700.00    ($390.00)  45.40%  21.47%  $2.50  $5.00
 177  Sell Short  2015-08-25 00:00  Sell  $57.08  $0.00  1  ($2,745.00)  -4.78%  $320.00  10.49%    $2.50  $5.00
   Buy to Cover  2015-08-27 12:00  Stop Loss  $59.81    ($2,730.00)  $21,955.00    ($2,730.00)  0.00%  -89.51%  $2.50  $5.00
 178  Buy  2015-08-28 05:00  Buy  $60.72  $0.00  1  $1,715.00  2.85%  $2,560.00  78.53%    $2.50  $5.00
   Sell  2015-08-28 12:00  $ Trailing Stop  $62.45    $1,730.00  $23,670.00    ($700.00)  74.54%  53.07%  $2.50  $5.00
 179  Buy  2015-08-31 03:00  Buy  $62.86  $0.00  1  $3,555.00  5.68%  $4,710.00  82.20%    $2.50  $5.00
   Sell  2015-08-31 17:00  $ Trailing Stop  $66.43    $3,570.00  $27,225.00    ($1,020.00)  80.10%  62.30%  $2.50  $5.00
 180  Buy  2015-08-31 21:00  Buy  $65.92  $0.00  1  $5.00  0.03%  $1,190.00  64.32%    $2.50  $5.00
   Sell  2015-09-01 08:00  $ Trailing Stop  $65.94    $20.00  $27,230.00    ($660.00)  36.76%  1.08%  $2.50  $5.00
 181  Buy  2015-09-11 05:00  Buy  $63.45  $0.00  1  $2,115.00  3.36%  $2,130.00  56.80%    $2.50  $5.00
   Sell  2015-09-16 12:00  Profit Target  $65.58    $2,130.00  $29,345.00    ($1,620.00)  100.00%  56.80%  $2.50  $5.00
 182  Buy  2015-09-17 05:00  Buy  $65.05  $0.00  1  $265.00  0.43%  $900.00  65.22%    $2.50  $5.00
   Sell  2015-09-17 11:00  $ Trailing Stop  $65.33    $280.00  $29,610.00    ($480.00)  55.07%  20.29%  $2.50  $5.00
 183  Sell Short  2015-09-24 12:00  Sell  $62.70  $0.00  1  ($1,625.00)  -2.57%  $530.00  24.77%    $2.50  $5.00
   Buy to Cover  2015-09-25 10:00  Stop Loss  $64.31    ($1,610.00)  $27,985.00    ($1,610.00)  0.00%  -75.23%  $2.50  $5.00
 184  Sell Short  2015-10-01 23:00  Sell  $63.27  $0.00  1  $725.00  1.17%  $1,360.00  76.84%    $2.50  $5.00
   Buy to Cover  2015-10-02 13:00  $ Trailing Stop  $62.53    $740.00  $28,710.00    ($410.00)  64.97%  41.81%  $2.50  $5.00
 185  Sell Short  2015-10-02 16:00  Sell  $63.49  $0.00  1  ($1,875.00)  -2.93%  $30.00  1.59%    $2.50  $5.00
   Buy to Cover  2015-10-06 11:00  Stop Loss  $65.35    ($1,860.00)  $26,835.00    ($1,860.00)  0.00%  -98.41%  $2.50  $5.00
 186  Buy  2015-10-09 10:00  Buy  $68.09  $0.00  1  ($1,775.00)  -2.58%  $130.00  6.88%    $2.50  $5.00
   Sell  2015-10-12 12:00  Stop Loss  $66.33    ($1,760.00)  $25,060.00    ($1,760.00)  0.00%  -93.12%  $2.50  $5.00
 187  Sell Short  2015-10-13 12:00  Sell  $66.17  $0.00  1  $1,585.00  2.42%  $2,220.00  91.74%    $2.50  $5.00
   Buy to Cover  2015-10-14 10:00  $ Trailing Stop  $64.57    $1,600.00  $26,645.00    ($200.00)  74.38%  66.12%  $2.50  $5.00
 188  Sell Short  2015-10-14 15:00  Sell  $64.76  $0.00  1  $235.00  0.39%  $840.00  87.50%    $2.50  $5.00
   Buy to Cover  2015-10-14 23:00  $ Trailing Stop  $64.51    $250.00  $26,880.00    ($120.00)  38.54%  26.04%  $2.50  $5.00
 189  Sell Short  2015-10-15 14:00  Sell  $64.25  $0.00  1  $185.00  0.31%  $720.00  39.34%    $2.50  $5.00
   Buy to Cover  2015-10-20 11:00  $ Trailing Stop  $64.05    $200.00  $27,065.00    ($1,110.00)  71.58%  10.93%  $2.50  $5.00
 190  Sell Short  2015-10-22 00:00  Sell  $62.87  $0.00  1  $115.00  0.21%  $580.00  48.33%    $2.50  $5.00
   Buy to Cover  2015-10-22 15:00  $ Trailing Stop  $62.74    $130.00  $27,180.00    ($620.00)  62.50%  10.83%  $2.50  $5.00
 191  Sell Short  2015-10-26 02:00  Sell  $62.15  $0.00  1  $1,595.00  2.59%  $1,610.00  89.94%    $2.50  $5.00
   Buy to Cover  2015-10-27 09:00  Profit Target  $60.54    $1,610.00  $28,775.00    ($180.00)  100.00%  89.94%  $2.50  $5.00
 192  Sell Short  2015-10-27 16:00  Sell  $60.55  $0.00  1  ($1,345.00)  -2.20%  $100.00  6.99%    $2.50  $5.00
   Buy to Cover  2015-10-28 11:00  Stop Loss  $61.88    ($1,330.00)  $27,430.00    ($1,330.00)  0.00%  -93.01%  $2.50  $5.00
 193  Buy  2015-10-29 03:00  Buy  $63.09  $0.00  1  $275.00  0.46%  $550.00  50.46%    $2.50  $5.00
   Sell  2015-10-29 10:00  $ Trailing Stop  $63.38    $290.00  $27,705.00    ($540.00)  76.15%  26.61%  $2.50  $5.00
 194  Buy  2015-11-02 05:00  Buy  $63.48  $0.00  1  $15.00  0.05%  $640.00  54.70%    $2.50  $5.00
   Sell  2015-11-02 12:00  $ Trailing Stop  $63.51    $30.00  $27,720.00    ($530.00)  47.86%  2.56%  $2.50  $5.00
 195  Buy  2015-11-04 01:00  Buy  $65.11  $0.00  1  ($45.00)  -0.05%  $560.00  66.67%    $2.50  $5.00
   Sell  2015-11-04 10:00  $ Trailing Stop  $65.08    ($30.00)  $27,675.00    ($280.00)  29.76%  -3.57%  $2.50  $5.00
 196  Buy  2015-11-04 11:00  Buy  $64.93  $0.00  1  ($1,605.00)  -2.45%  $310.00  16.32%    $2.50  $5.00
   Sell  2015-11-05 10:00  Stop Loss  $63.34    ($1,590.00)  $26,070.00    ($1,590.00)  0.00%  -83.68%  $2.50  $5.00
 197  Sell Short  2015-11-09 02:00  Sell  $62.18  $0.00  1  $295.00  0.50%  $770.00  70.00%    $2.50  $5.00
   Buy to Cover  2015-11-09 10:00  $ Trailing Stop  $61.87    $310.00  $26,365.00    ($330.00)  58.18%  28.18%  $2.50  $5.00
 198  Sell Short  2015-11-13 05:00  Sell  $59.31  $0.00  1  $1,045.00  1.79%  $1,560.00  84.32%    $2.50  $5.00
   Buy to Cover  2015-11-13 13:00  $ Trailing Stop  $58.25    $1,060.00  $27,410.00    ($290.00)  72.97%  57.30%  $2.50  $5.00
 199  Sell Short  2015-11-16 14:00  Sell  $58.64  $0.00  1  $255.00  0.46%  $1,020.00  50.50%    $2.50  $5.00
   Buy to Cover  2015-11-18 15:00  $ Trailing Stop  $58.37    $270.00  $27,665.00    ($1,000.00)  62.87%  13.37%  $2.50  $5.00
 200  Sell Short  2015-11-23 09:00  Sell  $58.26  $0.00  1  $15.00  0.05%  $830.00  98.81%    $2.50  $5.00
   Buy to Cover  2015-11-23 11:00  $ Trailing Stop  $58.23    $30.00  $27,680.00    ($10.00)  4.76%  3.57%  $2.50  $5.00
 201  Sell Short  2015-11-30 23:00  Sell  $58.24  $0.00  1  $245.00  0.45%  $730.00  71.57%    $2.50  $5.00
   Buy to Cover  2015-12-01 10:00  $ Trailing Stop  $57.98    $260.00  $27,925.00    ($290.00)  53.92%  25.49%  $2.50  $5.00
 202  Sell Short  2015-12-01 11:00  Sell  $58.29  $0.00  1  $205.00  0.38%  $660.00  90.41%    $2.50  $5.00
   Buy to Cover  2015-12-01 12:00  $ Trailing Stop  $58.07    $220.00  $28,130.00    ($70.00)  39.73%  30.14%  $2.50  $5.00
 203  Sell Short  2015-12-03 02:00  Sell  $56.89  $0.00  1  $455.00  0.83%  $950.00  39.58%    $2.50  $5.00
   Buy to Cover  2015-12-04 11:00  $ Trailing Stop  $56.42    $470.00  $28,585.00    ($1,450.00)  80.00%  19.58%  $2.50  $5.00
 204  Sell Short  2015-12-08 12:00  Sell  $54.81  $0.00  1  $495.00  0.93%  $1,090.00  90.83%    $2.50  $5.00
   Buy to Cover  2015-12-08 15:00  $ Trailing Stop  $54.30    $510.00  $29,080.00    ($110.00)  51.67%  42.50%  $2.50  $5.00
 205  Buy  2015-12-24 07:00  Buy  $52.69  $0.00  1  $215.00  0.44%  $600.00  75.00%    $2.50  $5.00
   Sell  2015-12-24 11:00  $ Trailing Stop  $52.92    $230.00  $29,295.00    ($200.00)  53.75%  28.75%  $2.50  $5.00
 206  Buy  2015-12-28 02:00  Buy  $52.85  $0.00  1  ($1,095.00)  -2.04%  $30.00  2.70%    $2.50  $5.00
   Sell  2015-12-28 11:00  Stop Loss  $51.77    ($1,080.00)  $28,200.00    ($1,080.00)  0.00%  -97.30%  $2.50  $5.00
 207  Buy  2015-12-29 20:00  Buy  $52.37  $0.00  1  $165.00  0.34%  $530.00  33.76%    $2.50  $5.00
   Sell  2015-12-31 14:00  $ Trailing Stop  $52.55    $180.00  $28,365.00    ($1,040.00)  77.71%  11.46%  $2.50  $5.00
 208  Buy  2015-12-31 17:00  Buy  $52.08  $0.00  1  $425.00  0.84%  $890.00  97.80%    $2.50  $5.00
   Sell  2016-01-04 03:00  $ Trailing Stop  $52.52    $440.00  $28,790.00    ($20.00)  50.55%  48.35%  $2.50  $5.00
 209  Buy  2016-01-04 04:00  Buy  $52.49  $0.00  1  $435.00  0.86%  $1,010.00  63.52%    $2.50  $5.00
   Sell  2016-01-04 11:00  $ Trailing Stop  $52.94    $450.00  $29,225.00    ($580.00)  64.78%  28.30%  $2.50  $5.00
 210  Sell Short  2016-01-07 07:00  Sell  $48.18  $0.00  1  $125.00  0.29%  $830.00  39.52%    $2.50  $5.00
   Buy to Cover  2016-01-11 09:00  $ Trailing Stop  $48.04    $140.00  $29,350.00    ($1,270.00)  67.14%  6.67%  $2.50  $5.00
 211  Sell Short  2016-01-12 07:00  Sell  $46.48  $0.00  1  $865.00  1.89%  $1,440.00  63.16%    $2.50  $5.00
   Buy to Cover  2016-01-12 15:00  $ Trailing Stop  $45.60    $880.00  $30,215.00    ($840.00)  75.44%  38.60%  $2.50  $5.00
 212  Sell Short  2016-01-12 17:00  Sell  $45.96  $0.00  1  $1,375.00  3.02%  $2,150.00  70.03%    $2.50  $5.00
   Buy to Cover  2016-01-18 06:00  $ Trailing Stop  $44.57    $1,390.00  $31,590.00    ($920.00)  75.24%  45.28%  $2.50  $5.00
 213  Sell Short  2016-01-18 07:00  Sell  $44.73  $0.00  1  $195.00  0.47%  $810.00  72.32%    $2.50  $5.00
   Buy to Cover  2016-01-18 23:00  $ Trailing Stop  $44.52    $210.00  $31,785.00    ($310.00)  46.43%  18.75%  $2.50  $5.00
 214  Sell Short  2016-01-19 01:00  Sell  $44.55  $0.00  1  $105.00  0.27%  $700.00  42.42%    $2.50  $5.00
   Buy to Cover  2016-01-19 11:00  $ Trailing Stop  $44.43    $120.00  $31,890.00    ($950.00)  64.85%  7.27%  $2.50  $5.00
 215  Sell Short  2016-01-20 10:00  Sell  $43.21  $0.00  1  $935.00  2.20%  $1,510.00  92.64%    $2.50  $5.00
   Buy to Cover  2016-01-20 14:00  $ Trailing Stop  $42.26    $950.00  $32,825.00    ($120.00)  65.64%  58.28%  $2.50  $5.00
 216  Sell Short  2016-01-20 16:00  Sell  $42.75  $0.00  1  $65.00  0.19%  $740.00  59.20%    $2.50  $5.00
   Buy to Cover  2016-01-21 11:00  $ Trailing Stop  $42.67    $80.00  $32,890.00    ($510.00)  47.20%  6.40%  $2.50  $5.00
 217  Buy  2016-01-25 05:00  Buy  $45.28  $0.00  1  $505.00  1.15%  $1,270.00  40.19%    $2.50  $5.00
   Sell  2016-01-26 15:00  $ Trailing Stop  $45.80    $520.00  $33,395.00    ($1,890.00)  76.27%  16.46%  $2.50  $5.00
 218  Buy  2016-01-26 17:00  Buy  $45.36  $0.00  1  $845.00  1.90%  $1,620.00  60.00%    $2.50  $5.00
   Sell  2016-01-27 14:00  $ Trailing Stop  $46.22    $860.00  $34,240.00    ($1,080.00)  71.85%  31.85%  $2.50  $5.00
 219  Buy  2016-01-27 21:00  Buy  $45.97  $0.00  1  $2,145.00  4.70%  $2,160.00  96.00%    $2.50  $5.00
   Sell  2016-01-28 10:00  $ Trailing Stop  $48.13    $2,160.00  $36,385.00    ($90.00)  100.00%  96.00%  $2.50  $5.00
 220  Buy  2016-01-29 06:00  Buy  $47.71  $0.00  1  $25.00  0.08%  $830.00  62.88%    $2.50  $5.00
   Sell  2016-01-29 11:00  $ Trailing Stop  $47.75    $40.00  $36,410.00    ($490.00)  40.15%  3.03%  $2.50  $5.00
 221  Sell Short  2016-02-03 04:00  Sell  $44.29  $0.00  1  ($1,835.00)  -4.11%  $410.00  18.39%    $2.50  $5.00
   Buy to Cover  2016-02-03 15:00  Stop Loss  $46.11    ($1,820.00)  $34,575.00    ($1,820.00)  0.00%  -81.61%  $2.50  $5.00
 222  Sell Short  2016-02-10 05:00  Sell  $42.75  $0.00  1  $565.00  1.36%  $1,220.00  91.04%    $2.50  $5.00
   Buy to Cover  2016-02-10 11:00  $ Trailing Stop  $42.17    $580.00  $35,140.00    ($120.00)  52.24%  43.28%  $2.50  $5.00
 223  Sell Short  2016-02-11 11:00  Sell  $41.53  $0.00  1  $535.00  1.32%  $1,170.00  99.15%    $2.50  $5.00
   Buy to Cover  2016-02-11 12:00  $ Trailing Stop  $40.98    $550.00  $35,675.00    ($10.00)  47.46%  46.61%  $2.50  $5.00
 224  Buy  2016-02-16 06:00  Buy  $43.99  $0.00  1  $625.00  1.45%  $1,280.00  52.67%    $2.50  $5.00
   Sell  2016-02-17 14:00  $ Trailing Stop  $44.63    $640.00  $36,300.00    ($1,150.00)  73.66%  26.34%  $2.50  $5.00
 225  Buy  2016-02-18 14:00  Buy  $45.11  $0.00  1  $75.00  0.20%  $710.00  28.40%    $2.50  $5.00
   Sell  2016-02-22 15:00  $ Trailing Stop  $45.20    $90.00  $36,375.00    ($1,790.00)  75.20%  3.60%  $2.50  $5.00
 226  Buy  2016-02-22 21:00  Buy  $45.13  $0.00  1  ($1,635.00)  -3.59%  $380.00  19.00%    $2.50  $5.00
   Sell  2016-02-23 17:00  Stop Loss  $43.51    ($1,620.00)  $34,740.00    ($1,620.00)  0.00%  -81.00%  $2.50  $5.00
 227  Buy  2016-02-26 13:00  Buy  $45.41  $0.00  1  $435.00  0.99%  $1,090.00  49.55%    $2.50  $5.00
   Sell  2016-03-01 10:00  $ Trailing Stop  $45.86    $450.00  $35,175.00    ($1,110.00)  70.91%  20.45%  $2.50  $5.00
 228  Buy  2016-03-01 11:00  Buy  $45.66  $0.00  1  $505.00  1.14%  $1,080.00  80.00%    $2.50  $5.00
   Sell  2016-03-01 15:00  $ Trailing Stop  $46.18    $520.00  $35,680.00    ($270.00)  58.52%  38.52%  $2.50  $5.00
 229  Buy  2016-03-01 20:00  Buy  $45.86  $0.00  1  $625.00  1.40%  $840.00  71.79%    $2.50  $5.00
   Sell  2016-03-02 12:00  $ Trailing Stop  $46.50    $640.00  $36,305.00    ($330.00)  82.91%  54.70%  $2.50  $5.00
 230  Buy  2016-03-04 06:00  Buy  $46.47  $0.00  1  $205.00  0.47%  $660.00  95.65%    $2.50  $5.00
   Sell  2016-03-04 10:00  $ Trailing Stop  $46.69    $220.00  $36,510.00    ($30.00)  36.23%  31.88%  $2.50  $5.00
 231  Buy  2016-03-07 10:00  Buy  $48.10  $0.00  1  $1,355.00  2.85%  $1,990.00  100.00%    $2.50  $5.00
   Sell  2016-03-07 22:00  $ Trailing Stop  $49.47    $1,370.00  $37,865.00    $0.00  68.84%  68.84%  $2.50  $5.00
 232  Buy  2016-03-07 23:00  Buy  $49.37  $0.00  1  $425.00  0.89%  $1,000.00  97.09%    $2.50  $5.00
   Sell  2016-03-08 10:00  $ Trailing Stop  $49.81    $440.00  $38,290.00    ($30.00)  45.63%  42.72%  $2.50  $5.00
 233  Buy  2016-03-08 12:00  Buy  $48.62  $0.00  1  $875.00  1.83%  $890.00  63.12%    $2.50  $5.00
   Sell  2016-03-09 11:00  $ Trailing Stop  $49.51    $890.00  $39,165.00    ($520.00)  100.00%  63.12%  $2.50  $5.00
 234  Buy  2016-03-10 04:00  Buy  $50.01  $0.00  1  $445.00  0.92%  $930.00  53.14%    $2.50  $5.00
   Sell  2016-03-11 09:00  $ Trailing Stop  $50.47    $460.00  $39,610.00    ($820.00)  73.14%  26.29%  $2.50  $5.00
 235  Buy  2016-03-11 16:00  Buy  $50.43  $0.00  1  ($1,615.00)  -3.17%  $150.00  8.57%    $2.50  $5.00
   Sell  2016-03-14 10:00  Stop Loss  $48.83    ($1,600.00)  $37,995.00    ($1,600.00)  0.00%  -91.43%  $2.50  $5.00
 236  Buy  2016-03-17 09:00  Buy  $50.97  $0.00  1  $965.00  1.92%  $1,480.00  82.22%    $2.50  $5.00
   Sell  2016-03-18 04:00  $ Trailing Stop  $51.95    $980.00  $38,960.00    ($320.00)  72.22%  54.44%  $2.50  $5.00
 237  Buy  2016-03-18 06:00  Buy  $51.86  $0.00  1  $695.00  1.37%  $1,150.00  95.04%    $2.50  $5.00
   Sell  2016-03-18 11:00  $ Trailing Stop  $52.57    $710.00  $39,655.00    ($60.00)  63.64%  58.68%  $2.50  $5.00
 238  Buy  2016-03-18 13:00  Buy  $52.15  $0.00  1  ($1,575.00)  -2.99%  $270.00  14.75%    $2.50  $5.00
   Sell  2016-03-23 12:00  Stop Loss  $50.59    ($1,560.00)  $38,080.00    ($1,560.00)  0.00%  -85.25%  $2.50  $5.00
 239  Sell Short  2016-03-29 17:00  Sell  $49.05  $0.00  1  $515.00  1.08%  $960.00  42.11%    $2.50  $5.00
   Buy to Cover  2016-03-31 06:00  $ Trailing Stop  $48.52    $530.00  $38,595.00    ($1,320.00)  81.14%  23.25%  $2.50  $5.00
 240  Sell Short  2016-03-31 08:00  Sell  $48.68  $0.00  1  $955.00  1.99%  $1,440.00  62.07%    $2.50  $5.00
   Buy to Cover  2016-04-01 11:00  $ Trailing Stop  $47.71    $970.00  $39,550.00    ($880.00)  79.74%  41.81%  $2.50  $5.00
 241  Sell Short  2016-04-04 07:00  Sell  $47.30  $0.00  1  $995.00  2.14%  $1,540.00  78.17%    $2.50  $5.00
   Buy to Cover  2016-04-05 10:00  $ Trailing Stop  $46.29    $1,010.00  $40,545.00    ($430.00)  73.10%  51.27%  $2.50  $5.00
 242  Sell Short  2016-04-05 11:00  Sell  $46.10  $0.00  1  ($1,275.00)  -2.73%  $110.00  8.03%    $2.50  $5.00
   Buy to Cover  2016-04-05 21:00  Stop Loss  $47.36    ($1,260.00)  $39,270.00    ($1,260.00)  0.00%  -91.97%  $2.50  $5.00
 243  Sell Short  2016-04-07 17:00  Sell  $47.95  $0.00  1  ($1,265.00)  -2.61%  $10.00  0.79%    $2.50  $5.00
   Buy to Cover  2016-04-08 07:00  Stop Loss  $49.20    ($1,250.00)  $38,005.00    ($1,250.00)  0.00%  -99.21%  $2.50  $5.00
 244  Buy  2016-04-11 06:00  Buy  $49.92  $0.00  1  $775.00  1.58%  $1,350.00  95.74%    $2.50  $5.00
   Sell  2016-04-11 11:00  $ Trailing Stop  $50.71    $790.00  $38,780.00    ($60.00)  60.28%  56.03%  $2.50  $5.00
 245  Buy  2016-04-11 15:00  Buy  $50.67  $0.00  1  $1,425.00  2.84%  $2,100.00  97.22%    $2.50  $5.00
   Sell  2016-04-12 17:00  $ Trailing Stop  $52.11    $1,440.00  $40,205.00    ($60.00)  69.44%  66.67%  $2.50  $5.00
 246  Buy  2016-04-13 04:00  Buy  $51.79  $0.00  1  $555.00  1.10%  $1,150.00  97.46%    $2.50  $5.00
   Sell  2016-04-13 12:00  $ Trailing Stop  $52.36    $570.00  $40,760.00    ($30.00)  50.85%  48.31%  $2.50  $5.00
 247  Buy  2016-04-14 15:00  Buy  $52.28  $0.00  1  ($1,485.00)  -2.81%  $50.00  3.29%    $2.50  $5.00
   Sell  2016-04-15 09:00  Stop Loss  $50.81    ($1,470.00)  $39,275.00    ($1,470.00)  0.00%  -96.71%  $2.50  $5.00
 248  Sell Short  2016-04-18 06:00  Sell  $49.58  $0.00  1  ($2,305.00)  -4.62%  $600.00  20.76%    $2.50  $5.00
   Buy to Cover  2016-04-19 12:00  Stop Loss  $51.87    ($2,290.00)  $36,970.00    ($2,290.00)  0.00%  -79.24%  $2.50  $5.00
 249  Buy  2016-04-22 14:00  Buy  $52.77  $0.00  1  $1,015.00  1.95%  $1,580.00  58.96%    $2.50  $5.00
   Sell  2016-04-27 11:00  $ Trailing Stop  $53.80    $1,030.00  $37,985.00    ($1,100.00)  79.48%  38.43%  $2.50  $5.00
 250  Sell Short  2016-05-04 05:00  Sell  $53.00  $0.00  1  $75.00  0.17%  $610.00  36.75%    $2.50  $5.00
   Buy to Cover  2016-05-04 15:00  $ Trailing Stop  $52.91    $90.00  $38,060.00    ($1,050.00)  68.67%  5.42%  $2.50  $5.00
 251  Sell Short  2016-05-06 11:00  Sell  $53.64  $0.00  1  $895.00  1.70%  $1,440.00  52.55%    $2.50  $5.00
   Buy to Cover  2016-05-10 03:00  $ Trailing Stop  $52.73    $910.00  $38,955.00    ($1,300.00)  80.66%  33.21%  $2.50  $5.00
 252  Sell Short  2016-05-10 06:00  Sell  $52.95  $0.00  1  $95.00  0.21%  $610.00  75.31%    $2.50  $5.00
   Buy to Cover  2016-05-10 09:00  $ Trailing Stop  $52.84    $110.00  $39,050.00    ($200.00)  38.27%  13.58%  $2.50  $5.00
 253  Sell Short  2016-05-10 11:00  Sell  $53.38  $0.00  1  ($1,705.00)  -3.17%  $390.00  18.75%    $2.50  $5.00
   Buy to Cover  2016-05-11 12:00  Stop Loss  $55.07    ($1,690.00)  $37,345.00    ($1,690.00)  0.00%  -81.25%  $2.50  $5.00
 254  Buy  2016-05-12 20:00  Buy  $55.54  $0.00  1  $1,855.00  3.37%  $1,870.00  75.10%    $2.50  $5.00
   Sell  2016-05-16 22:00  Profit Target  $57.41    $1,870.00  $39,200.00    ($620.00)  100.00%  75.10%  $2.50  $5.00
 255  Buy  2016-05-18 06:00  Buy  $57.26  $0.00  1  ($5.00)  0.02%  $410.00  85.42%    $2.50  $5.00
   Sell  2016-05-18 09:00  $ Trailing Stop  $57.27    $10.00  $39,195.00    ($70.00)  16.67%  2.08%  $2.50  $5.00
 256  Buy  2016-05-18 17:00  Buy  $56.85  $0.00  1  $445.00  0.81%  $930.00  45.81%    $2.50  $5.00
   Sell  2016-05-20 06:00  $ Trailing Stop  $57.31    $460.00  $39,640.00    ($1,100.00)  76.85%  22.66%  $2.50  $5.00
 257  Buy  2016-05-20 07:00  Buy  $57.19  $0.00  1  $295.00  0.54%  $750.00  36.59%    $2.50  $5.00
   Sell  2016-05-25 08:00  $ Trailing Stop  $57.50    $310.00  $39,935.00    ($1,300.00)  78.54%  15.12%  $2.50  $5.00
 258  Buy  2016-05-26 11:00  Buy  $58.20  $0.00  1  $15.00  0.05%  $390.00  27.66%    $2.50  $5.00
   Sell  2016-05-31 14:00  $ Trailing Stop  $58.23    $30.00  $39,950.00    ($1,020.00)  74.47%  2.13%  $2.50  $5.00
 259  Sell Short  2016-06-01 13:00  Sell  $57.27  $0.00  1  $365.00  0.66%  $810.00  54.00%    $2.50  $5.00
   Buy to Cover  2016-06-02 11:00  $ Trailing Stop  $56.89    $380.00  $40,315.00    ($690.00)  71.33%  25.33%  $2.50  $5.00
 260  Buy  2016-06-09 06:00  Buy  $59.62  $0.00  1  ($1,195.00)  -1.98%  $10.00  0.84%    $2.50  $5.00
   Sell  2016-06-10 04:00  Stop Loss  $58.44    ($1,180.00)  $39,120.00    ($1,180.00)  0.00%  -99.16%  $2.50  $5.00
 261  Sell Short  2016-06-13 11:00  Sell  $57.25  $0.00  1  $225.00  0.42%  $740.00  58.73%    $2.50  $5.00
   Buy to Cover  2016-06-14 10:00  $ Trailing Stop  $57.01    $240.00  $39,345.00    ($520.00)  60.32%  19.05%  $2.50  $5.00
 262  Sell Short  2016-06-14 11:00  Sell  $56.98  $0.00  1  $585.00  1.05%  $940.00  90.38%    $2.50  $5.00
   Buy to Cover  2016-06-15 01:00  $ Trailing Stop  $56.38    $600.00  $39,930.00    ($100.00)  67.31%  57.69%  $2.50  $5.00
 263  Sell Short  2016-06-15 05:00  Sell  $56.51  $0.00  1  ($185.00)  -0.30%  $430.00  66.15%    $2.50  $5.00
   Buy to Cover  2016-06-15 11:00  $ Trailing Stop  $56.68    ($170.00)  $39,745.00    ($220.00)  7.69%  -26.15%  $2.50  $5.00
 264  Sell Short  2016-06-16 22:00  Sell  $55.05  $0.00  1  ($1,705.00)  -3.07%  $90.00  5.06%    $2.50  $5.00
   Buy to Cover  2016-06-17 16:00  Stop Loss  $56.74    ($1,690.00)  $38,040.00    ($1,690.00)  0.00%  -94.94%  $2.50  $5.00
 265  Buy  2016-06-21 04:00  Buy  $57.50  $0.00  1  $535.00  0.96%  $910.00  56.87%    $2.50  $5.00
   Sell  2016-06-21 22:00  $ Trailing Stop  $58.05    $550.00  $38,575.00    ($690.00)  77.50%  34.37%  $2.50  $5.00
 266  Buy  2016-06-21 23:00  Buy  $57.95  $0.00  1  $55.00  0.12%  $550.00  82.09%    $2.50  $5.00
   Sell  2016-06-22 08:00  $ Trailing Stop  $58.02    $70.00  $38,630.00    ($120.00)  28.36%  10.45%  $2.50  $5.00
 267  Buy  2016-06-22 09:00  Buy  $57.99  $0.00  1  ($1,395.00)  -2.38%  $320.00  18.82%    $2.50  $5.00
   Sell  2016-06-22 14:00  Stop Loss  $56.61    ($1,380.00)  $37,235.00    ($1,380.00)  0.00%  -81.18%  $2.50  $5.00
 268  Sell Short  2016-06-24 05:00  Sell  $56.16  $0.00  1  $1,275.00  2.30%  $2,370.00  91.51%    $2.50  $5.00
   Buy to Cover  2016-06-27 23:00  $ Trailing Stop  $54.87    $1,290.00  $38,510.00    ($220.00)  58.30%  49.81%  $2.50  $5.00
 269  Sell Short  2016-07-08 05:00  Sell  $53.51  $0.00  1  $175.00  0.36%  $780.00  65.00%    $2.50  $5.00
   Buy to Cover  2016-07-08 12:00  $ Trailing Stop  $53.32    $190.00  $38,685.00    ($420.00)  50.83%  15.83%  $2.50  $5.00
 270  Sell Short  2016-07-08 15:00  Sell  $53.37  $0.00  1  $305.00  0.60%  $880.00  80.00%    $2.50  $5.00
   Buy to Cover  2016-07-11 08:00  $ Trailing Stop  $53.05    $320.00  $38,990.00    ($220.00)  49.09%  29.09%  $2.50  $5.00
 271  Sell Short  2016-07-11 10:00  Sell  $53.46  $0.00  1  $425.00  0.82%  $1,080.00  80.00%    $2.50  $5.00
   Buy to Cover  2016-07-12 04:00  $ Trailing Stop  $53.02    $440.00  $39,415.00    ($270.00)  52.59%  32.59%  $2.50  $5.00
 272  Sell Short  2016-07-12 05:00  Sell  $52.99  $0.00  1  ($1,535.00)  -2.87%  $40.00  2.56%    $2.50  $5.00
   Buy to Cover  2016-07-12 12:00  Stop Loss  $54.51    ($1,520.00)  $37,880.00    ($1,520.00)  0.00%  -97.44%  $2.50  $5.00
 273  Sell Short  2016-07-13 23:00  Sell  $53.13  $0.00  1  $805.00  1.54%  $1,320.00  53.23%    $2.50  $5.00
   Buy to Cover  2016-07-20 11:00  $ Trailing Stop  $52.31    $820.00  $38,685.00    ($1,160.00)  79.84%  33.06%  $2.50  $5.00
 274  Sell Short  2016-07-20 13:00  Sell  $53.22  $0.00  1  ($15.00)  0.00%  $450.00  77.59%    $2.50  $5.00
   Buy to Cover  2016-07-21 00:00  $ Trailing Stop  $53.22    $0.00  $38,670.00    ($130.00)  22.41%  0.00%  $2.50  $5.00
 275  Sell Short  2016-07-22 08:00  Sell  $52.17  $0.00  1  $585.00  1.15%  $990.00  94.29%    $2.50  $5.00
   Buy to Cover  2016-07-22 12:00  $ Trailing Stop  $51.57    $600.00  $39,255.00    ($60.00)  62.86%  57.14%  $2.50  $5.00
 276  Sell Short  2016-07-26 22:00  Sell  $50.01  $0.00  1  $635.00  1.30%  $1,020.00  69.39%    $2.50  $5.00
   Buy to Cover  2016-07-27 15:00  $ Trailing Stop  $49.36    $650.00  $39,890.00    ($450.00)  74.83%  44.22%  $2.50  $5.00
 277  Sell Short  2016-07-29 12:00  Sell  $48.54  $0.00  1  ($25.00)  -0.02%  $400.00  40.00%    $2.50  $5.00
   Buy to Cover  2016-08-01 09:00  $ Trailing Stop  $48.55    ($10.00)  $39,865.00    ($600.00)  59.00%  -1.00%  $2.50  $5.00
 278  Sell Short  2016-08-02 07:00  Sell  $47.60  $0.00  1  $695.00  1.49%  $1,080.00  65.45%    $2.50  $5.00
   Buy to Cover  2016-08-02 15:00  $ Trailing Stop  $46.89    $710.00  $40,560.00    ($570.00)  77.58%  43.03%  $2.50  $5.00
 279  Sell Short  2016-08-02 23:00  Sell  $47.06  $0.00  1  ($425.00)  -0.87%  $610.00  48.41%    $2.50  $5.00
   Buy to Cover  2016-08-03 12:00  $ Trailing Stop  $47.47    ($410.00)  $40,135.00    ($650.00)  19.05%  -32.54%  $2.50  $5.00
 280  Buy  2016-08-09 10:00  Buy  $50.13  $0.00  1  $225.00  0.48%  $650.00  98.48%    $2.50  $5.00
   Sell  2016-08-09 11:00  $ Trailing Stop  $50.37    $240.00  $40,360.00    ($10.00)  37.88%  36.36%  $2.50  $5.00
 281  Buy  2016-08-12 05:00  Buy  $50.86  $0.00  1  $405.00  0.83%  $970.00  76.98%    $2.50  $5.00
   Sell  2016-08-12 14:00  $ Trailing Stop  $51.28    $420.00  $40,765.00    ($290.00)  56.35%  33.33%  $2.50  $5.00
 282  Buy  2016-08-16 20:00  Buy  $53.57  $0.00  1  ($155.00)  -0.26%  $640.00  57.66%    $2.50  $5.00
   Sell  2016-08-17 19:00  $ Trailing Stop  $53.43    ($140.00)  $40,610.00    ($470.00)  29.73%  -12.61%  $2.50  $5.00
 283  Buy  2016-08-19 05:00  Buy  $55.35  $0.00  1  ($1,275.00)  -2.28%  $360.00  22.22%    $2.50  $5.00
   Sell  2016-08-22 12:00  Stop Loss  $54.09    ($1,260.00)  $39,335.00    ($1,260.00)  0.00%  -77.78%  $2.50  $5.00
 284  Sell Short  2016-08-31 02:00  Sell  $52.91  $0.00  1  $1,595.00  3.04%  $1,610.00  100.00%    $2.50  $5.00
   Buy to Cover  2016-08-31 13:00  Profit Target  $51.30    $1,610.00  $40,930.00    $0.00  100.00%  100.00%  $2.50  $5.00
 285  Sell Short  2016-09-01 02:00  Sell  $51.54  $0.00  1  $775.00  1.53%  $1,110.00  94.07%    $2.50  $5.00
   Buy to Cover  2016-09-01 11:00  $ Trailing Stop  $50.75    $790.00  $41,705.00    ($70.00)  72.88%  66.95%  $2.50  $5.00
 286  Sell Short  2016-09-02 04:00  Sell  $50.07  $0.00  1  ($1,315.00)  -2.60%  $380.00  22.62%    $2.50  $5.00
   Buy to Cover  2016-09-05 04:00  Stop Loss  $51.37    ($1,300.00)  $40,390.00    ($1,300.00)  0.00%  -77.38%  $2.50  $5.00
 287  Buy  2016-09-05 09:00  Buy  $51.73  $0.00  1  $1,725.00  3.36%  $1,740.00  56.13%    $2.50  $5.00
   Sell  2016-09-08 12:00  Profit Target  $53.47    $1,740.00  $42,115.00    ($1,360.00)  100.00%  56.13%  $2.50  $5.00
 288  Sell Short  2016-09-15 08:00  Sell  $50.55  $0.00  1  ($5.00)  0.02%  $350.00  92.11%    $2.50  $5.00
   Buy to Cover  2016-09-15 10:00  $ Trailing Stop  $50.54    $10.00  $42,110.00    ($30.00)  10.53%  2.63%  $2.50  $5.00
 289  Sell Short  2016-09-15 22:00  Sell  $50.20  $0.00  1  $415.00  0.86%  $930.00  94.90%    $2.50  $5.00
   Buy to Cover  2016-09-16 11:00  $ Trailing Stop  $49.77    $430.00  $42,525.00    ($50.00)  48.98%  43.88%  $2.50  $5.00
 290  Sell Short  2016-09-16 17:00  Sell  $49.70  $0.00  1  $325.00  0.68%  $520.00  36.11%    $2.50  $5.00
   Buy to Cover  2016-09-20 10:00  $ Trailing Stop  $49.36    $340.00  $42,850.00    ($920.00)  87.50%  23.61%  $2.50  $5.00
 291  Sell Short  2016-09-20 12:00  Sell  $49.76  $0.00  1  ($15.00)  0.00%  $370.00  40.22%    $2.50  $5.00
   Buy to Cover  2016-09-20 15:00  $ Trailing Stop  $49.76    $0.00  $42,835.00    ($550.00)  59.78%  0.00%  $2.50  $5.00
 292  Buy  2016-09-26 19:00  Buy  $51.54  $0.00  1  $1,295.00  2.54%  $1,830.00  56.13%    $2.50  $5.00
   Sell  2016-09-28 16:00  $ Trailing Stop  $52.85    $1,310.00  $44,130.00    ($1,430.00)  84.05%  40.18%  $2.50  $5.00
 293  Buy  2016-09-29 06:00  Buy  $52.63  $0.00  1  $825.00  1.60%  $1,610.00  99.38%    $2.50  $5.00
   Sell  2016-09-29 15:00  $ Trailing Stop  $53.47    $840.00  $44,955.00    ($10.00)  52.47%  51.85%  $2.50  $5.00
 294  Buy  2016-09-30 00:00  Buy  $53.49  $0.00  1  $815.00  1.55%  $1,300.00  71.04%    $2.50  $5.00
   Sell  2016-10-03 10:00  $ Trailing Stop  $54.32    $830.00  $45,770.00    ($530.00)  74.32%  45.36%  $2.50  $5.00
 295  Buy  2016-10-03 23:00  Buy  $54.42  $0.00  1  $165.00  0.33%  $630.00  72.41%    $2.50  $5.00
   Sell  2016-10-04 11:00  $ Trailing Stop  $54.60    $180.00  $45,935.00    ($240.00)  48.28%  20.69%  $2.50  $5.00
 296  Buy  2016-10-04 16:00  Buy  $54.45  $0.00  1  $825.00  1.54%  $1,240.00  100.00%    $2.50  $5.00
   Sell  2016-10-05 11:00  $ Trailing Stop  $55.29    $840.00  $46,760.00    $0.00  67.74%  67.74%  $2.50  $5.00
 297  Buy  2016-10-06 00:00  Buy  $55.41  $0.00  1  $665.00  1.23%  $1,020.00  86.44%    $2.50  $5.00
   Sell  2016-10-06 11:00  $ Trailing Stop  $56.09    $680.00  $47,425.00    ($160.00)  71.19%  57.63%  $2.50  $5.00
 298  Buy  2016-10-14 11:00  Buy  $56.34  $0.00  1  $1,245.00  2.24%  $1,260.00  57.01%    $2.50  $5.00
   Sell  2016-10-19 11:00  Profit Target  $57.60    $1,260.00  $48,670.00    ($950.00)  100.00%  57.01%  $2.50  $5.00
 299  Sell Short  2016-10-24 17:00  Sell  $56.09  $0.00  1  $1,545.00  2.78%  $1,560.00  82.54%    $2.50  $5.00
   Buy to Cover  2016-10-26 09:00  Profit Target  $54.53    $1,560.00  $50,215.00    ($330.00)  100.00%  82.54%  $2.50  $5.00
 300  Sell Short  2016-10-27 02:00  Sell  $54.79  $0.00  1  $455.00  0.86%  $880.00  53.66%    $2.50  $5.00
   Buy to Cover  2016-10-28 16:00  $ Trailing Stop  $54.32    $470.00  $50,670.00    ($760.00)  75.00%  28.66%  $2.50  $5.00
 301  Sell Short  2016-11-01 03:00  Sell  $52.58  $0.00  1  $115.00  0.25%  $530.00  81.54%    $2.50  $5.00
   Buy to Cover  2016-11-01 09:00  $ Trailing Stop  $52.45    $130.00  $50,785.00    ($120.00)  38.46%  20.00%  $2.50  $5.00
 302  Sell Short  2016-11-04 17:00  Sell  $49.68  $0.00  1  $195.00  0.42%  $880.00  42.31%    $2.50  $5.00
   Buy to Cover  2016-11-08 23:00  $ Trailing Stop  $49.47    $210.00  $50,980.00    ($1,200.00)  67.79%  10.10%  $2.50  $5.00
 303  Sell Short  2016-11-09 03:00  Sell  $49.76  $0.00  1  $1,245.00  2.53%  $2,070.00  55.20%    $2.50  $5.00
   Buy to Cover  2016-11-14 14:00  $ Trailing Stop  $48.50    $1,260.00  $52,225.00    ($1,680.00)  78.40%  33.60%  $2.50  $5.00
 304  Buy  2016-11-15 23:00  Buy  $51.00  $0.00  1  $125.00  0.27%  $670.00  100.00%    $2.50  $5.00
   Sell  2016-11-16 04:00  $ Trailing Stop  $51.14    $140.00  $52,350.00    $0.00  20.90%  20.90%  $2.50  $5.00
 305  Buy  2016-11-17 12:00  Buy  $51.40  $0.00  1  $2,285.00  4.47%  $2,370.00  65.29%    $2.50  $5.00
   Sell  2016-11-21 23:00  Profit Target  $53.70    $2,300.00  $54,635.00    ($1,260.00)  98.07%  63.36%  $2.50  $5.00
 306  Buy  2016-11-22 05:00  Buy  $53.38  $0.00  1  $265.00  0.52%  $780.00  98.73%    $2.50  $5.00
   Sell  2016-11-22 07:00  $ Trailing Stop  $53.66    $280.00  $54,900.00    ($10.00)  36.71%  35.44%  $2.50  $5.00
 307  Buy  2016-11-22 09:00  Buy  $52.87  $0.00  1  $75.00  0.17%  $610.00  77.22%    $2.50  $5.00
   Sell  2016-11-22 12:00  $ Trailing Stop  $52.96    $90.00  $54,975.00    ($180.00)  34.18%  11.39%  $2.50  $5.00
 308  Sell Short  2016-11-29 22:00  Sell  $50.46  $0.00  1  ($1,845.00)  -3.63%  $100.00  5.18%    $2.50  $5.00
   Buy to Cover  2016-11-30 05:00  Stop Loss  $52.29    ($1,830.00)  $53,130.00    ($1,830.00)  0.00%  -94.82%  $2.50  $5.00
 309  Buy  2016-12-01 05:00  Buy  $54.20  $0.00  1  $1,735.00  3.23%  $2,560.00  93.77%    $2.50  $5.00
   Sell  2016-12-01 15:00  $ Trailing Stop  $55.95    $1,750.00  $54,865.00    ($170.00)  70.33%  64.10%  $2.50  $5.00
 310  Buy  2016-12-01 17:00  Buy  $55.82  $0.00  1  $855.00  1.56%  $1,560.00  69.64%    $2.50  $5.00
   Sell  2016-12-05 11:00  $ Trailing Stop  $56.69    $870.00  $55,720.00    ($680.00)  69.20%  38.84%  $2.50  $5.00
 311  Buy  2016-12-05 17:00  Buy  $56.02  $0.00  1  $2,855.00  5.12%  $2,870.00  66.44%    $2.50  $5.00
   Sell  2016-12-12 01:00  Profit Target  $58.89    $2,870.00  $58,575.00    ($1,450.00)  100.00%  66.44%  $2.50  $5.00
 312  Buy  2016-12-12 08:00  Buy  $58.68  $0.00  1  ($2,085.00)  -3.53%  $320.00  13.39%    $2.50  $5.00
   Sell  2016-12-14 14:00  Stop Loss  $56.61    ($2,070.00)  $56,490.00    ($2,070.00)  0.00%  -86.61%  $2.50  $5.00
 313  Sell Short  2016-12-15 05:00  Sell  $56.23  $0.00  1  $795.00  1.44%  $1,320.00  92.96%    $2.50  $5.00
   Buy to Cover  2016-12-15 11:00  $ Trailing Stop  $55.42    $810.00  $57,285.00    ($100.00)  64.08%  57.04%  $2.50  $5.00
 314  Sell Short  2016-12-15 14:00  Sell  $56.11  $0.00  1  $35.00  0.09%  $1,180.00  78.15%    $2.50  $5.00
   Buy to Cover  2016-12-15 20:00  $ Trailing Stop  $56.06    $50.00  $57,320.00    ($330.00)  25.17%  3.31%  $2.50  $5.00
 315  Sell Short  2016-12-22 11:00  Sell  $56.68  $0.00  1  $215.00  0.41%  $530.00  56.99%    $2.50  $5.00
   Buy to Cover  2016-12-23 10:00  $ Trailing Stop  $56.45    $230.00  $57,535.00    ($400.00)  67.74%  24.73%  $2.50  $5.00
 316  Buy  2016-12-28 10:00  Buy  $57.67  $0.00  1  $165.00  0.31%  $470.00  95.92%    $2.50  $5.00
   Sell  2016-12-28 11:00  $ Trailing Stop  $57.85    $180.00  $57,700.00    ($20.00)  40.82%  36.73%  $2.50  $5.00
 317  Buy  2016-12-28 16:00  Buy  $57.87  $0.00  1  $915.00  1.61%  $1,260.00  68.85%    $2.50  $5.00
   Sell  2017-01-03 06:00  $ Trailing Stop  $58.80    $930.00  $58,615.00    ($570.00)  81.97%  50.82%  $2.50  $5.00
 318  Sell Short  2017-01-04 01:00  Sell  $56.62  $0.00  1  $1,755.00  3.13%  $2,020.00  55.96%    $2.50  $5.00
   Buy to Cover  2017-01-11 02:00  Profit Target  $54.85    $1,770.00  $60,370.00    ($1,590.00)  93.07%  49.03%  $2.50  $5.00
 319  Sell Short  2017-01-11 06:00  Sell  $55.11  $0.00  1  ($515.00)  -0.91%  $470.00  41.23%    $2.50  $5.00
   Buy to Cover  2017-01-11 12:00  $ Trailing Stop  $55.61    ($500.00)  $59,855.00    ($670.00)  14.91%  -43.86%  $2.50  $5.00
 320  Sell Short  2017-01-18 23:00  Sell  $55.43  $0.00  1  ($1,725.00)  -3.08%  $510.00  22.97%    $2.50  $5.00
   Buy to Cover  2017-01-26 11:00  Stop Loss  $57.14    ($1,710.00)  $58,130.00    ($1,710.00)  0.00%  -77.03%  $2.50  $5.00
 321  Sell Short  2017-01-30 06:00  Sell  $56.27  $0.00  1  $435.00  0.80%  $920.00  75.41%    $2.50  $5.00
   Buy to Cover  2017-01-31 09:00  $ Trailing Stop  $55.82    $450.00  $58,565.00    ($300.00)  61.48%  36.89%  $2.50  $5.00
 322  Sell Short  2017-01-31 10:00  Sell  $56.08  $0.00  1  $25.00  0.07%  $340.00  36.56%    $2.50  $5.00
   Buy to Cover  2017-01-31 17:00  $ Trailing Stop  $56.04    $40.00  $58,590.00    ($590.00)  67.74%  4.30%  $2.50  $5.00
 323  Buy  2017-02-02 11:00  Buy  $57.06  $0.00  1  ($1,155.00)  -2.00%  $270.00  19.15%    $2.50  $5.00
   Sell  2017-02-07 05:00  Stop Loss  $55.92    ($1,140.00)  $57,435.00    ($1,140.00)  0.00%  -80.85%  $2.50  $5.00
 324  Buy  2017-02-13 03:00  Buy  $56.87  $0.00  1  ($1,035.00)  -1.79%  $130.00  11.30%    $2.50  $5.00
   Sell  2017-02-15 04:00  Stop Loss  $55.85    ($1,020.00)  $56,400.00    ($1,020.00)  0.00%  -88.70%  $2.50  $5.00
 325  Buy  2017-02-21 12:00  Buy  $57.25  $0.00  1  ($915.00)  -1.57%  $320.00  26.23%    $2.50  $5.00
   Sell  2017-02-22 10:00  Stop Loss  $56.35    ($900.00)  $55,485.00    ($900.00)  0.00%  -73.77%  $2.50  $5.00
 326  Buy  2017-03-01 04:00  Buy  $56.53  $0.00  1  $295.00  0.55%  $630.00  95.45%    $2.50  $5.00
   Sell  2017-03-01 11:00  $ Trailing Stop  $56.84    $310.00  $55,780.00    ($30.00)  51.52%  46.97%  $2.50  $5.00
 327  Sell Short  2017-03-03 05:00  Sell  $55.52  $0.00  1  ($965.00)  -1.71%  $220.00  18.80%    $2.50  $5.00
   Buy to Cover  2017-03-07 10:00  Stop Loss  $56.47    ($950.00)  $54,815.00    ($950.00)  0.00%  -81.20%  $2.50  $5.00
 328  Sell Short  2017-03-08 22:00  Sell  $53.33  $0.00  1  $1,335.00  2.53%  $1,820.00  88.78%    $2.50  $5.00
   Buy to Cover  2017-03-09 07:00  $ Trailing Stop  $51.98    $1,350.00  $56,150.00    ($230.00)  77.07%  65.85%  $2.50  $5.00
 329  Sell Short  2017-03-09 10:00  Sell  $52.34  $0.00  1  $355.00  0.71%  $1,030.00  66.03%    $2.50  $5.00
   Buy to Cover  2017-03-09 15:00  $ Trailing Stop  $51.97    $370.00  $56,505.00    ($530.00)  57.69%  23.72%  $2.50  $5.00
 330  Sell Short  2017-03-09 16:00  Sell  $51.95  $0.00  1  $495.00  0.98%  $1,270.00  59.07%    $2.50  $5.00
   Buy to Cover  2017-03-14 07:00  $ Trailing Stop  $51.44    $510.00  $57,000.00    ($880.00)  64.65%  23.72%  $2.50  $5.00
 331  Sell Short  2017-03-14 16:00  Sell  $50.43  $0.00  1  ($1,485.00)  -2.91%  $30.00  2.00%    $2.50  $5.00
   Buy to Cover  2017-03-15 19:00  Stop Loss  $51.90    ($1,470.00)  $55,515.00    ($1,470.00)  0.00%  -98.00%  $2.50  $5.00
 332  Sell Short  2017-03-20 12:00  Sell  $51.39  $0.00  1  $755.00  1.50%  $1,170.00  78.52%    $2.50  $5.00
   Buy to Cover  2017-03-21 16:00  $ Trailing Stop  $50.62    $770.00  $56,270.00    ($320.00)  73.15%  51.68%  $2.50  $5.00
 333  Sell Short  2017-03-22 13:00  Sell  $50.02  $0.00  1  $295.00  0.62%  $710.00  50.71%    $2.50  $5.00
   Buy to Cover  2017-03-27 12:00  $ Trailing Stop  $49.71    $310.00  $56,565.00    ($690.00)  71.43%  22.14%  $2.50  $5.00
 334  Buy  2017-04-03 06:00  Buy  $52.78  $0.00  1  $1,135.00  2.18%  $1,160.00  63.39%    $2.50  $5.00
   Sell  2017-04-05 09:00  Profit Target  $53.93    $1,150.00  $57,700.00    ($670.00)  99.45%  62.84%  $2.50  $5.00
 335  Buy  2017-04-11 04:00  Buy  $55.11  $0.00  1  $15.00  0.05%  $300.00  85.71%    $2.50  $5.00
   Sell  2017-04-11 06:00  $ Trailing Stop  $55.14    $30.00  $57,715.00    ($50.00)  22.86%  8.57%  $2.50  $5.00
 336  Buy  2017-04-11 12:00  Buy  $55.11  $0.00  1  $265.00  0.51%  $550.00  78.57%    $2.50  $5.00
   Sell  2017-04-11 16:00  $ Trailing Stop  $55.39    $280.00  $57,980.00    ($150.00)  61.43%  40.00%  $2.50  $5.00
 337  Buy  2017-04-12 13:00  Buy  $55.36  $0.00  1  ($105.00)  -0.16%  $260.00  38.24%    $2.50  $5.00
   Sell  2017-04-13 12:00  $ Trailing Stop  $55.27    ($90.00)  $57,875.00    ($420.00)  48.53%  -13.24%  $2.50  $5.00
 338  Sell Short  2017-04-19 22:00  Sell  $52.95  $0.00  1  $65.00  0.15%  $540.00  72.97%    $2.50  $5.00
   Buy to Cover  2017-04-20 11:00  $ Trailing Stop  $52.87    $80.00  $57,940.00    ($200.00)  37.84%  10.81%  $2.50  $5.00
 339  Sell Short  2017-04-20 13:00  Sell  $52.64  $0.00  1  $1,015.00  1.96%  $1,060.00  89.08%    $2.50  $5.00
   Buy to Cover  2017-04-21 12:00  $ Trailing Stop  $51.61    $1,030.00  $58,955.00    ($130.00)  97.48%  86.55%  $2.50  $5.00
 340  Sell Short  2017-04-24 03:00  Sell  $51.63  $0.00  1  $395.00  0.79%  $830.00  69.75%    $2.50  $5.00
   Buy to Cover  2017-04-24 12:00  $ Trailing Stop  $51.22    $410.00  $59,350.00    ($360.00)  64.71%  34.45%  $2.50  $5.00
 341  Sell Short  2017-04-25 00:00  Sell  $51.23  $0.00  1  $185.00  0.39%  $540.00  94.74%    $2.50  $5.00
   Buy to Cover  2017-04-25 11:00  $ Trailing Stop  $51.03    $200.00  $59,535.00    ($30.00)  40.35%  35.09%  $2.50  $5.00
 342  Sell Short  2017-04-25 15:00  Sell  $51.17  $0.00  1  $95.00  0.21%  $460.00  51.69%    $2.50  $5.00
   Buy to Cover  2017-04-26 11:00  $ Trailing Stop  $51.06    $110.00  $59,630.00    ($430.00)  60.67%  12.36%  $2.50  $5.00
 343  Sell Short  2017-04-27 15:00  Sell  $50.75  $0.00  1  $35.00  0.10%  $440.00  36.07%    $2.50  $5.00
   Buy to Cover  2017-05-02 05:00  $ Trailing Stop  $50.70    $50.00  $59,665.00    ($780.00)  68.03%  4.10%  $2.50  $5.00
 344  Sell Short  2017-05-03 16:00  Sell  $49.56  $0.00  1  $665.00  1.37%  $690.00  93.24%    $2.50  $5.00
   Buy to Cover  2017-05-04 09:00  $ Trailing Stop  $48.88    $680.00  $60,330.00    ($50.00)  98.65%  91.89%  $2.50  $5.00
 345  Sell Short  2017-05-05 04:00  Sell  $46.45  $0.00  1  ($2,185.00)  -4.67%  $0.00  0.00%    $2.50  $5.00
   Buy to Cover  2017-05-08 01:00  Stop Loss  $48.62    ($2,170.00)  $58,145.00    ($2,170.00)  0.00%  -100.00%  $2.50  $5.00
 346  Buy  2017-05-11 16:00  Buy  $49.58  $0.00  1  $1,255.00  2.56%  $1,640.00  78.10%    $2.50  $5.00
   Sell  2017-05-15 07:00  $ Trailing Stop  $50.85    $1,270.00  $59,400.00    ($460.00)  82.38%  60.48%  $2.50  $5.00
 347  Buy  2017-05-15 12:00  Buy  $50.95  $0.00  1  $1,635.00  3.24%  $1,650.00  58.93%    $2.50  $5.00
   Sell  2017-05-22 01:00  Profit Target  $52.60    $1,650.00  $61,035.00    ($1,150.00)  100.00%  58.93%  $2.50  $5.00
 348  Buy  2017-05-22 14:00  Buy  $52.46  $0.00  1  $385.00  0.76%  $520.00  53.06%    $2.50  $5.00
   Sell  2017-05-23 17:00  $ Trailing Stop  $52.86    $400.00  $61,420.00    ($460.00)  87.76%  40.82%  $2.50  $5.00
 349  Buy  2017-05-24 08:00  Buy  $52.85  $0.00  1  $55.00  0.13%  $410.00  65.08%    $2.50  $5.00
   Sell  2017-05-24 12:00  $ Trailing Stop  $52.92    $70.00  $61,475.00    ($220.00)  46.03%  11.11%  $2.50  $5.00
 350  Buy  2017-05-25 07:00  Buy  $52.34  $0.00  1  ($1,745.00)  -3.31%  $310.00  15.20%    $2.50  $5.00
   Sell  2017-05-25 13:00  Stop Loss  $50.61    ($1,730.00)  $59,730.00    ($1,730.00)  0.00%  -84.80%  $2.50  $5.00
 351  Sell Short  2017-05-26 05:00  Sell  $50.54  $0.00  1  $195.00  0.42%  $930.00  81.58%    $2.50  $5.00
   Buy to Cover  2017-05-26 10:00  $ Trailing Stop  $50.33    $210.00  $59,925.00    ($210.00)  36.84%  18.42%  $2.50  $5.00
 352  Sell Short  2017-05-31 14:00  Sell  $49.84  $0.00  1  $1,225.00  2.49%  $1,670.00  68.72%    $2.50  $5.00
   Buy to Cover  2017-06-02 07:00  $ Trailing Stop  $48.60    $1,240.00  $61,150.00    ($760.00)  82.30%  51.03%  $2.50  $5.00
 353  Sell Short  2017-06-02 11:00  Sell  $49.09  $0.00  1  $225.00  0.49%  $800.00  52.29%    $2.50  $5.00
   Buy to Cover  2017-06-05 14:00  $ Trailing Stop  $48.85    $240.00  $61,375.00    ($730.00)  63.40%  15.69%  $2.50  $5.00
 354  Sell Short  2017-06-05 15:00  Sell  $48.84  $0.00  1  $1,225.00  2.54%  $1,760.00  64.00%    $2.50  $5.00
   Buy to Cover  2017-06-08 06:00  $ Trailing Stop  $47.60    $1,240.00  $62,600.00    ($990.00)  81.09%  45.09%  $2.50  $5.00
 355  Sell Short  2017-06-09 07:00  Sell  $47.26  $0.00  1  $915.00  1.97%  $1,290.00  59.45%    $2.50  $5.00
   Buy to Cover  2017-06-14 15:00  $ Trailing Stop  $46.33    $930.00  $63,515.00    ($880.00)  83.41%  42.86%  $2.50  $5.00
 356  Sell Short  2017-06-16 05:00  Sell  $46.14  $0.00  1  ($15.00)  0.00%  $250.00  50.00%    $2.50  $5.00
   Buy to Cover  2017-06-19 06:00  $ Trailing Stop  $46.14    $0.00  $63,500.00    ($250.00)  50.00%  0.00%  $2.50  $5.00
 357  Sell Short  2017-06-20 16:00  Sell  $44.69  $0.00  1  $45.00  0.13%  $450.00  59.21%    $2.50  $5.00
   Buy to Cover  2017-06-21 05:00  $ Trailing Stop  $44.63    $60.00  $63,545.00    ($310.00)  48.68%  7.89%  $2.50  $5.00
 358  Buy  2017-06-29 11:00  Buy  $46.28  $0.00  1  ($15.00)  0.00%  $380.00  73.08%    $2.50  $5.00
   Sell  2017-06-29 13:00  $ Trailing Stop  $46.28    $0.00  $63,530.00    ($140.00)  26.92%  0.00%  $2.50  $5.00
 359  Buy  2017-06-29 14:00  Buy  $46.15  $0.00  1  $1,345.00  2.95%  $1,410.00  82.94%    $2.50  $5.00
   Sell  2017-07-03 03:00  Profit Target  $47.51    $1,360.00  $64,875.00    ($290.00)  97.06%  80.00%  $2.50  $5.00
 360  Buy  2017-07-03 07:00  Buy  $47.22  $0.00  1  $775.00  1.67%  $1,120.00  97.39%    $2.50  $5.00
   Sell  2017-07-03 22:00  $ Trailing Stop  $48.01    $790.00  $65,650.00    ($30.00)  71.30%  68.70%  $2.50  $5.00
 361  Buy  2017-07-04 23:00  Buy  $48.20  $0.00  1  $15.00  0.06%  $250.00  83.33%    $2.50  $5.00
   Sell  2017-07-05 05:00  $ Trailing Stop  $48.23    $30.00  $65,665.00    ($50.00)  26.67%  10.00%  $2.50  $5.00
 362  Sell Short  2017-07-07 10:00  Sell  $45.93  $0.00  1  $445.00  1.00%  $940.00  85.45%    $2.50  $5.00
   Buy to Cover  2017-07-07 12:00  $ Trailing Stop  $45.47    $460.00  $66,110.00    ($160.00)  56.36%  41.82%  $2.50  $5.00
 363  Sell Short  2017-07-10 01:00  Sell  $45.79  $0.00  1  $425.00  0.96%  $930.00  93.94%    $2.50  $5.00
   Buy to Cover  2017-07-10 10:00  $ Trailing Stop  $45.35    $440.00  $66,535.00    ($60.00)  50.51%  44.44%  $2.50  $5.00
 364  Sell Short  2017-07-10 11:00  Sell  $45.36  $0.00  1  ($1,775.00)  -3.88%  $320.00  15.38%    $2.50  $5.00
   Buy to Cover  2017-07-12 02:00  Stop Loss  $47.12    ($1,760.00)  $64,760.00    ($1,760.00)  0.00%  -84.62%  $2.50  $5.00
 365  Buy  2017-07-17 10:00  Buy  $47.50  $0.00  1  $145.00  0.34%  $640.00  57.14%    $2.50  $5.00
   Sell  2017-07-18 10:00  $ Trailing Stop  $47.66    $160.00  $64,905.00    ($480.00)  57.14%  14.29%  $2.50  $5.00
 366  Buy  2017-07-20 13:00  Buy  $48.07  $0.00  1  ($915.00)  -1.87%  $140.00  13.46%    $2.50  $5.00
   Sell  2017-07-21 10:00  Stop Loss  $47.17    ($900.00)  $63,990.00    ($900.00)  0.00%  -86.54%  $2.50  $5.00
 367  Sell Short  2017-07-24 07:00  Sell  $46.89  $0.00  1  ($1,585.00)  -3.35%  $250.00  13.74%    $2.50  $5.00
   Buy to Cover  2017-07-25 12:00  Stop Loss  $48.46    ($1,570.00)  $62,405.00    ($1,570.00)  0.00%  -86.26%  $2.50  $5.00
 368  Buy  2017-07-26 06:00  Buy  $49.30  $0.00  1  ($25.00)  -0.02%  $570.00  56.44%    $2.50  $5.00
   Sell  2017-07-26 12:00  $ Trailing Stop  $49.29    ($10.00)  $62,380.00    ($440.00)  42.57%  -0.99%  $2.50  $5.00
 369  Buy  2017-07-31 06:00  Buy  $50.67  $0.00  1  $405.00  0.83%  $760.00  60.80%    $2.50  $5.00
   Sell  2017-08-01 07:00  $ Trailing Stop  $51.09    $420.00  $62,785.00    ($490.00)  72.80%  33.60%  $2.50  $5.00
 370  Buy  2017-08-01 09:00  Buy  $50.86  $0.00  1  ($965.00)  -1.87%  $150.00  13.64%    $2.50  $5.00
   Sell  2017-08-01 12:00  Stop Loss  $49.91    ($950.00)  $61,820.00    ($950.00)  0.00%  -86.36%  $2.50  $5.00
 371  Buy  2017-08-10 12:00  Buy  $50.41  $0.00  1  ($1,095.00)  -2.14%  $110.00  9.24%    $2.50  $5.00
   Sell  2017-08-11 00:00  Stop Loss  $49.33    ($1,080.00)  $60,725.00    ($1,080.00)  0.00%  -90.76%  $2.50  $5.00
 372  Sell Short  2017-08-11 10:00  Sell  $49.43  $0.00  1  $85.00  0.20%  $450.00  88.24%    $2.50  $5.00
   Buy to Cover  2017-08-11 12:00  $ Trailing Stop  $49.33    $100.00  $60,810.00    ($60.00)  31.37%  19.61%  $2.50  $5.00
 373  Sell Short  2017-08-15 14:00  Sell  $48.46  $0.00  1  $675.00  1.42%  $1,000.00  65.36%    $2.50  $5.00
   Buy to Cover  2017-08-17 10:00  $ Trailing Stop  $47.77    $690.00  $61,485.00    ($530.00)  79.74%  45.10%  $2.50  $5.00
 374  Sell Short  2017-08-17 12:00  Sell  $48.08  $0.00  1  $15.00  0.06%  $280.00  90.32%    $2.50  $5.00
   Buy to Cover  2017-08-17 14:00  $ Trailing Stop  $48.05    $30.00  $61,500.00    ($30.00)  19.35%  9.68%  $2.50  $5.00
 375  Buy  2017-08-21 11:00  Buy  $49.22  $0.00  1  ($1,595.00)  -3.21%  $170.00  9.71%    $2.50  $5.00
   Sell  2017-08-28 11:00  Stop Loss  $47.64    ($1,580.00)  $59,905.00    ($1,580.00)  0.00%  -90.29%  $2.50  $5.00
 376  Sell Short  2017-08-28 19:00  Sell  $47.71  $0.00  1  $405.00  0.88%  $620.00  86.11%    $2.50  $5.00
   Buy to Cover  2017-08-29 11:00  $ Trailing Stop  $47.29    $420.00  $60,310.00    ($100.00)  72.22%  58.33%  $2.50  $5.00
 377  Sell Short  2017-08-29 15:00  Sell  $47.18  $0.00  1  $35.00  0.11%  $490.00  65.33%    $2.50  $5.00
   Buy to Cover  2017-08-30 11:00  $ Trailing Stop  $47.13    $50.00  $60,345.00    ($260.00)  41.33%  6.67%  $2.50  $5.00
 378  Sell Short  2017-08-30 13:00  Sell  $47.44  $0.00  1  $695.00  1.50%  $1,010.00  95.28%    $2.50  $5.00
   Buy to Cover  2017-08-30 21:00  $ Trailing Stop  $46.73    $710.00  $61,040.00    ($50.00)  71.70%  66.98%  $2.50  $5.00
 379  Sell Short  2017-08-31 05:00  Sell  $46.85  $0.00  1  ($1,165.00)  -2.45%  $60.00  4.96%    $2.50  $5.00
   Buy to Cover  2017-08-31 11:00  Stop Loss  $48.00    ($1,150.00)  $59,875.00    ($1,150.00)  0.00%  -95.04%  $2.50  $5.00
 380  Buy  2017-09-05 23:00  Buy  $49.43  $0.00  1  $395.00  0.83%  $700.00  94.59%    $2.50  $5.00
   Sell  2017-09-06 10:00  $ Trailing Stop  $49.84    $410.00  $60,270.00    ($40.00)  60.81%  55.41%  $2.50  $5.00
 381  Buy  2017-09-06 16:00  Buy  $49.95  $0.00  1  ($1,005.00)  -1.98%  $230.00  18.85%    $2.50  $5.00
   Sell  2017-09-08 11:00  Stop Loss  $48.96    ($990.00)  $59,265.00    ($990.00)  0.00%  -81.15%  $2.50  $5.00
 382  Sell Short  2017-09-11 02:00  Sell  $48.71  $0.00  1  $435.00  0.92%  $860.00  91.49%    $2.50  $5.00
   Buy to Cover  2017-09-11 11:00  $ Trailing Stop  $48.26    $450.00  $59,700.00    ($80.00)  56.38%  47.87%  $2.50  $5.00
 383  Buy  2017-09-14 16:00  Buy  $50.50  $0.00  1  $155.00  0.34%  $460.00  65.71%    $2.50  $5.00
   Sell  2017-09-15 07:00  $ Trailing Stop  $50.67    $170.00  $59,855.00    ($240.00)  58.57%  24.29%  $2.50  $5.00
 384  Buy  2017-09-26 05:00  Buy  $52.27  $0.00  1  $15.00  0.06%  $370.00  40.66%    $2.50  $5.00
   Sell  2017-09-27 05:00  $ Trailing Stop  $52.30    $30.00  $59,870.00    ($540.00)  62.64%  3.30%  $2.50  $5.00
 385  Buy  2017-09-27 06:00  Buy  $52.20  $0.00  1  $25.00  0.08%  $360.00  61.02%    $2.50  $5.00
   Sell  2017-09-27 11:00  $ Trailing Stop  $52.24    $40.00  $59,895.00    ($230.00)  45.76%  6.78%  $2.50  $5.00
 386  Buy  2017-09-28 12:00  Buy  $52.74  $0.00  1  ($905.00)  -1.69%  $0.00  0.00%    $2.50  $5.00
   Sell  2017-09-28 12:00  Stop Loss  $51.85    ($890.00)  $58,990.00    ($890.00)  0.00%  -100.00%  $2.50  $5.00
 387  Sell Short  2017-10-03 05:00  Sell  $50.87  $0.00  1  $65.00  0.16%  $350.00  76.09%    $2.50  $5.00
   Buy to Cover  2017-10-03 10:00  $ Trailing Stop  $50.79    $80.00  $59,055.00    ($110.00)  41.30%  17.39%  $2.50  $5.00
 388  Sell Short  2017-10-04 05:00  Sell  $50.46  $0.00  1  $95.00  0.22%  $400.00  43.96%    $2.50  $5.00
   Buy to Cover  2017-10-04 14:00  $ Trailing Stop  $50.35    $110.00  $59,150.00    ($510.00)  68.13%  12.09%  $2.50  $5.00
 389  Sell Short  2017-10-09 05:00  Sell  $49.79  $0.00  1  ($1,205.00)  -2.39%  $360.00  23.23%    $2.50  $5.00
   Buy to Cover  2017-10-10 11:00  Stop Loss  $50.98    ($1,190.00)  $57,945.00    ($1,190.00)  0.00%  -76.77%  $2.50  $5.00
 390  Buy  2017-10-13 12:00  Buy  $51.54  $0.00  1  $675.00  1.34%  $730.00  73.00%    $2.50  $5.00
   Sell  2017-10-16 04:00  $ Trailing Stop  $52.23    $690.00  $58,620.00    ($270.00)  96.00%  69.00%  $2.50  $5.00
 391  Buy  2017-10-16 12:00  Buy  $52.11  $0.00  1  ($15.00)  0.00%  $440.00  68.75%    $2.50  $5.00
   Sell  2017-10-17 11:00  $ Trailing Stop  $52.11    $0.00  $58,605.00    ($200.00)  31.25%  0.00%  $2.50  $5.00
 392  Buy  2017-10-23 07:00  Buy  $51.93  $0.00  1  $135.00  0.29%  $590.00  65.56%    $2.50  $5.00
   Sell  2017-10-24 11:00  $ Trailing Stop  $52.08    $150.00  $58,740.00    ($310.00)  51.11%  16.67%  $2.50  $5.00
 393  Buy  2017-10-24 12:00  Buy  $52.09  $0.00  1  $275.00  0.56%  $600.00  71.43%    $2.50  $5.00
   Sell  2017-10-25 02:00  $ Trailing Stop  $52.38    $290.00  $59,015.00    ($240.00)  63.10%  34.52%  $2.50  $5.00
 394  Buy  2017-10-25 06:00  Buy  $52.30  $0.00  1  $335.00  0.67%  $630.00  64.95%    $2.50  $5.00
   Sell  2017-10-27 02:00  $ Trailing Stop  $52.65    $350.00  $59,350.00    ($340.00)  71.13%  36.08%  $2.50  $5.00
 395  Buy  2017-10-27 06:00  Buy  $52.66  $0.00  1  $1,275.00  2.45%  $1,290.00  79.14%    $2.50  $5.00
   Sell  2017-10-27 12:00  Profit Target  $53.95    $1,290.00  $60,625.00    ($340.00)  100.00%  79.14%  $2.50  $5.00
 396  Buy  2017-10-30 07:00  Buy  $53.83  $0.00  1  $285.00  0.56%  $700.00  100.00%    $2.50  $5.00
   Sell  2017-10-30 11:00  $ Trailing Stop  $54.13    $300.00  $60,910.00    $0.00  42.86%  42.86%  $2.50  $5.00
 397  Buy  2017-10-30 12:00  Buy  $54.05  $0.00  1  $755.00  1.42%  $1,240.00  87.94%    $2.50  $5.00
   Sell  2017-11-01 11:00  $ Trailing Stop  $54.82    $770.00  $61,665.00    ($170.00)  66.67%  54.61%  $2.50  $5.00
 398  Buy  2017-11-06 10:00  Buy  $55.92  $0.00  1  $1,335.00  2.41%  $1,560.00  89.14%    $2.50  $5.00
   Sell  2017-11-06 15:00  $ Trailing Stop  $57.27    $1,350.00  $63,000.00    ($190.00)  88.00%  77.14%  $2.50  $5.00
 399  Buy  2017-11-07 06:00  Buy  $57.33  $0.00  1  ($375.00)  -0.63%  $660.00  43.71%    $2.50  $5.00
   Sell  2017-11-08 14:00  $ Trailing Stop  $56.97    ($360.00)  $62,625.00    ($850.00)  32.45%  -23.84%  $2.50  $5.00
 400  Buy  2017-11-22 11:00  Buy  $57.60  $0.00  1  $5.00  0.03%  $370.00  48.68%    $2.50  $5.00
   Sell  2017-11-22 14:00  $ Trailing Stop  $57.62    $20.00  $62,630.00    ($390.00)  53.95%  2.63%  $2.50  $5.00
 401  Buy  2017-11-23 06:00  Buy  $57.69  $0.00  1  $805.00  1.42%  $1,110.00  99.11%    $2.50  $5.00
   Sell  2017-11-24 10:00  $ Trailing Stop  $58.51    $820.00  $63,435.00    ($10.00)  74.11%  73.21%  $2.50  $5.00
 402  Buy  2017-11-27 04:00  Buy  $58.40  $0.00  1  ($905.00)  -1.52%  $110.00  11.00%    $2.50  $5.00
   Sell  2017-11-27 11:00  Stop Loss  $57.51    ($890.00)  $62,530.00    ($890.00)  0.00%  -89.00%  $2.50  $5.00
 403  Sell Short  2017-11-29 16:00  Sell  $57.30  $0.00  1  ($25.00)  -0.02%  $600.00  51.72%    $2.50  $5.00
   Buy to Cover  2017-11-30 12:00  $ Trailing Stop  $57.31    ($10.00)  $62,505.00    ($560.00)  47.41%  -0.86%  $2.50  $5.00
 404  Sell Short  2017-12-05 11:00  Sell  $57.41  $0.00  1  $15.00  0.05%  $260.00  61.90%    $2.50  $5.00
   Buy to Cover  2017-12-05 13:00  $ Trailing Stop  $57.38    $30.00  $62,520.00    ($160.00)  45.24%  7.14%  $2.50  $5.00
 405  Sell Short  2017-12-07 06:00  Sell  $56.02  $0.00  1  ($1,085.00)  -1.91%  $150.00  12.30%    $2.50  $5.00
   Buy to Cover  2017-12-08 07:00  Stop Loss  $57.09    ($1,070.00)  $61,435.00    ($1,070.00)  0.00%  -87.70%  $2.50  $5.00
 406  Sell Short  2017-12-14 12:00  Sell  $56.49  $0.00  1  ($1,025.00)  -1.79%  $160.00  13.68%    $2.50  $5.00
   Buy to Cover  2017-12-18 01:00  Stop Loss  $57.50    ($1,010.00)  $60,410.00    ($1,010.00)  0.00%  -86.32%  $2.50  $5.00
 407  Buy  2017-12-26 06:00  Buy  $58.24  $0.00  1  $1,025.00  1.79%  $1,040.00  93.69%    $2.50  $5.00
   Sell  2017-12-26 11:00  Profit Target  $59.28    $1,040.00  $61,435.00    ($70.00)  100.00%  93.69%  $2.50  $5.00
 408  Buy  2017-12-27 03:00  Buy  $59.54  $0.00  1  $305.00  0.54%  $620.00  62.63%    $2.50  $5.00
   Sell  2017-12-29 07:00  $ Trailing Stop  $59.86    $320.00  $61,740.00    ($370.00)  69.70%  32.32%  $2.50  $5.00
 409  Buy  2017-12-29 09:00  Buy  $59.87  $0.00  1  ($55.00)  -0.07%  $230.00  71.88%    $2.50  $5.00
   Sell  2017-12-29 11:00  $ Trailing Stop  $59.83    ($40.00)  $61,685.00    ($90.00)  15.62%  -12.50%  $2.50  $5.00
 410  Buy  2017-12-29 17:00  Buy  $59.97  $0.00  1  $315.00  0.55%  $610.00  89.71%    $2.50  $5.00
   Sell  2018-01-02 05:00  $ Trailing Stop  $60.30    $330.00  $62,000.00    ($70.00)  58.82%  48.53%  $2.50  $5.00
 411  Buy  2018-01-02 06:00  Buy  $60.16  $0.00  1  $975.00  1.65%  $990.00  81.82%    $2.50  $5.00
   Sell  2018-01-03 11:00  Profit Target  $61.15    $990.00  $62,975.00    ($220.00)  100.00%  81.82%  $2.50  $5.00
 412  Buy  2018-01-04 05:00  Buy  $61.72  $0.00  1  $345.00  0.58%  $680.00  46.26%    $2.50  $5.00
   Sell  2018-01-08 20:00  $ Trailing Stop  $62.08    $360.00  $63,320.00    ($790.00)  78.23%  24.49%  $2.50  $5.00
 413  Buy  2018-01-10 12:00  Buy  $63.14  $0.00  1  $475.00  0.78%  $780.00  87.64%    $2.50  $5.00
   Sell  2018-01-11 09:00  $ Trailing Stop  $63.63    $490.00  $63,795.00    ($110.00)  67.42%  55.06%  $2.50  $5.00
 414  Buy  2018-01-11 15:00  Buy  $64.07  $0.00  1  ($1,145.00)  -1.76%  $20.00  1.74%    $2.50  $5.00
   Sell  2018-01-12 08:00  Stop Loss  $62.94    ($1,130.00)  $62,650.00    ($1,130.00)  0.00%  -98.26%  $2.50  $5.00
 415  Buy  2018-01-15 06:00  Buy  $64.06  $0.00  1  $195.00  0.33%  $670.00  85.90%    $2.50  $5.00
   Sell  2018-01-15 21:00  $ Trailing Stop  $64.27    $210.00  $62,845.00    ($110.00)  41.03%  26.92%  $2.50  $5.00
 416  Buy  2018-01-15 22:00  Buy  $64.33  $0.00  1  ($1,175.00)  -1.80%  $140.00  10.77%    $2.50  $5.00
   Sell  2018-01-17 06:00  Stop Loss  $63.17    ($1,160.00)  $61,670.00    ($1,160.00)  0.00%  -89.23%  $2.50  $5.00
 417  Buy  2018-01-23 23:00  Buy  $64.27  $0.00  1  $625.00  1.00%  $1,040.00  98.11%    $2.50  $5.00
   Sell  2018-01-24 12:00  $ Trailing Stop  $64.91    $640.00  $62,295.00    ($20.00)  62.26%  60.38%  $2.50  $5.00
 418  Buy  2018-01-24 13:00  Buy  $64.70  $0.00  1  $1,225.00  1.92%  $1,630.00  95.88%    $2.50  $5.00
   Sell  2018-01-25 05:00  $ Trailing Stop  $65.94    $1,240.00  $63,520.00    ($70.00)  77.06%  72.94%  $2.50  $5.00
 419  Buy  2018-01-25 12:00  Buy  $65.76  $0.00  1  $95.00  0.17%  $530.00  35.57%    $2.50  $5.00
   Sell  2018-01-29 06:00  $ Trailing Stop  $65.87    $110.00  $63,615.00    ($960.00)  71.81%  7.38%  $2.50  $5.00
 420  Sell Short  2018-01-31 04:00  Sell  $64.02  $0.00  1  ($1,285.00)  -1.98%  $290.00  18.59%    $2.50  $5.00
   Buy to Cover  2018-02-01 05:00  Stop Loss  $65.29    ($1,270.00)  $62,330.00    ($1,270.00)  0.00%  -81.41%  $2.50  $5.00
 421  Sell Short  2018-02-02 14:00  Sell  $65.10  $0.00  1  $55.00  0.11%  $570.00  50.89%    $2.50  $5.00
   Buy to Cover  2018-02-05 05:00  $ Trailing Stop  $65.03    $70.00  $62,385.00    ($550.00)  55.36%  6.25%  $2.50  $5.00
 422  Sell Short  2018-02-13 13:00  Sell  $59.02  $0.00  1  $425.00  0.75%  $930.00  72.09%    $2.50  $5.00
   Buy to Cover  2018-02-14 11:00  $ Trailing Stop  $58.58    $440.00  $62,810.00    ($360.00)  62.02%  34.11%  $2.50  $5.00
 423  Buy  2018-02-16 11:00  Buy  $61.08  $0.00  1  $425.00  0.72%  $850.00  76.58%    $2.50  $5.00
   Sell  2018-02-16 14:00  $ Trailing Stop  $61.52    $440.00  $63,235.00    ($260.00)  63.06%  39.64%  $2.50  $5.00
 424  Buy  2018-02-20 06:00  Buy  $62.08  $0.00  1  ($5.00)  0.02%  $410.00  41.00%    $2.50  $5.00
   Sell  2018-02-20 14:00  $ Trailing Stop  $62.09    $10.00  $63,230.00    ($590.00)  60.00%  1.00%  $2.50  $5.00
 425  Buy  2018-02-23 06:00  Buy  $62.58  $0.00  1  $775.00  1.26%  $1,210.00  86.43%    $2.50  $5.00
   Sell  2018-02-23 15:00  $ Trailing Stop  $63.37    $790.00  $64,005.00    ($190.00)  70.00%  56.43%  $2.50  $5.00
 426  Buy  2018-02-27 01:00  Buy  $63.84  $0.00  1  ($1,215.00)  -1.88%  $150.00  11.11%    $2.50  $5.00
   Sell  2018-02-27 21:00  Stop Loss  $62.64    ($1,200.00)  $62,790.00    ($1,200.00)  0.00%  -88.89%  $2.50  $5.00
 427  Sell Short  2018-03-08 10:00  Sell  $61.27  $0.00  1  $675.00  1.13%  $1,100.00  86.61%    $2.50  $5.00
   Buy to Cover  2018-03-08 12:00  $ Trailing Stop  $60.58    $690.00  $63,465.00    ($170.00)  67.72%  54.33%  $2.50  $5.00
 428  Sell Short  2018-03-09 07:00  Sell  $60.67  $0.00  1  ($1,205.00)  -1.96%  $100.00  7.75%    $2.50  $5.00
   Buy to Cover  2018-03-09 12:00  Stop Loss  $61.86    ($1,190.00)  $62,260.00    ($1,190.00)  0.00%  -92.25%  $2.50  $5.00
 429  Sell Short  2018-03-13 19:00  Sell  $60.93  $0.00  1  $135.00  0.25%  $760.00  62.30%    $2.50  $5.00
   Buy to Cover  2018-03-14 13:00  $ Trailing Stop  $60.78    $150.00  $62,395.00    ($460.00)  50.00%  12.30%  $2.50  $5.00
 430  Buy  2018-03-22 00:00  Buy  $65.19  $0.00  1  $355.00  0.57%  $810.00  42.86%    $2.50  $5.00
   Sell  2018-03-26 01:00  $ Trailing Stop  $65.56    $370.00  $62,750.00    ($1,080.00)  76.72%  19.58%  $2.50  $5.00
 431  Buy  2018-03-26 11:00  Buy  $65.56  $0.00  1  $315.00  0.50%  $850.00  63.91%    $2.50  $5.00
   Sell  2018-03-27 10:00  $ Trailing Stop  $65.89    $330.00  $63,065.00    ($480.00)  60.90%  24.81%  $2.50  $5.00
 432  Buy  2018-03-27 11:00  Buy  $65.47  $0.00  1  ($1,305.00)  -1.97%  $200.00  13.42%    $2.50  $5.00
   Sell  2018-03-28 12:00  Stop Loss  $64.18    ($1,290.00)  $61,760.00    ($1,290.00)  0.00%  -86.58%  $2.50  $5.00
 433  Sell Short  2018-04-03 05:00  Sell  $63.32  $0.00  1  $645.00  1.04%  $1,160.00  68.24%    $2.50  $5.00
   Buy to Cover  2018-04-04 08:00  $ Trailing Stop  $62.66    $660.00  $62,405.00    ($540.00)  70.59%  38.82%  $2.50  $5.00
 434  Sell Short  2018-04-04 13:00  Sell  $63.15  $0.00  1  $825.00  1.33%  $1,340.00  58.01%    $2.50  $5.00
   Buy to Cover  2018-04-09 01:00  $ Trailing Stop  $62.31    $840.00  $63,230.00    ($970.00)  78.35%  36.36%  $2.50  $5.00
 435  Sell Short  2018-04-09 10:00  Sell  $62.74  $0.00  1  ($1,765.00)  -2.79%  $100.00  5.41%    $2.50  $5.00
   Buy to Cover  2018-04-10 08:00  Stop Loss  $64.49    ($1,750.00)  $61,465.00    ($1,750.00)  0.00%  -94.59%  $2.50  $5.00
 436  Buy  2018-04-12 06:00  Buy  $66.61  $0.00  1  $535.00  0.83%  $1,150.00  65.34%    $2.50  $5.00
   Sell  2018-04-13 07:00  $ Trailing Stop  $67.16    $550.00  $62,000.00    ($610.00)  65.91%  31.25%  $2.50  $5.00
 437  Buy  2018-04-13 08:00  Buy  $66.93  $0.00  1  $155.00  0.25%  $630.00  73.26%    $2.50  $5.00
   Sell  2018-04-13 11:00  $ Trailing Stop  $67.10    $170.00  $62,155.00    ($230.00)  46.51%  19.77%  $2.50  $5.00
 438  Buy  2018-04-16 03:00  Buy  $66.81  $0.00  1  $1,605.00  2.42%  $1,620.00  56.45%    $2.50  $5.00
   Sell  2018-04-18 11:00  Profit Target  $68.43    $1,620.00  $63,760.00    ($1,250.00)  100.00%  56.45%  $2.50  $5.00
 439  Buy  2018-04-18 14:00  Buy  $67.76  $0.00  1  $1,065.00  1.59%  $1,510.00  96.79%    $2.50  $5.00
   Sell  2018-04-19 07:00  $ Trailing Stop  $68.84    $1,080.00  $64,825.00    ($50.00)  72.44%  69.23%  $2.50  $5.00
 440  Buy  2018-04-19 11:00  Buy  $68.80  $0.00  1  $35.00  0.07%  $560.00  71.79%    $2.50  $5.00
   Sell  2018-04-19 13:00  $ Trailing Stop  $68.85    $50.00  $64,860.00    ($220.00)  34.62%  6.41%  $2.50  $5.00
 441  Buy  2018-04-24 09:00  Buy  $68.77  $0.00  1  $195.00  0.31%  $620.00  68.89%    $2.50  $5.00
   Sell  2018-04-24 12:00  $ Trailing Stop  $68.98    $210.00  $65,055.00    ($280.00)  54.44%  23.33%  $2.50  $5.00
 442  Buy  2018-05-10 23:00  Buy  $71.35  $0.00  1  $95.00  0.15%  $580.00  34.94%    $2.50  $5.00
   Sell  2018-05-15 10:00  $ Trailing Stop  $71.46    $110.00  $65,150.00    ($1,080.00)  71.69%  6.63%  $2.50  $5.00
 443  Buy  2018-05-17 12:00  Buy  $71.90  $0.00  1  $415.00  0.60%  $810.00  47.93%    $2.50  $5.00
   Sell  2018-05-22 10:00  $ Trailing Stop  $72.33    $430.00  $65,565.00    ($880.00)  77.51%  25.44%  $2.50  $5.00
 444  Buy  2018-05-22 11:00  Buy  $72.31  $0.00  1  $235.00  0.35%  $520.00  85.25%    $2.50  $5.00
   Sell  2018-05-22 13:00  $ Trailing Stop  $72.56    $250.00  $65,800.00    ($90.00)  55.74%  40.98%  $2.50  $5.00
 445  Buy  2018-05-22 15:00  Buy  $72.13  $0.00  1  ($1,035.00)  -1.41%  $100.00  8.93%    $2.50  $5.00
   Sell  2018-05-24 08:00  Stop Loss  $71.11    ($1,020.00)  $64,765.00    ($1,020.00)  0.00%  -91.07%  $2.50  $5.00
 446  Sell Short  2018-05-28 20:00  Sell  $66.62  $0.00  1  $135.00  0.23%  $770.00  53.85%    $2.50  $5.00
   Buy to Cover  2018-05-29 14:00  $ Trailing Stop  $66.47    $150.00  $64,900.00    ($660.00)  56.64%  10.49%  $2.50  $5.00
 447  Sell Short  2018-05-29 16:00  Sell  $66.61  $0.00  1  ($1,775.00)  -2.64%  $330.00  15.79%    $2.50  $5.00
   Buy to Cover  2018-05-30 13:00  Stop Loss  $68.37    ($1,760.00)  $63,125.00    ($1,760.00)  0.00%  -84.21%  $2.50  $5.00
 448  Sell Short  2018-06-04 11:00  Sell  $65.78  $0.00  1  $625.00  0.97%  $1,280.00  95.52%    $2.50  $5.00
   Buy to Cover  2018-06-05 01:00  $ Trailing Stop  $65.14    $640.00  $63,750.00    ($60.00)  52.24%  47.76%  $2.50  $5.00
 449  Sell Short  2018-06-05 12:00  Sell  $64.73  $0.00  1  $125.00  0.22%  $530.00  31.36%    $2.50  $5.00
   Buy to Cover  2018-06-06 12:00  $ Trailing Stop  $64.59    $140.00  $63,875.00    ($1,160.00)  76.92%  8.28%  $2.50  $5.00
 450  Buy  2018-06-25 03:00  Buy  $68.50  $0.00  1  $325.00  0.50%  $800.00  95.24%    $2.50  $5.00
   Sell  2018-06-25 10:00  $ Trailing Stop  $68.84    $340.00  $64,200.00    ($40.00)  45.24%  40.48%  $2.50  $5.00
 451  Buy  2018-06-25 12:00  Buy  $68.70  $0.00  1  $2,575.00  3.77%  $2,670.00  76.07%    $2.50  $5.00
   Sell  2018-06-27 09:00  Profit Target  $71.29    $2,590.00  $66,775.00    ($840.00)  97.72%  73.79%  $2.50  $5.00
 452  Buy  2018-06-28 10:00  Buy  $72.55  $0.00  1  $1,125.00  1.57%  $1,620.00  98.18%    $2.50  $5.00
   Sell  2018-06-28 12:00  $ Trailing Stop  $73.69    $1,140.00  $67,900.00    ($30.00)  70.91%  69.09%  $2.50  $5.00
 453  Buy  2018-06-28 19:00  Buy  $73.43  $0.00  1  $525.00  0.74%  $1,140.00  76.00%    $2.50  $5.00
   Sell  2018-06-29 12:00  $ Trailing Stop  $73.97    $540.00  $68,425.00    ($360.00)  60.00%  36.00%  $2.50  $5.00
 454  Buy  2018-07-10 12:00  Buy  $74.17  $0.00  1  ($1,285.00)  -1.71%  $360.00  22.09%    $2.50  $5.00
   Sell  2018-07-11 11:00  Stop Loss  $72.90    ($1,270.00)  $67,140.00    ($1,270.00)  0.00%  -77.91%  $2.50  $5.00
 455  Sell Short  2018-07-12 03:00  Sell  $70.96  $0.00  1  $165.00  0.25%  $940.00  69.12%    $2.50  $5.00
   Buy to Cover  2018-07-12 11:00  $ Trailing Stop  $70.78    $180.00  $67,305.00    ($420.00)  44.12%  13.24%  $2.50  $5.00
 456  Sell Short  2018-07-12 15:00  Sell  $70.37  $0.00  1  $2,005.00  2.87%  $2,650.00  64.95%    $2.50  $5.00
   Buy to Cover  2018-07-16 15:00  $ Trailing Stop  $68.35    $2,020.00  $69,310.00    ($1,430.00)  84.56%  49.51%  $2.50  $5.00
 457  Sell Short  2018-07-17 08:00  Sell  $68.31  $0.00  1  $595.00  0.89%  $980.00  93.33%    $2.50  $5.00
   Buy to Cover  2018-07-17 11:00  $ Trailing Stop  $67.70    $610.00  $69,905.00    ($70.00)  64.76%  58.10%  $2.50  $5.00
 458  Sell Short  2018-07-17 15:00  Sell  $68.51  $0.00  1  $555.00  0.83%  $1,160.00  94.31%    $2.50  $5.00
   Buy to Cover  2018-07-18 11:00  $ Trailing Stop  $67.94    $570.00  $70,460.00    ($70.00)  52.03%  46.34%  $2.50  $5.00
 459  Buy  2018-07-27 05:00  Buy  $70.48  $0.00  1  ($5.00)  0.01%  $350.00  68.63%    $2.50  $5.00
   Sell  2018-07-27 11:00  $ Trailing Stop  $70.49    $10.00  $70,455.00    ($160.00)  33.33%  1.96%  $2.50  $5.00
 460  Buy  2018-07-27 12:00  Buy  $70.29  $0.00  1  $855.00  1.24%  $1,200.00  55.30%    $2.50  $5.00
   Sell  2018-07-30 11:00  $ Trailing Stop  $71.16    $870.00  $71,310.00    ($970.00)  84.79%  40.09%  $2.50  $5.00
 461  Buy  2018-07-30 16:00  Buy  $71.05  $0.00  1  ($1,445.00)  -2.01%  $230.00  13.86%    $2.50  $5.00
   Sell  2018-07-31 11:00  Stop Loss  $69.62    ($1,430.00)  $69,865.00    ($1,430.00)  0.00%  -86.14%  $2.50  $5.00
 462  Sell Short  2018-08-01 19:00  Sell  $68.92  $0.00  1  $425.00  0.64%  $940.00  76.42%    $2.50  $5.00
   Buy to Cover  2018-08-02 10:00  $ Trailing Stop  $68.48    $440.00  $70,290.00    ($290.00)  59.35%  35.77%  $2.50  $5.00
 463  Sell Short  2018-08-02 11:00  Sell  $68.65  $0.00  1  ($1,355.00)  -1.95%  $0.00  0.00%    $2.50  $5.00
   Buy to Cover  2018-08-02 12:00  Stop Loss  $69.99    ($1,340.00)  $68,935.00    ($1,340.00)  0.00%  -100.00%  $2.50  $5.00
 464  Buy  2018-08-06 15:00  Buy  $70.31  $0.00  1  $15.00  0.04%  $580.00  54.21%    $2.50  $5.00
   Sell  2018-08-07 10:00  $ Trailing Stop  $70.34    $30.00  $68,950.00    ($490.00)  48.60%  2.80%  $2.50  $5.00
 465  Sell Short  2018-08-08 23:00  Sell  $67.94  $0.00  1  $185.00  0.29%  $740.00  58.27%    $2.50  $5.00
   Buy to Cover  2018-08-10 05:00  $ Trailing Stop  $67.74    $200.00  $69,135.00    ($530.00)  57.48%  15.75%  $2.50  $5.00
 466  Sell Short  2018-08-10 07:00  Sell  $67.83  $0.00  1  $655.00  0.99%  $1,060.00  49.07%    $2.50  $5.00
   Buy to Cover  2018-08-13 14:00  $ Trailing Stop  $67.16    $670.00  $69,790.00    ($1,100.00)  81.94%  31.02%  $2.50  $5.00
 467  Sell Short  2018-08-13 16:00  Sell  $68.34  $0.00  1  $2,165.00  3.19%  $2,180.00  66.67%    $2.50  $5.00
   Buy to Cover  2018-08-15 11:00  Profit Target  $66.16    $2,180.00  $71,955.00    ($1,090.00)  100.00%  66.67%  $2.50  $5.00
 468  Sell Short  2018-08-15 23:00  Sell  $66.12  $0.00  1  ($2,035.00)  -3.06%  $310.00  13.30%    $2.50  $5.00
   Buy to Cover  2018-08-22 06:00  Stop Loss  $68.14    ($2,020.00)  $69,920.00    ($2,020.00)  0.00%  -86.70%  $2.50  $5.00
 469  Buy  2018-08-23 05:00  Buy  $69.35  $0.00  1  $1,265.00  1.85%  $1,280.00  76.65%    $2.50  $5.00
   Sell  2018-08-24 10:00  Profit Target  $70.63    $1,280.00  $71,185.00    ($390.00)  100.00%  76.65%  $2.50  $5.00
 470  Buy  2018-08-24 16:00  Buy  $70.17  $0.00  1  $155.00  0.24%  $610.00  76.25%    $2.50  $5.00
   Sell  2018-08-28 03:00  $ Trailing Stop  $70.34    $170.00  $71,340.00    ($190.00)  45.00%  21.25%  $2.50  $5.00
 471  Buy  2018-08-30 11:00  Buy  $71.27  $0.00  1  $555.00  0.80%  $870.00  97.75%    $2.50  $5.00
   Sell  2018-08-30 15:00  $ Trailing Stop  $71.84    $570.00  $71,895.00    ($20.00)  66.29%  64.04%  $2.50  $5.00
 472  Buy  2018-08-30 20:00  Buy  $71.68  $0.00  1  $1,275.00  1.80%  $1,290.00  73.30%    $2.50  $5.00
   Sell  2018-09-04 07:00  Profit Target  $72.97    $1,290.00  $73,170.00    ($470.00)  100.00%  73.30%  $2.50  $5.00
 473  Buy  2018-09-04 12:00  Buy  $71.79  $0.00  1  ($1,405.00)  -1.94%  $230.00  14.20%    $2.50  $5.00
   Sell  2018-09-05 06:00  Stop Loss  $70.40    ($1,390.00)  $71,765.00    ($1,390.00)  0.00%  -85.80%  $2.50  $5.00
 474  Sell Short  2018-09-06 16:00  Sell  $69.54  $0.00  1  $525.00  0.78%  $1,040.00  85.25%    $2.50  $5.00
   Buy to Cover  2018-09-07 12:00  $ Trailing Stop  $69.00    $540.00  $72,290.00    ($180.00)  59.02%  44.26%  $2.50  $5.00
 475  Buy  2018-09-12 06:00  Buy  $71.25  $0.00  1  $1,145.00  1.63%  $1,650.00  93.75%    $2.50  $5.00
   Sell  2018-09-12 12:00  $ Trailing Stop  $72.41    $1,160.00  $73,435.00    ($110.00)  72.16%  65.91%  $2.50  $5.00
 476  Buy  2018-09-12 17:00  Buy  $71.87  $0.00  1  ($1,605.00)  -2.21%  $110.00  6.47%    $2.50  $5.00
   Sell  2018-09-13 11:00  Stop Loss  $70.28    ($1,590.00)  $71,830.00    ($1,590.00)  0.00%  -93.53%  $2.50  $5.00
 477  Buy  2018-09-19 07:00  Buy  $71.48  $0.00  1  $655.00  0.94%  $910.00  79.13%    $2.50  $5.00
   Sell  2018-09-19 12:00  $ Trailing Stop  $72.15    $670.00  $72,485.00    ($240.00)  79.13%  58.26%  $2.50  $5.00
 478  Buy  2018-09-24 23:00  Buy  $73.94  $0.00  1  $195.00  0.28%  $710.00  100.00%    $2.50  $5.00
   Sell  2018-09-25 11:00  $ Trailing Stop  $74.15    $210.00  $72,680.00    $0.00  29.58%  29.58%  $2.50  $5.00
 479  Buy  2018-09-25 20:00  Buy  $73.80  $0.00  1  ($15.00)  0.00%  $450.00  81.82%    $2.50  $5.00
   Sell  2018-09-26 08:00  $ Trailing Stop  $73.80    $0.00  $72,665.00    ($100.00)  18.18%  0.00%  $2.50  $5.00
 480  Buy  2018-10-02 07:00  Buy  $77.19  $0.00  1  $1,085.00  1.43%  $1,580.00  60.77%    $2.50  $5.00
   Sell  2018-10-03 15:00  $ Trailing Stop  $78.29    $1,100.00  $73,750.00    ($1,020.00)  81.54%  42.31%  $2.50  $5.00
 481  Buy  2018-10-03 22:00  Buy  $77.97  $0.00  1  ($1,835.00)  -2.33%  $370.00  16.89%    $2.50  $5.00
   Sell  2018-10-04 14:00  Stop Loss  $76.15    ($1,820.00)  $71,915.00    ($1,820.00)  0.00%  -83.11%  $2.50  $5.00
 482  Sell Short  2018-10-11 10:00  Sell  $74.15  $0.00  1  $525.00  0.73%  $1,200.00  90.23%    $2.50  $5.00
   Buy to Cover  2018-10-11 13:00  $ Trailing Stop  $73.61    $540.00  $72,440.00    ($130.00)  50.38%  40.60%  $2.50  $5.00
 483  Sell Short  2018-10-11 23:00  Sell  $73.07  $0.00  1  $985.00  1.37%  $1,570.00  56.07%    $2.50  $5.00
   Buy to Cover  2018-10-17 12:00  $ Trailing Stop  $72.07    $1,000.00  $73,425.00    ($1,230.00)  79.64%  35.71%  $2.50  $5.00
 484  Sell Short  2018-10-18 12:00  Sell  $71.46  $0.00  1  $465.00  0.67%  $1,010.00  87.07%    $2.50  $5.00
   Buy to Cover  2018-10-18 22:00  $ Trailing Stop  $70.98    $480.00  $73,890.00    ($150.00)  54.31%  41.38%  $2.50  $5.00
 485  Sell Short  2018-10-19 09:00  Sell  $71.22  $0.00  1  $345.00  0.51%  $840.00  58.33%    $2.50  $5.00
   Buy to Cover  2018-10-22 11:00  $ Trailing Stop  $70.86    $360.00  $74,235.00    ($600.00)  66.67%  25.00%  $2.50  $5.00
 486  Sell Short  2018-10-22 14:00  Sell  $71.08  $0.00  1  $2,255.00  3.19%  $2,270.00  81.95%    $2.50  $5.00
   Buy to Cover  2018-10-23 12:00  Profit Target  $68.81    $2,270.00  $76,490.00    ($500.00)  100.00%  81.95%  $2.50  $5.00
 487  Sell Short  2018-10-23 23:00  Sell  $68.34  $0.00  1  $415.00  0.63%  $1,090.00  42.75%    $2.50  $5.00
   Buy to Cover  2018-10-30 11:00  $ Trailing Stop  $67.91    $430.00  $76,905.00    ($1,460.00)  74.12%  16.86%  $2.50  $5.00
 488  Sell Short  2018-10-30 13:00  Sell  $68.47  $0.00  1  $185.00  0.29%  $780.00  70.91%    $2.50  $5.00
   Buy to Cover  2018-10-30 17:00  $ Trailing Stop  $68.27    $200.00  $77,090.00    ($320.00)  47.27%  18.18%  $2.50  $5.00
 489  Sell Short  2018-11-02 03:00  Sell  $65.68  $0.00  1  $185.00  0.30%  $770.00  89.53%    $2.50  $5.00
   Buy to Cover  2018-11-02 11:00  $ Trailing Stop  $65.48    $200.00  $77,275.00    ($90.00)  33.72%  23.26%  $2.50  $5.00
 490  Sell Short  2018-11-05 10:00  Sell  $65.37  $0.00  1  $245.00  0.40%  $870.00  55.77%    $2.50  $5.00
   Buy to Cover  2018-11-06 09:00  $ Trailing Stop  $65.11    $260.00  $77,520.00    ($690.00)  60.90%  16.67%  $2.50  $5.00
 491  Sell Short  2018-11-06 10:00  Sell  $65.11  $0.00  1  $815.00  1.27%  $1,230.00  90.44%    $2.50  $5.00
   Buy to Cover  2018-11-06 12:00  $ Trailing Stop  $64.28    $830.00  $78,335.00    ($130.00)  70.59%  61.03%  $2.50  $5.00
 492  Sell Short  2018-11-06 17:00  Sell  $64.10  $0.00  1  $345.00  0.56%  $980.00  49.49%    $2.50  $5.00
   Buy to Cover  2018-11-07 12:00  $ Trailing Stop  $63.74    $360.00  $78,680.00    ($1,000.00)  68.69%  18.18%  $2.50  $5.00
 493  Sell Short  2018-11-08 04:00  Sell  $63.91  $0.00  1  $595.00  0.95%  $1,180.00  73.29%    $2.50  $5.00
   Buy to Cover  2018-11-08 11:00  $ Trailing Stop  $63.30    $610.00  $79,275.00    ($430.00)  64.60%  37.89%  $2.50  $5.00
 494  Sell Short  2018-11-09 12:00  Sell  $62.26  $0.00  1  $1,055.00  1.72%  $1,660.00  63.85%    $2.50  $5.00
   Buy to Cover  2018-11-13 03:00  $ Trailing Stop  $61.19    $1,070.00  $80,330.00    ($940.00)  77.31%  41.15%  $2.50  $5.00
 495  Sell Short  2018-11-13 10:00  Sell  $60.87  $0.00  1  $1,465.00  2.43%  $2,100.00  92.51%    $2.50  $5.00
   Buy to Cover  2018-11-13 12:00  $ Trailing Stop  $59.39    $1,480.00  $81,795.00    ($170.00)  72.69%  65.20%  $2.50  $5.00
 496  Sell Short  2018-11-19 13:00  Sell  $58.23  $0.00  1  $1,895.00  3.28%  $1,910.00  63.88%    $2.50  $5.00
   Buy to Cover  2018-11-20 11:00  $ Trailing Stop  $56.32    $1,910.00  $83,690.00    ($1,080.00)  100.00%  63.88%  $2.50  $5.00
 497  Sell Short  2018-11-26 05:00  Sell  $52.88  $0.00  1  $705.00  1.36%  $1,740.00  55.24%    $2.50  $5.00
   Buy to Cover  2018-11-29 08:00  $ Trailing Stop  $52.16    $720.00  $84,395.00    ($1,410.00)  67.62%  22.86%  $2.50  $5.00
 498  Sell Short  2018-11-29 09:00  Sell  $52.66  $0.00  1  $385.00  0.76%  $1,280.00  50.20%    $2.50  $5.00
   Buy to Cover  2018-11-30 11:00  $ Trailing Stop  $52.26    $400.00  $84,780.00    ($1,270.00)  65.49%  15.69%  $2.50  $5.00
 499  Sell Short  2018-12-06 11:00  Sell  $53.36  $0.00  1  $425.00  0.82%  $1,550.00  93.37%    $2.50  $5.00
   Buy to Cover  2018-12-06 13:00  $ Trailing Stop  $52.92    $440.00  $85,205.00    ($110.00)  33.13%  26.51%  $2.50  $5.00
 500  Sell Short  2018-12-11 08:00  Sell  $53.26  $0.00  1  $105.00  0.23%  $590.00  30.41%    $2.50  $5.00
   Buy to Cover  2018-12-12 19:00  $ Trailing Stop  $53.14    $120.00  $85,310.00    ($1,350.00)  75.77%  6.19%  $2.50  $5.00
 501  Sell Short  2018-12-12 20:00  Sell  $53.09  $0.00  1  $435.00  0.85%  $1,010.00  82.79%    $2.50  $5.00
   Buy to Cover  2018-12-13 10:00  $ Trailing Stop  $52.64    $450.00  $85,745.00    ($210.00)  54.10%  36.89%  $2.50  $5.00
 502  Sell Short  2018-12-13 13:00  Sell  $53.76  $0.00  1  $615.00  1.17%  $1,030.00  45.37%    $2.50  $5.00
   Buy to Cover  2018-12-14 15:00  $ Trailing Stop  $53.13    $630.00  $86,360.00    ($1,240.00)  82.38%  27.75%  $2.50  $5.00
 503  Sell Short  2018-12-18 10:00  Sell  $50.57  $0.00  1  $2,265.00  4.51%  $3,000.00  84.99%    $2.50  $5.00
   Buy to Cover  2018-12-18 20:00  $ Trailing Stop  $48.29    $2,280.00  $88,625.00    ($530.00)  79.60%  64.59%  $2.50  $5.00
 504  Sell Short  2018-12-19 12:00  Sell  $49.71  $0.00  1  $555.00  1.15%  $1,240.00  91.85%    $2.50  $5.00
   Buy to Cover  2018-12-19 15:00  $ Trailing Stop  $49.14    $570.00  $89,180.00    ($110.00)  50.37%  42.22%  $2.50  $5.00
 505  Sell Short  2018-12-20 09:00  Sell  $48.15  $0.00  1  $275.00  0.60%  $1,020.00  66.67%    $2.50  $5.00
   Buy to Cover  2018-12-20 13:00  $ Trailing Stop  $47.86    $290.00  $89,455.00    ($510.00)  52.29%  18.95%  $2.50  $5.00
 506  Sell Short  2018-12-20 21:00  Sell  $47.95  $0.00  1  $635.00  1.36%  $1,360.00  82.93%    $2.50  $5.00
   Buy to Cover  2018-12-21 10:00  $ Trailing Stop  $47.30    $650.00  $90,090.00    ($280.00)  56.71%  39.63%  $2.50  $5.00
 507  Sell Short  2018-12-21 12:00  Sell  $47.65  $0.00  1  $65.00  0.17%  $650.00  84.42%    $2.50  $5.00
   Buy to Cover  2018-12-21 14:00  $ Trailing Stop  $47.57    $80.00  $90,155.00    ($120.00)  25.97%  10.39%  $2.50  $5.00
 508  Sell Short  2018-12-26 06:00  Sell  $44.55  $0.00  1  ($2,365.00)  -5.27%  $340.00  12.64%    $2.50  $5.00
   Buy to Cover  2018-12-26 13:00  Stop Loss  $46.90    ($2,350.00)  $87,790.00    ($2,350.00)  0.00%  -87.36%  $2.50  $5.00
 509  Buy  2018-12-26 22:00  Buy  $47.40  $0.00  1  $915.00  1.96%  $1,040.00  39.54%    $2.50  $5.00
   Sell  2019-01-02 12:00  $ Trailing Stop  $48.33    $930.00  $88,705.00    ($1,590.00)  95.82%  35.36%  $2.50  $5.00
 510  Buy  2019-01-02 16:00  Buy  $47.97  $0.00  1  $95.00  0.23%  $980.00  45.79%    $2.50  $5.00
   Sell  2019-01-03 11:00  $ Trailing Stop  $48.08    $110.00  $88,800.00    ($1,160.00)  59.35%  5.14%  $2.50  $5.00
 511  Buy  2019-01-04 14:00  Buy  $49.37  $0.00  1  $755.00  1.56%  $1,560.00  90.70%    $2.50  $5.00
   Sell  2019-01-07 10:00  $ Trailing Stop  $50.14    $770.00  $89,555.00    ($160.00)  54.07%  44.77%  $2.50  $5.00
 512  Buy  2019-01-07 16:00  Buy  $50.10  $0.00  1  $555.00  1.14%  $1,310.00  79.88%    $2.50  $5.00
   Sell  2019-01-08 14:00  $ Trailing Stop  $50.67    $570.00  $90,110.00    ($330.00)  54.88%  34.76%  $2.50  $5.00
 513  Buy  2019-01-09 22:00  Buy  $53.28  $0.00  1  $745.00  1.43%  $1,490.00  76.80%    $2.50  $5.00
   Sell  2019-01-11 08:00  $ Trailing Stop  $54.04    $760.00  $90,855.00    ($450.00)  62.37%  39.18%  $2.50  $5.00
 514  Buy  2019-01-11 09:00  Buy  $54.04  $0.00  1  ($1,535.00)  -2.81%  $40.00  2.56%    $2.50  $5.00
   Sell  2019-01-14 01:00  Stop Loss  $52.52    ($1,520.00)  $89,320.00    ($1,520.00)  0.00%  -97.44%  $2.50  $5.00
 515  Buy  2019-01-18 11:00  Buy  $53.96  $0.00  1  $1,015.00  1.91%  $1,570.00  98.74%    $2.50  $5.00
   Sell  2019-01-21 05:00  $ Trailing Stop  $54.99    $1,030.00  $90,335.00    ($20.00)  66.04%  64.78%  $2.50  $5.00
 516  Buy  2019-01-21 13:00  Buy  $55.29  $0.00  1  ($1,655.00)  -2.97%  $250.00  13.23%    $2.50  $5.00
   Sell  2019-01-22 11:00  Stop Loss  $53.65    ($1,640.00)  $88,680.00    ($1,640.00)  0.00%  -86.77%  $2.50  $5.00
 517  Buy  2019-01-25 07:00  Buy  $54.49  $0.00  1  $65.00  0.15%  $560.00  60.87%    $2.50  $5.00
   Sell  2019-01-28 01:00  $ Trailing Stop  $54.57    $80.00  $88,745.00    ($360.00)  47.83%  8.70%  $2.50  $5.00
 518  Buy  2019-01-29 16:00  Buy  $54.31  $0.00  1  $1,295.00  2.41%  $1,840.00  98.40%    $2.50  $5.00
   Sell  2019-01-30 14:00  $ Trailing Stop  $55.62    $1,310.00  $90,040.00    ($30.00)  71.66%  70.05%  $2.50  $5.00
 519  Buy  2019-01-30 16:00  Buy  $55.51  $0.00  1  $555.00  1.03%  $1,080.00  74.48%    $2.50  $5.00
   Sell  2019-01-31 13:00  $ Trailing Stop  $56.08    $570.00  $90,595.00    ($370.00)  64.83%  39.31%  $2.50  $5.00
 520  Buy  2019-01-31 15:00  Buy  $54.98  $0.00  1  $1,345.00  2.47%  $1,900.00  82.97%    $2.50  $5.00
   Sell  2019-02-01 15:00  $ Trailing Stop  $56.34    $1,360.00  $91,940.00    ($390.00)  76.42%  59.39%  $2.50  $5.00
 521  Buy  2019-02-04 08:00  Buy  $56.37  $0.00  1  ($2,015.00)  -3.55%  $60.00  2.91%    $2.50  $5.00
   Sell  2019-02-06 05:00  Stop Loss  $54.37    ($2,000.00)  $89,925.00    ($2,000.00)  0.00%  -97.09%  $2.50  $5.00
 522  Sell Short  2019-02-07 16:00  Sell  $53.91  $0.00  1  $35.00  0.09%  $610.00  96.83%    $2.50  $5.00
   Buy to Cover  2019-02-08 06:00  $ Trailing Stop  $53.86    $50.00  $89,960.00    ($20.00)  11.11%  7.94%  $2.50  $5.00
 523  Sell Short  2019-02-11 06:00  Sell  $53.72  $0.00  1  $655.00  1.25%  $1,240.00  86.71%    $2.50  $5.00
   Buy to Cover  2019-02-11 11:00  $ Trailing Stop  $53.05    $670.00  $90,615.00    ($190.00)  60.14%  46.85%  $2.50  $5.00
 524  Sell Short  2019-02-11 14:00  Sell  $53.26  $0.00  1  ($2,105.00)  -3.92%  $0.00  0.00%    $2.50  $5.00
   Buy to Cover  2019-02-13 10:00  Stop Loss  $55.35    ($2,090.00)  $88,510.00    ($2,090.00)  0.00%  -100.00%  $2.50  $5.00
 525  Buy  2019-02-18 21:00  Buy  $57.08  $0.00  1  $115.00  0.23%  $520.00  46.85%    $2.50  $5.00
   Sell  2019-02-20 00:00  $ Trailing Stop  $57.21    $130.00  $88,625.00    ($590.00)  64.86%  11.71%  $2.50  $5.00
 526  Buy  2019-02-20 06:00  Buy  $57.06  $0.00  1  $935.00  1.66%  $1,370.00  74.86%    $2.50  $5.00
   Sell  2019-02-20 15:00  $ Trailing Stop  $58.01    $950.00  $89,560.00    ($460.00)  77.05%  51.91%  $2.50  $5.00
 527  Buy  2019-02-21 06:00  Buy  $58.02  $0.00  1  $135.00  0.26%  $620.00  52.99%    $2.50  $5.00
   Sell  2019-02-22 10:00  $ Trailing Stop  $58.17    $150.00  $89,695.00    ($550.00)  59.83%  12.82%  $2.50  $5.00
 528  Buy  2019-02-22 12:00  Buy  $58.30  $0.00  1  ($1,075.00)  -1.82%  $80.00  7.02%    $2.50  $5.00
   Sell  2019-02-25 08:00  Stop Loss  $57.24    ($1,060.00)  $88,620.00    ($1,060.00)  0.00%  -92.98%  $2.50  $5.00
 529  Sell Short  2019-02-26 06:00  Sell  $56.36  $0.00  1  ($1,385.00)  -2.43%  $310.00  18.45%    $2.50  $5.00
   Buy to Cover  2019-02-27 11:00  Stop Loss  $57.73    ($1,370.00)  $87,235.00    ($1,370.00)  0.00%  -81.55%  $2.50  $5.00
 530  Sell Short  2019-03-04 06:00  Sell  $57.14  $0.00  1  $275.00  0.51%  $890.00  50.28%    $2.50  $5.00
   Buy to Cover  2019-03-06 12:00  $ Trailing Stop  $56.85    $290.00  $87,510.00    ($880.00)  66.10%  16.38%  $2.50  $5.00
 531  Sell Short  2019-03-06 14:00  Sell  $56.80  $0.00  1  $875.00  1.57%  $890.00  46.60%    $2.50  $5.00
   Buy to Cover  2019-03-08 10:00  $ Trailing Stop  $55.91    $890.00  $88,385.00    ($1,020.00)  100.00%  46.60%  $2.50  $5.00
 532  Sell Short  2019-03-08 14:00  Sell  $56.12  $0.00  1  ($1,485.00)  -2.62%  $30.00  2.00%    $2.50  $5.00
   Buy to Cover  2019-03-11 05:00  Stop Loss  $57.59    ($1,470.00)  $86,900.00    ($1,470.00)  0.00%  -98.00%  $2.50  $5.00
 533  Buy  2019-03-12 14:00  Buy  $57.74  $0.00  1  $1,305.00  2.29%  $1,320.00  90.41%    $2.50  $5.00
   Sell  2019-03-13 15:00  Profit Target  $59.06    $1,320.00  $88,205.00    ($140.00)  100.00%  90.41%  $2.50  $5.00
 534  Buy  2019-03-15 08:00  Buy  $59.43  $0.00  1  $335.00  0.59%  $640.00  42.67%    $2.50  $5.00
   Sell  2019-03-18 12:00  $ Trailing Stop  $59.78    $350.00  $88,540.00    ($860.00)  80.67%  23.33%  $2.50  $5.00
 535  Buy  2019-03-19 12:00  Buy  $59.64  $0.00  1  ($5.00)  0.02%  $320.00  59.26%    $2.50  $5.00
   Sell  2019-03-19 14:00  $ Trailing Stop  $59.65    $10.00  $88,535.00    ($220.00)  42.59%  1.85%  $2.50  $5.00
 536  Buy  2019-03-21 07:00  Buy  $60.48  $0.00  1  $5.00  0.03%  $440.00  61.97%    $2.50  $5.00
   Sell  2019-03-21 13:00  $ Trailing Stop  $60.50    $20.00  $88,540.00    ($270.00)  40.85%  2.82%  $2.50  $5.00
 537  Buy  2019-03-26 21:00  Buy  $60.39  $0.00  1  ($1,185.00)  -1.94%  $360.00  23.53%    $2.50  $5.00
   Sell  2019-03-28 08:00  Stop Loss  $59.22    ($1,170.00)  $87,355.00    ($1,170.00)  0.00%  -76.47%  $2.50  $5.00
 538  Buy  2019-03-29 12:00  Buy  $60.41  $0.00  1  $635.00  1.08%  $1,040.00  98.11%    $2.50  $5.00
   Sell  2019-04-01 10:00  $ Trailing Stop  $61.06    $650.00  $87,990.00    ($20.00)  63.21%  61.32%  $2.50  $5.00
 539  Buy  2019-04-02 10:00  Buy  $62.32  $0.00  1  $225.00  0.39%  $590.00  96.72%    $2.50  $5.00
   Sell  2019-04-02 11:00  $ Trailing Stop  $62.56    $240.00  $88,215.00    ($20.00)  42.62%  39.34%  $2.50  $5.00
 540  Buy  2019-04-03 10:00  Buy  $63.09  $0.00  1  $645.00  1.05%  $970.00  56.73%    $2.50  $5.00
   Sell  2019-04-08 09:00  $ Trailing Stop  $63.75    $660.00  $88,860.00    ($740.00)  81.87%  38.60%  $2.50  $5.00
 541  Buy  2019-04-09 11:00  Buy  $64.55  $0.00  1  $165.00  0.28%  $520.00  60.47%    $2.50  $5.00
   Sell  2019-04-10 11:00  $ Trailing Stop  $64.73    $180.00  $89,025.00    ($340.00)  60.47%  20.93%  $2.50  $5.00
 542  Buy  2019-04-10 20:00  Buy  $64.91  $0.00  1  ($935.00)  -1.42%  $70.00  7.07%    $2.50  $5.00
   Sell  2019-04-11 12:00  Stop Loss  $63.99    ($920.00)  $88,090.00    ($920.00)  0.00%  -92.93%  $2.50  $5.00
 543  Buy  2019-04-17 12:00  Buy  $64.37  $0.00  1  $55.00  0.11%  $360.00  92.31%    $2.50  $5.00
   Sell  2019-04-17 14:00  $ Trailing Stop  $64.44    $70.00  $88,145.00    ($30.00)  25.64%  17.95%  $2.50  $5.00
 544  Buy  2019-04-23 20:00  Buy  $66.54  $0.00  1  ($1,265.00)  -1.88%  $310.00  19.87%    $2.50  $5.00
   Sell  2019-04-25 21:00  Stop Loss  $65.29    ($1,250.00)  $86,880.00    ($1,250.00)  0.00%  -80.13%  $2.50  $5.00
 545  Sell Short  2019-04-26 16:00  Sell  $63.42  $0.00  1  $1,935.00  3.07%  $1,950.00  52.70%    $2.50  $5.00
   Buy to Cover  2019-05-02 12:00  Profit Target  $61.47    $1,950.00  $88,815.00    ($1,750.00)  100.00%  52.70%  $2.50  $5.00
 546  Sell Short  2019-05-02 16:00  Sell  $62.12  $0.00  1  $875.00  1.43%  $1,400.00  63.06%    $2.50  $5.00
   Buy to Cover  2019-05-06 05:00  $ Trailing Stop  $61.23    $890.00  $89,690.00    ($820.00)  77.03%  40.09%  $2.50  $5.00
 547  Sell Short  2019-05-06 07:00  Sell  $61.55  $0.00  1  ($1,935.00)  -3.12%  $470.00  19.67%    $2.50  $5.00
   Buy to Cover  2019-05-13 10:00  Stop Loss  $63.47    ($1,920.00)  $87,755.00    ($1,920.00)  0.00%  -80.33%  $2.50  $5.00
 548  Sell Short  2019-05-14 09:00  Sell  $62.15  $0.00  1  $115.00  0.21%  $610.00  61.62%    $2.50  $5.00
   Buy to Cover  2019-05-14 22:00  $ Trailing Stop  $62.02    $130.00  $87,870.00    ($380.00)  51.52%  13.13%  $2.50  $5.00
 549  Buy  2019-05-21 06:00  Buy  $63.53  $0.00  1  $35.00  0.08%  $480.00  82.76%    $2.50  $5.00
   Sell  2019-05-21 10:00  $ Trailing Stop  $63.58    $50.00  $87,905.00    ($100.00)  25.86%  8.62%  $2.50  $5.00
 550  Sell Short  2019-05-23 21:00  Sell  $58.42  $0.00  1  $15.00  0.05%  $690.00  46.62%    $2.50  $5.00
   Buy to Cover  2019-05-24 13:00  $ Trailing Stop  $58.39    $30.00  $87,920.00    ($790.00)  55.41%  2.03%  $2.50  $5.00
 551  Sell Short  2019-06-03 07:00  Sell  $54.07  $0.00  1  $565.00  1.07%  $1,410.00  64.09%    $2.50  $5.00
   Buy to Cover  2019-06-04 10:00  $ Trailing Stop  $53.49    $580.00  $88,485.00    ($790.00)  62.27%  26.36%  $2.50  $5.00
 552  Sell Short  2019-06-04 12:00  Sell  $53.58  $0.00  1  $1,085.00  2.05%  $1,100.00  71.90%    $2.50  $5.00
   Buy to Cover  2019-06-05 11:00  $ Trailing Stop  $52.48    $1,100.00  $89,570.00    ($430.00)  100.00%  71.90%  $2.50  $5.00
 553  Sell Short  2019-06-05 15:00  Sell  $52.24  $0.00  1  $5.00  0.04%  $740.00  70.48%    $2.50  $5.00
   Buy to Cover  2019-06-06 05:00  $ Trailing Stop  $52.22    $20.00  $89,575.00    ($310.00)  31.43%  1.90%  $2.50  $5.00
 554  Sell Short  2019-06-13 02:00  Sell  $51.59  $0.00  1  ($1,715.00)  -3.30%  $200.00  10.53%    $2.50  $5.00
   Buy to Cover  2019-06-13 03:00  Stop Loss  $53.29    ($1,700.00)  $87,860.00    ($1,700.00)  0.00%  -89.47%  $2.50  $5.00
 555  Buy  2019-06-21 02:00  Buy  $56.86  $0.00  1  $425.00  0.77%  $1,110.00  84.09%    $2.50  $5.00
   Sell  2019-06-21 09:00  $ Trailing Stop  $57.30    $440.00  $88,285.00    ($210.00)  49.24%  33.33%  $2.50  $5.00
 556  Buy  2019-06-24 12:00  Buy  $57.30  $0.00  1  $165.00  0.31%  $720.00  56.25%    $2.50  $5.00
   Sell  2019-06-24 23:00  $ Trailing Stop  $57.48    $180.00  $88,450.00    ($560.00)  57.81%  14.06%  $2.50  $5.00
 557  Buy  2019-06-25 01:00  Buy  $57.29  $0.00  1  $275.00  0.51%  $800.00  100.00%    $2.50  $5.00
   Sell  2019-06-25 07:00  $ Trailing Stop  $57.58    $290.00  $88,725.00    $0.00  36.25%  36.25%  $2.50  $5.00
 558  Buy  2019-06-25 08:00  Buy  $57.64  $0.00  1  $205.00  0.38%  $730.00  83.91%    $2.50  $5.00
   Sell  2019-06-25 11:00  $ Trailing Stop  $57.86    $220.00  $88,930.00    ($140.00)  41.38%  25.29%  $2.50  $5.00
 559  Buy  2019-06-25 12:00  Buy  $57.77  $0.00  1  $2,075.00  3.62%  $2,090.00  95.87%    $2.50  $5.00
   Sell  2019-06-26 11:00  Profit Target  $59.86    $2,090.00  $91,005.00    ($90.00)  100.00%  95.87%  $2.50  $5.00
 560  Buy  2019-06-26 15:00  Buy  $59.20  $0.00  1  $25.00  0.07%  $520.00  46.43%    $2.50  $5.00
   Sell  2019-06-27 15:00  $ Trailing Stop  $59.24    $40.00  $91,030.00    ($600.00)  57.14%  3.57%  $2.50  $5.00
 561  Buy  2019-06-28 00:00  Buy  $59.08  $0.00  1  $245.00  0.44%  $710.00  89.87%    $2.50  $5.00
   Sell  2019-06-28 10:00  $ Trailing Stop  $59.34    $260.00  $91,275.00    ($80.00)  43.04%  32.91%  $2.50  $5.00

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

 $24,500.00 14.69% 1.77 110 79.09%
2019-01-01 $3,622.50 1.93% 1.20 53 75.47%
2018-01-01 $26,005.00 16.09% 2.02 100 79.00%
2017-01-01 $4,045.00 2.57% 1.15 94 67.02%
2016-01-01 $29,145.00 22.69% 2.04 110 76.36%
2015-01-01 $23,730.00 22.66% 1.67 105 79.05%
2014-01-01 $4,727.50 4.73% 1.11 104 71.15%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
2019-01-01 - Today $3,622.50 1.93% 1.20 53 75.47%
2018-01-01 - 2019-01-01 $29,627.50 18.33% 1.68 152 78.29%
2017-01-01 - 2019-01-01 $33,672.50 21.37% 1.47 245 74.29%
2016-01-01 - 2019-01-01 $62,817.50 48.90% 1.63 354 75.14%
2015-01-01 - 2019-01-01 $86,547.50 82.64% 1.64 458 75.98%
2014-01-01 - 2019-01-01 $91,275.00 91.28% 1.51 561 75.04%

Created by TradeStation: 2020-01-03 23:02:58, 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 - Miner, @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 $245.00 0.13% 100.00 1 100.00%
2019-06-27 $52.50 0.03% 100.00 1 100.00%
2019-06-26 $955.00 0.50% 35.73 2 50.00%
2019-06-25 $1,572.50 0.83% 100.00 3 100.00%
2019-06-24 $165.00 0.09% 100.00 1 100.00%
2019-06-21 $425.00 0.23% 100.00 1 100.00%
2019-06-13 ($1,715.00) -0.90% 0.00 1 0.00%
2019-06-06 ($177.50) -0.09% 0.00 1 0.00%
2019-06-05 $1,055.00 0.56% 100.00 2 100.00%
2019-06-04 $75.00 0.04% 1.55 2 50.00%
2019-06-03 $702.50 0.37% 100.00 1 100.00%
2019-05-24 $342.50 0.18% 100.00 1 100.00%
2019-05-23 ($327.50) -0.17% 0.00 1 0.00%
2019-05-21 $35.00 0.02% 100.00 1 100.00%
2019-05-14 $115.00 0.06% 100.00 1 100.00%
2019-05-13 ($1,347.50) -0.71% 0.00 1 0.00%
2019-05-12 $0.00 0.00% 0.00 1 0.00%
2019-05-11 $0.00 0.00% 0.00 1 0.00%
2019-05-10 $430.00 0.23% 100.00 1 100.00%
2019-05-09 ($570.00) -0.30% 0.00 1 0.00%
2019-05-08 $320.00 0.17% 100.00 1 100.00%
2019-05-07 $340.00 0.18% 100.00 1 100.00%
2019-05-06 ($65.00) -0.03% 0.94 2 50.00%
2019-05-05 $0.00 0.00% 0.00 1 0.00%
2019-05-04 $0.00 0.00% 0.00 1 0.00%
2019-05-03 ($130.00) -0.07% 0.00 1 0.00%
2019-05-02 $2,325.00 1.25% 63.00 2 50.00%
2019-05-01 ($140.00) -0.08% 0.00 1 0.00%
2019-04-30 $180.00 0.10% 100.00 1 100.00%
2019-04-29 ($660.00) -0.35% 0.00 1 0.00%
2019-04-28 $0.00 0.00% 0.00 1 0.00%
2019-04-27 $0.00 0.00% 0.00 1 0.00%
2019-04-26 $192.50 0.10% 100.00 1 100.00%
2019-04-25 ($877.50) -0.47% 0.00 1 0.00%
2019-04-24 ($180.00) -0.10% 0.00 1 0.00%
2019-04-23 ($207.50) -0.11% 0.00 1 0.00%
2019-04-17 $55.00 0.03% 100.00 1 100.00%
2019-04-11 ($907.50) -0.48% 0.00 1 0.00%
2019-04-10 $75.00 0.04% 3.73 2 50.00%
2019-04-09 $62.50 0.03% 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 $245.00 0.13% 100.00 1 100.00%
2019-06-27 - 2019-06-28 $297.50 0.16% 100.00 2 100.00%
2019-06-26 - 2019-06-28 $1,252.50 0.66% 100.00 3 100.00%
2019-06-25 - 2019-06-28 $2,825.00 1.50% 100.00 5 100.00%
2019-06-24 - 2019-06-28 $2,990.00 1.59% 100.00 6 100.00%
2019-06-23 - 2019-06-28 $2,990.00 1.59% 100.00 6 100.00%
2019-06-22 - 2019-06-28 $2,990.00 1.59% 100.00 6 100.00%
2019-06-21 - 2019-06-28 $3,415.00 1.82% 100.00 7 100.00%
2019-06-20 - 2019-06-28 $3,415.00 1.82% 100.00 7 100.00%
2019-06-19 - 2019-06-28 $3,415.00 1.82% 100.00 7 100.00%
2019-06-18 - 2019-06-28 $3,415.00 1.82% 100.00 7 100.00%
2019-06-17 - 2019-06-28 $3,415.00 1.82% 100.00 7 100.00%
2019-06-16 - 2019-06-28 $3,415.00 1.82% 100.00 7 100.00%
2019-06-15 - 2019-06-28 $3,415.00 1.82% 100.00 7 100.00%
2019-06-14 - 2019-06-28 $3,415.00 1.82% 100.00 7 100.00%
2019-06-13 - 2019-06-28 $1,700.00 0.90% 1.99 8 87.50%
2019-06-12 - 2019-06-28 $1,700.00 0.90% 1.99 8 87.50%
2019-06-11 - 2019-06-28 $1,700.00 0.90% 1.99 8 87.50%
2019-06-10 - 2019-06-28 $1,700.00 0.90% 1.99 8 87.50%
2019-06-09 - 2019-06-28 $1,700.00 0.90% 1.99 8 87.50%
2019-06-08 - 2019-06-28 $1,700.00 0.90% 1.99 8 87.50%
2019-06-07 - 2019-06-28 $1,700.00 0.90% 1.99 8 87.50%
2019-06-06 - 2019-06-28 $1,522.50 0.80% 1.80 9 77.78%
2019-06-05 - 2019-06-28 $2,577.50 1.37% 2.50 10 90.00%
2019-06-04 - 2019-06-28 $2,652.50 1.41% 2.43 11 81.82%
2019-06-03 - 2019-06-28 $3,355.00 1.79% 2.96 11 90.91%
2019-06-02 - 2019-06-28 $3,355.00 1.79% 2.96 11 90.91%
2019-06-01 - 2019-06-28 $3,355.00 1.79% 2.96 11 90.91%
2019-05-31 - 2019-06-28 $3,355.00 1.79% 2.96 11 90.91%
2019-05-30 - 2019-06-28 $3,355.00 1.79% 2.96 11 90.91%
2019-05-29 - 2019-06-28 $3,355.00 1.79% 2.96 11 90.91%
2019-05-28 - 2019-06-28 $3,355.00 1.79% 2.96 11 90.91%
2019-05-27 - 2019-06-28 $3,355.00 1.79% 2.96 11 90.91%
2019-05-26 - 2019-06-28 $3,355.00 1.79% 2.96 11 90.91%
2019-05-25 - 2019-06-28 $3,355.00 1.79% 2.96 11 90.91%
2019-05-24 - 2019-06-28 $3,697.50 1.97% 3.16 12 91.67%
2019-05-23 - 2019-06-28 $3,370.00 1.79% 2.97 12 91.67%
2019-05-22 - 2019-06-28 $3,370.00 1.79% 2.97 12 91.67%
2019-05-21 - 2019-06-28 $3,405.00 1.81% 2.99 13 92.31%
2019-05-20 - 2019-06-28 $3,405.00 1.81% 2.99 13 92.31%

Created by TradeStation: 2020-01-03 23:02:58, 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 - Miner, @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 $2,777.08 2.78% 79.31%
February ($1,051.67) -0.74% 65.22%
March $656.25 0.46% 76.79%
April $1,168.75 0.82% 73.21%
May ($287.92) -0.20% 68.63%
June $1,705.42 1.19% 72.92%
July $1,624.00 1.12% 70.37%
August $1,697.00 1.24% 73.58%
September $728.50 0.52% 65.79%
October $3,631.50 2.60% 81.40%
November $3,555.00 2.48% 78.05%
December $1,057.50 0.72% 73.33%
 
Mark-To-Market Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

2019-06-01 $3,355.00 1.79% 2.96 11 90.91%
2019-05-01 $1,327.50 0.71% 1.69 6 83.33%
2019-04-01 ($1,055.00) -0.56% 0.58 8 62.50%
2019-03-01 $412.50 0.22% 1.15 9 66.67%
2019-02-01 ($3,302.50) -1.73% 0.50 10 60.00%
2019-01-01 $2,885.00 1.54% 1.89 12 75.00%
2018-12-01 $2,872.50 1.55% 2.15 11 81.82%
2018-11-01 $7,690.00 4.34% 100.00 10 100.00%
2018-10-01 $4,425.00 2.56% 3.41 9 88.89%
2018-09-01 $937.50 0.55% 1.31 8 62.50%
2018-08-01 $1,862.50 1.10% 1.52 11 72.73%
2018-07-01 $1,440.00 0.85% 1.53 8 62.50%
2018-06-01 $5,300.00 3.25% 100.00 6 100.00%
2018-05-01 ($1,930.00) -1.17% 0.31 6 66.67%
2018-04-01 $3,295.00 2.04% 2.87 9 88.89%
2018-03-01 ($1,030.00) -0.63% 0.59 6 66.67%
2018-02-01 ($117.50) -0.07% 0.93 7 57.14%
2018-01-01 $1,260.00 0.78% 1.42 11 72.73%
2017-12-01 ($857.50) -0.53% 0.61 7 42.86%
2017-11-01 $932.50 0.58% 1.71 7 57.14%
2017-10-01 $2,582.50 1.62% 3.12 11 81.82%
2017-09-01 ($885.00) -0.55% 0.54 7 71.43%
2017-08-01 ($3,107.50) -1.91% 0.38 11 54.55%
2017-07-01 ($1,930.00) -1.17% 0.56 11 54.55%
2017-06-01 $5,305.00 3.32% 177.83 8 75.00%
2017-05-01 $195.00 0.12% 1.05 10 70.00%
2017-04-01 $2,847.50 1.82% 9.83 10 80.00%
2017-03-01 $1,080.00 0.69% 1.44 8 75.00%
2017-02-01 ($3,105.00) -1.96% 0.00 3 0.00%
2017-01-01 $987.50 0.63% 1.44 6 66.67%
2016-12-01 $4,472.50 2.92% 3.05 9 77.78%
2016-11-01 $2,460.00 1.63% 2.33 8 87.50%
2016-10-01 $5,242.50 3.60% 100.00 7 100.00%
2016-09-01 $4,497.50 3.19% 4.37 10 70.00%
2016-08-01 $1,147.50 0.82% 1.62 8 62.50%
2016-07-01 $1,272.50 0.92% 1.77 9 66.67%
2016-06-01 ($1,440.00) -1.03% 0.68 10 60.00%
2016-05-01 $1,965.00 1.42% 2.15 9 77.78%
2016-04-01 ($622.50) -0.45% 0.90 10 60.00%
2016-03-01 $3,495.00 2.59% 2.10 14 85.71%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

2019-06-01 - Today $3,355.00 1.79% 2.96 11 90.91%
2019-05-01 - 2019-06-01 $4,682.50 2.51% 2.28 17 88.24%
2019-04-01 - 2019-06-01 $3,627.50 1.93% 1.62 24 83.33%
2019-03-01 - 2019-06-01 $4,040.00 2.16% 1.47 32 78.13%
2019-02-01 - 2019-06-01 $737.50 0.39% 1.05 42 73.81%
2019-01-01 - 2019-06-01 $3,622.50 1.93% 1.20 53 75.47%
2018-12-01 - 2019-06-01 $6,495.00 3.51% 1.31 63 77.78%
2018-11-01 - 2019-06-01 $14,185.00 8.01% 1.69 73 80.82%
2018-10-01 - 2019-06-01 $18,610.00 10.78% 1.83 82 81.71%
2018-09-01 - 2019-06-01 $19,547.50 11.38% 1.77 90 80.00%
2018-08-01 - 2019-06-01 $21,410.00 12.60% 1.74 100 80.00%
2018-07-01 - 2019-06-01 $22,850.00 13.57% 1.72 108 78.70%
2018-06-01 - 2019-06-01 $28,150.00 17.26% 1.89 114 79.82%
2018-05-01 - 2019-06-01 $26,220.00 15.89% 1.76 120 79.17%
2018-04-01 - 2019-06-01 $29,515.00 18.25% 1.81 129 79.84%
2018-03-01 - 2019-06-01 $28,485.00 17.50% 1.74 135 79.26%
2018-02-01 - 2019-06-01 $28,367.50 17.41% 1.70 142 78.17%
2018-01-01 - 2019-06-01 $29,627.50 18.33% 1.68 152 78.29%
2017-12-01 - 2019-06-01 $28,770.00 17.70% 1.63 158 77.22%
2017-11-01 - 2019-06-01 $29,702.50 18.38% 1.63 165 76.36%
2017-10-01 - 2019-06-01 $32,285.00 20.31% 1.67 175 76.57%
2017-09-01 - 2019-06-01 $31,400.00 19.64% 1.63 182 76.37%
2017-08-01 - 2019-06-01 $28,292.50 17.36% 1.51 193 75.13%
2017-07-01 - 2019-06-01 $26,362.50 15.99% 1.44 203 74.38%
2017-06-01 - 2019-06-01 $31,667.50 19.84% 1.53 210 74.76%
2017-05-01 - 2019-06-01 $31,862.50 19.99% 1.50 219 74.89%
2017-04-01 - 2019-06-01 $34,710.00 22.17% 1.55 228 75.44%
2017-03-01 - 2019-06-01 $35,790.00 23.02% 1.54 236 75.42%
2017-02-01 - 2019-06-01 $32,685.00 20.61% 1.47 239 74.48%
2017-01-01 - 2019-06-01 $33,672.50 21.37% 1.47 245 74.29%
2016-12-01 - 2019-06-01 $38,145.00 24.91% 1.52 253 74.70%
2016-11-01 - 2019-06-01 $40,605.00 26.95% 1.54 261 75.10%
2016-10-01 - 2019-06-01 $45,847.50 31.53% 1.61 268 75.75%
2016-09-01 - 2019-06-01 $50,345.00 35.72% 1.66 277 75.45%
2016-08-01 - 2019-06-01 $51,492.50 36.84% 1.66 285 75.09%
2016-07-01 - 2019-06-01 $52,765.00 38.09% 1.66 293 74.74%
2016-06-01 - 2019-06-01 $51,325.00 36.67% 1.61 303 74.26%
2016-05-01 - 2019-06-01 $53,290.00 38.62% 1.62 312 74.36%
2016-04-01 - 2019-06-01 $52,667.50 38.00% 1.57 322 73.91%
2016-03-01 - 2019-06-01 $56,162.50 41.57% 1.59 335 74.33%

Created by TradeStation: 2020-01-03 23:02:58, 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 - Miner, @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 $2,990.00 1.59% 100.00 6 100.00%
2019-06-16 $425.00 0.23% 100.00 1 100.00%
2019-06-09 ($1,715.00) -0.90% 0.00 1 0.00%
2019-06-02 $1,655.00 0.88% 100.00 3 100.00%
2019-05-19 $50.00 0.03% 100.00 2 100.00%
2019-05-12 ($1,232.50) -0.65% 0.09 2 50.00%
2019-05-05 $455.00 0.24% 1.77 2 50.00%
2019-04-28 $1,575.00 0.84% 10.40 2 50.00%
2019-04-21 ($1,072.50) -0.57% 0.15 2 50.00%
2019-04-14 $55.00 0.03% 100.00 1 100.00%
2019-04-07 ($817.50) -0.43% 0.17 3 33.33%
2019-03-31 $1,260.00 0.67% 100.00 3 100.00%
2019-03-24 ($892.50) -0.47% 0.25 2 50.00%
2019-03-17 $552.50 0.29% 111.50 3 66.67%
2019-03-10 $360.00 0.19% 1.38 3 33.33%
2019-03-03 $392.50 0.21% 1.52 3 66.67%
2019-02-24 ($2,052.50) -1.08% 0.00 2 0.00%
2019-02-17 $777.50 0.41% 2.91 4 75.00%
2019-02-10 ($1,450.00) -0.76% 0.31 2 50.00%
2019-02-03 ($1,980.00) -1.03% 0.02 2 50.00%
2019-01-27 $2,987.50 1.58% 15.40 4 75.00%
2019-01-20 ($1,620.00) -0.85% 0.14 3 33.33%
2019-01-13 $605.00 0.32% 1.93 2 50.00%
2019-01-06 $775.00 0.41% 1.87 4 75.00%
2018-12-30 $2,230.00 1.19% 100.00 3 100.00%
2018-12-23 ($3,192.50) -1.68% 0.00 2 0.00%
2018-12-16 $3,795.00 2.04% 100.00 5 100.00%
2018-12-09 $1,155.00 0.62% 100.00 3 100.00%
2018-12-02 $425.00 0.23% 100.00 1 100.00%
2018-11-25 $1,090.00 0.59% 100.00 2 100.00%
2018-11-18 $1,895.00 1.04% 100.00 1 100.00%
2018-11-11 $2,057.50 1.14% 100.00 2 100.00%
2018-11-04 $2,462.50 1.39% 100.00 5 100.00%
2018-10-28 $1,992.50 1.14% 100.00 3 100.00%
2018-10-21 $1,640.00 0.94% 2.36 3 66.67%
2018-10-14 $1,520.00 0.88% 7.14 3 66.67%
2018-10-07 $207.50 0.12% 1.65 2 50.00%
2018-09-30 ($750.00) -0.43% 0.59 2 50.00%
2018-09-23 $180.00 0.10% 13.00 2 50.00%
2018-09-16 $655.00 0.38% 100.00 1 100.00%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
2019-06-23 - Today $2,990.00 1.59% 100.00 6 100.00%
2019-06-16 - 2019-06-23 $3,415.00 1.82% 100.00 7 100.00%
2019-06-09 - 2019-06-23 $1,700.00 0.90% 1.99 8 87.50%
2019-06-02 - 2019-06-23 $3,355.00 1.79% 2.96 11 90.91%
2019-05-26 - 2019-06-23 $3,355.00 1.79% 2.96 11 90.91%
2019-05-19 - 2019-06-23 $3,405.00 1.81% 2.99 13 92.31%
2019-05-12 - 2019-06-23 $2,172.50 1.15% 1.71 15 86.67%
2019-05-05 - 2019-06-23 $2,627.50 1.39% 1.72 16 87.50%
2019-04-28 - 2019-06-23 $4,202.50 2.25% 2.15 17 88.24%
2019-04-21 - 2019-06-23 $3,130.00 1.66% 1.64 18 83.33%
2019-04-14 - 2019-06-23 $3,185.00 1.69% 1.65 19 84.21%
2019-04-07 - 2019-06-23 $2,367.50 1.25% 1.40 22 77.27%
2019-03-31 - 2019-06-23 $3,627.50 1.93% 1.62 24 83.33%
2019-03-24 - 2019-06-23 $2,735.00 1.45% 1.39 25 80.00%
2019-03-17 - 2019-06-23 $3,287.50 1.75% 1.47 28 78.57%
2019-03-10 - 2019-06-23 $3,647.50 1.94% 1.47 30 76.67%
2019-03-03 - 2019-06-23 $4,040.00 2.16% 1.47 32 78.13%
2019-02-24 - 2019-06-23 $1,987.50 1.05% 1.19 34 73.53%
2019-02-17 - 2019-06-23 $2,765.00 1.47% 1.25 37 75.68%
2019-02-10 - 2019-06-23 $1,315.00 0.69% 1.10 39 74.36%
2019-02-03 - 2019-06-23 ($665.00) -0.35% 0.96 41 73.17%
2019-01-27 - 2019-06-23 $2,322.50 1.23% 1.15 45 73.33%
2019-01-20 - 2019-06-23 $702.50 0.37% 1.04 47 72.34%
2019-01-13 - 2019-06-23 $1,307.50 0.69% 1.08 48 72.92%
2019-01-06 - 2019-06-23 $2,082.50 1.10% 1.11 51 74.51%
2018-12-30 - 2019-06-23 $4,312.50 2.31% 1.24 53 75.47%
2018-12-23 - 2019-06-23 $1,120.00 0.59% 1.05 54 74.07%
2018-12-16 - 2019-06-23 $4,915.00 2.64% 1.24 59 76.27%
2018-12-09 - 2019-06-23 $6,070.00 3.28% 1.29 62 77.42%
2018-12-02 - 2019-06-23 $6,495.00 3.51% 1.31 63 77.78%
2018-11-25 - 2019-06-23 $7,585.00 4.13% 1.37 65 78.46%
2018-11-18 - 2019-06-23 $9,480.00 5.21% 1.46 66 78.79%
2018-11-11 - 2019-06-23 $11,537.50 6.42% 1.56 68 79.41%
2018-11-04 - 2019-06-23 $14,000.00 7.90% 1.68 72 80.56%
2018-10-28 - 2019-06-23 $15,992.50 9.12% 1.77 75 81.33%
2018-10-21 - 2019-06-23 $17,632.50 10.15% 1.85 77 81.82%
2018-10-14 - 2019-06-23 $19,152.50 11.13% 1.93 79 82.28%
2018-10-07 - 2019-06-23 $19,360.00 11.26% 1.94 80 82.50%
2018-09-30 - 2019-06-23 $18,610.00 10.78% 1.83 82 81.71%
2018-09-23 - 2019-06-23 $18,790.00 10.89% 1.83 84 80.95%

Created by TradeStation: 2020-01-03 23:02:58, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: 

Performance Graphs - Equity Curve Line



Performance Graphs - Equity Curve Detailed



Performance Graphs - Equity Curve Area



Performance Graphs - Equity Curve Underwater(monthly)



Performance Graphs - Equity Curve Underwater(weekly)



Performance Graphs - Monthly Net Profit



Performance Graphs - Monthly Accumulative Net Profit



Performance Graphs - Average Profit by Month

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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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Tddt2lJcTalVvY3zLU1v4bjuFioaIA5Kb/RPDcTWi1imB2I4jmVN/osQf6H4OSXNM56qhzpEUhGp8uMXhGTJJkrD9I7uu4N8yiWEHmEGtjOboOe8apmyBaxx1dwTX4tYLWmy7PCa+XbyhOkBrSdbcsStpblmEXumBwVLQ7Kbotax1rRki2im0590xpqe2T5oNYIAT2jMtKY57IHtpY4uZYzpxPSfhYDcRwFLcjyQAdLmgVIBrSdbcsStpblmNDHAWbmnYe+Z7jm8RCAa8zEyLJ9Ti7LM6YOIz66MMSYMyu1bBqlt/knYpfTLuCqaXZRdYdDS7PIIhzSNbf3XhuI4DkVhk/xGguOQQax0k97E9J+FQ4AjmsJuHSMnH6J9ZF+CDmGDUn9o6YjRiAcJTPnoLnmAFSx0ny0S5jT5hAN1QNwWGDiP2hvTmsfAHJV0TVfMJtYN+CqbOcXTe1wbcasl2eAZ3oNaG5TdYb8UGXzso9k4hm4EBMccy0IQNY5JzXxETZBofc8tJY4OkcESy1YIEpr3FsDgmtwzFpWu2s8ck13ETpxPSfg/ZjOJW8CJk70SQRG4rIiMwVh+kaIc0HzWo0N8hpc1rWecLtS0w4C8WyTcICABB5qWuI8kwuJJ56C0tdLTw0Fz2M5khU9oPkmOZiQBO5FtVV5X4ThH+yrcRBanYhGuN/zTcJz4jZtvTS4sIBuoCbr008kQ6pz+IG5MxA5ljJE3QbRVac0YdA4Qu2q2jEKNpvBUnDjfOa/ExXBzbWW09YTcODaLoudGcW0YnpPwdvCkoMpILcMtvxTnhrrU2I5rEJkBx8isPPIHNToAc8N83KRut5o+pYjy24bnJTWY2I7s/PJPDIIneAU7stSIyQ7Z+p5J3ZuniiRiZngi6st5ArBn+PH5f9aHOdMMlfvE7yqRhkgZGpAN1LA2PJYnbvlttsprhiYbqSCYKYXYr6ZvdVsMgoVOgcygWAzsgFO/+RqVZb0wOY4ZN200tw2uMxrhYoxAI5IuphlVrrFf/jnEBEA1HmnEuGU6xzQNbjG4kotfhsNBIGapYICi/wBViH/Q/C8JtFX4YOabFn1bKaJMHNOa4yGuMKMR+vNg1wRdTDRuaFRhNxCZmIUOaR56MMY4c+uUabNmyLaC7mAsPMQ0KuHDdAKa1uGQW7y5AvcAAd+9YmCGFuYsBopdGU2TMRpblBlMwgA5wduVOwXfNYeLU3KL+a7LtCKCRZUueSJm6biO1QIcOabqU08013Ayg3FwTTycj2bolEY2Jqi+QRAcROaDhmE/Ee0PdUM/mnH/ACGNE3kTmg5hkHRiek/ApK/DY1o/3K/FwwRxw1I7rnMMEIVHIQNGIBIe6IIUlVNMRzTm4uI8gjzVlLsNwHMaWOOQcFSx0nyWHQ4OzyKhoJPLR2sanFFxzKDhuMrWazzAWPc6rbcs0O0dMKHYDX3zKAwWjCA4IyzDJP7qBKJ/yaSI3sRGC6HH+NkDAMcVw0UsElFpzGgODmXEpuD/AJEVZ2lNxcGOzNvmiy0My0YnpPwIviSmMBPaHN3Zldm8l9pBoI7znOaHjge5LiT5nRJTaXVE58kRhuiUXvLWyoBq59yprWk804timbQnYbCNmwjSHtgkKVNvloBeyocJTvwixwyh2a1QR5mdBBHz0CRI4KpmEwH5/wD9Re4CTwXPgnB8zVkE9w3mUcJwn+PJYcEiXDRiek96D/Jv3XhM6V4TOleEzpXhM6V4TOleEzpXhM6U4dkyxjZXhM6V4TOleEzpXhM6VbCZnGyvCZ0rwmdK8JnSvCZ0rwmdK8JnSvCZ0qB/J3375DhIVbMQ4m65mEXF2s7iZPd8yB/ax8NosDYDuQ4EHmqix1PGEW8pzhQGh3khstO+Spa4jyUuJJ5prnZDVCjQ0uycJCDwwOYOK7QsAaBuKsrR8xKGUusgeyddaji3yKhoJPJQdNIe6nhK4IOawuB4BVuEKORKa2kO5EwpY0Qf2gypOGfldQ5pHnow6c6lsM6/ZYksZsn93t3h6m/f8jEkOu7+J4L/AGk3p/7TQxpbiUGTzRgWltgyneiKPw68o5LKLn8g+p3375JyCPaAed7qnAZumruwcioCwycNmyN2nEIw37R3aeeiHAEc0CcSYOVKhrQPJFpyKDmsg/PTDgCOad2eEaeTVhnDw/2Cd102vDbWOSEWCc3iIQf2kxyUnDZ9FLcNoPIIvxGs8yFADCR/FQMJvzuoaAByUOaD5ogMaJzspbhtB5BCdEuY0+YUNAA5acT0nvD1N+/5UtH9/ln1O+/fc5pghPo/ymMHkFf/ACW4vIAd6b/IJmeyN2il7oPkg5hkHTiEYb9o7vy3luG4jkFhg/xCOIWzG6UW0U2nPuOawSSi57YFPH8zE9J7w9TfvpDqarwnalNPPuyeJWfNWMXGYVIN/JQDfyTQ1zYcYu1EON252Uyc4yuqncTkFI0n1O+/fgotw/8AHGI7M5QEW9iMLEHfw/SNDHcRCA/iY/Qdm4m+9VNLsov+hxPSe8PU376aXTnNk6gm/Hu0w2mTepAOp1W0jmr8RaolN5OJ+6YJaQxpyTD/ABKxKTdxlVWmqYqPBA2mT+4jNBvDSfU77/kPOA5s/ua5HExSC6IhuQ00Qcs1Lmw2moI1Mhwi0p5cILMwFh4IDqojQ3Upp5p3qQaH3PLRz7wnviLBPaH2DjuTHHeJTnMMEIVmpu+ywwcR+0N6Di98TJvmg4bxKLnmAFSx0ny0idDy3FZVFrprXvkHlpxPSe8PU376ZPesBXJCiRTb+1E/0jDt03Cpm+WSpm+WSDGRJ4otxIkRcb0G3MmFrEDP+iiZy5KL/RH1O+/fkonB/wAmkndQtfGrHCmNFnFvkgd1JVBEUsLZ4oupg2gTwWKHCK+O5YbxDpbVcI4vZm/AJpcXgkXTsJj3UjmrMcZEyAmWg0iVECkZKdEQIU0P+iDwNq6a1jSYdkAsQvYRlEhFxtvKawOHIUpgLWXMZLXNNXJfhwWjkgSBK/2eUGxYLWaD5rXaW+YTpZVMJ76TTa8K8ObwT8Fobhm0CUTiYuHlEVKRF1ECEDA0NOIwfNCpuGzEmBS3RECFiH/Q94epv30we8XftVNpqH0CblZxP3Qba2HSnZXeCmYYLTDyeaD2RI4ouMV2gbrKrVmuYnlCgnc4fUq8TI/cSqhA5z/0j6nffvuWHS7ZdwVLHSfLv4TX3fSG703CwmtpibprXNbBMWUOe0eZUtII5d7xf/yoa4y0ASEasRxFO86HtG8Qm9pis1SCc1gvwBE3TSTW9rjYZwsStpblmFxQL2sbw1VUwyNGu0O8wiZcJ4ItdcHcnUYerNrprnsgDmn4tOpa6BDiY3E2Rc6M4tog4jPqmdu6WgrDxKmFsg6cT0nvD1N++mpyyg92TxKz5qxi4zCpBv5KAb+SoZAi5JVLtqYQaN83VTiNkHJTJzjJUzfy0H1O+/58X+RTMaRfKETjMOLwl2SP+QA/8MzFXBChkGIiVhB4jV/7Kj+JhEmBzKhr2nyKe4ZhpTWvfIPLQ9oayxhYYc+dYbgnuG4SgJp9KOITN4uhh0msACYVbm6pbbROTQOCw24WIJvnKIxHNzmU/s8QVf6nmvFf1LDJ/iEY0QcRn1RY6YPBBzS7OLrEbushKxJ/ku0w6GtcAYTO1MQAEezdMaMT0nvD1N++mlyzk92mG0yb1IB1Oq2kc1fiLVEpvJxP3TBLSGNOSrZBmxBVdi+qU02/dPzUSNlo+iabbUm5O5TYDkc/loPqd9/zKahVwlEAgkZqQ4EDmpaQRyWH6Qi4ufcynYQJhyD2l0jih2jZhUsEBPY0TMQn4mK2GhnFdmGu1uITgzBwhSSAadDwBCw3HDbVxIutU5mCnl7QYiJVDYZebBeL/wDlNbwEaMRhdaSITXuLYHBOawSSpOGfldYlbS3LMdzEcGWknNMLsNwHMKHNB80xoIAc4TDRoL3F0ngg0bhC7IAy1yfWRfhoxPSe8PU37rb/AKK2/wCitv8Aorb/AKK2/wCitv8Ao6aY1cieaz3wiZy5KJP0VM3yyUA98+p33/Ls0u8lqDVYZniU2nPsjKdGzDJ+qxaSBrLDuMhu05idFLwTvsEHg58QnNmJELDe1wcb5hOxQWiXaC57ZJTWgxStYAjgQjS1ongFmJ05iUGjCw3SJJc1B7ovwQbiPAd5IPYZadGYlZ20ZidGIBiP2jvQhmHVxpQvZMMSBO7LJHCERtJzu1zM7OjMSsT0HvD1N+/5JqJqN7OKdURdu7irxMj9xKztIjWP2TcMFph5PNCdwgaxPfPqd9/zJGG2eMIkNAnNQGgA7oUNAA5JrmGCGtRa90inh3A6um0ZIMzI3xoHaNmFSwQNInS5rHwByTHHMtGkFzN1tyDWCAEHNLcoumsdEjhpMd7tC2qEcJ+HAic1UxsHz7mJ6T3oBi4K22dHuttnR7rbZ0e622dHuttnR7rbZ0e622dHuttnR7rbZ0e622dHuttnR7rbZ0e622dHuttnR7rbZ0e622dHuttnR7rbZ0e622dHuttnR7qCZuT+fqgE80wPaIpHNS1jR5DTiEfxKb2mKaebkxpfYuG5Ob2WRja/Il2G0nmFA03/ADKDkc1U0uyi/dxPSfheH6R3XOYyQeaZLG1ADdvRcXPuZ0ucwwQi17pFPD8jj+ixPSfg7RUTO6LKsmamF0cEW1SbQfNPDiXUnOFh55AZKNE3+ijRMHduUaJv9FS4TPJGhgaeQTTB5WUaJv8ARRom/wBEABFuGib/AEUaJv8ARG39aJv9FGib/RCR5W0Tf6KNE3+ixB/ofg2s0HzQqdIBkWUOdIikI1Plxi8IyZJMlYfpH6O/6LE9J+FS4gDmmQQYaO+9wzDSmte+QeX5fH9Fiek/C8P0jvGBrQodrB2YUtw2g8h3BPfEWHeMd4T3sT0n4PRviVvAiZO9EkERuKyIjMFYfpHfmM/zL/osT0n4NqkDzCFTRkZIKDKSC3DLb8U54a61NiOaxCZAcfIrDzyBzU6Iv9VKLs1Sd3NToi/1U6AJNlOiL/VToi/1QudEX+qnRF/qpk6Iv9VOiL/VAydEX+qnRF/qsQ/6H4Xh+kd2l2SIbPeE98RYd4x3hPexPSfhWZHMJlydUfo7/osT0n4Xh+kfo+P6LE9J+FaoBPNNbSywja9lsM6/ZbDOv2Wwzr9lsM6/ZbDOv2U9nh9XsthnX7LYZ1+y2GdfsthnX7LYZ1+y8PD6vZbDOv2Wwzr9lsM6/ZbDOv2Wwzr9lsM6/ZQMPD6vZbDOv2Wwzr9lsM6/ZbDOv2Wwzr9l4eH1ey2GdfsthnX7LYZ1+y2GdfsthnX7Lw8Pq9lsM6/ZbDOv2Wwzr9lsM6/ZbDOv2Tm0suI2vb/nXmQP7WI0bIdbu4Rk55fJNf8AuLyD/awyM3sl3PuCsVcG8U4PuWYdvNOedoPaB/XchPaAGg02bwldnGp2mXyUcCQO4CHjZIAlBzdp2ESU5rbCkHuN1GuA/knOizcOW8k552g9oH9dzzICGHQGivWAyyTWOuwVW+aYTw+EQcioHdBO5VxdS0dyTMjgYQkZc1VF+5ByRGc8SqYtnmoGXcq3owM1q9y/9GEJGSqi/cgqmOeaDYsOf/gUeDrOgZr8c4fKlF1bYG+VquB8kaHNLhuWs4N8zoY2NQ5ngsNm50qqoU8ZV3tEc0BUJOV09ry0NbF1M2Wq4O8iorbJ5/8AAcL/AOwID/YJjG4IcSbNyCx4DAaMmJjmgTa/FYgAwnRHiIglpv8At3INORwysPDdtMkea+f/AGsWsA2GaL41uPzT6wCaRAKLWR2faxfJNJ7FnJm9F8Cqo3/4CKhkZUOCh7ZUsbFoRPZi612yqWiAq41skHxrDeiaLnNFwFzmuzjV4I1tmV2dIp4KWNhQ0f8Atx//xAAtEAACAgEDAgUFAQEBAQEBAAABEQAhMUFRYSBxEIGh8PFQkbHB0eEwYHCAQP/aAAgBAQABPyH/AOSVokhDfwj8AvAENrnEoKgJpvRUXkDWByD9l6uNUZAZwKidg+o+8B1QxyjP6gWWwAAngyBNs9BcMwgPSNoOriRAvRD7wBCwLgwA4PAcCsxhqQT7hPfmWkhRmVYwc+DCmqjp3Grmq2TUtK8oHSIVolCmQWuWPKBH4KcCO6gg6QsbKEgTBRbJxKbXqV5t8RiKOQflLM4w3DJ97Qw88eUXpKzWgMk/xLDILAaMw0FwXhZCEhJAye0zXkOAN4iAYAUgvWzBghq2pHNec1WyalpXl4AYLBVofKU2vUrzb4jEUcg/KYPES+JafaGHnjyi9IAgElJpFwNSJtiMeLKQN2xmauIvIvBjb6ZyDPEKmqDJoaswYIatqRzXnDDb/wAC0rygixJRk6o//wB4SOAUc8KqNhQk+yC32UoYyGCH2QyRHLe81s/ZqE9JsOweI0NKMSMjBmc1WJ2wRLCJSA4CPtUJHFkkTqTDUxZAKGDZAwATDB1hxAcvAsTuTh+kBUSZJFLalDh8kfoI0UkgE0QwYrzQkNIJyYZBKCB5wfqOx3h8tyDGn0J6t4QdIcCOxxtDzMNmq7GvxCRYL05mVI4ADAwRw7EDOZf4EAcQMoyiPymbAuyXAMyEA5hiAAopLaBDasFtEd5sRoCGDFeaEhpBOTM6IBGIMmaToz5iHmYbNV2NfiEiwXpzAqBJJLDQMEcOxAzmAQBvYLyDFKYUGAQ2cIkgSdQ+iWl3JOSYC5RAPlBgcBADDvNiNAQwYlzQkNIJyYBZI9w//hVaBrLZivWVXIitsCahgAM3Q9YRdXAL/wDG0OCCmyOYA04tkdfSMtcOhbOIEFPpNAAX9oUCJISRup8CnwKfAp8Ch8AhoI3OLzNZ8CnwKfAp8CnwKERGtxnwKfAp8CnwKfAp8CgQF24ifAp8CnwKfAp8CgMTpcZ8CnwKfAp8CnwKERGtxnwKfAp8CnwKfAoECIICBqvpfs23SCoAb43pej6XmvSswthAc31siAHVHqDZYHF9RbCA5vq9m2+lGKAbwP1hmXCWqrHUrFnt0EACDgxewBiEMiyF69YIASU1OvUAibJfp1EMiyF69Xs230cFMShnIJhRgBxDfOgiggqYtSYns23To+b+4LKwDK/fVYpl1TVenXgNFBJeXVYpF3SdevVYpl1TVenV7Nt9HAXHCHYbc/Gby/bmldIwv8Rm3AkMYDg2tC4Icy0sLtA2WRxUx7BlVzLSwu0T0DXP5mCJ0YZ3qAugIUe8DZZHFTHsGVXMtLC7QNlkcVDRBamX4EtLC7QNlkcVMewZVcy0sLtA2WRxUx7BlVzBGJAEiwv1hsNgg3TSY9gyq5lpYXaBssjipj2DKrmb6eo+7gbLI4qY9gyq5lpYXaBssjipj2DKrmHG7jMDZZHFTHsGVXMtLC7QNlkcVMewZVcxsgWzx9HBQCWQsYcEZAMw/wA+goYKiLQEJ7Nt0EoMzQgnBMaJaKIQgrv0kMiyF69ZAEXoEnXmBAOnSAibJfp4lAIiiCNeJDIshevV7Nt9KMUg3gfrDMqAtXWeghhGAROkQEBhScmT/vVYpl1TVenXgNFBJeXVYpF3SdeviwWQBXfv42KZdU1Xp1ezbfS/ZtunSGov+4HVsYW735gGZCBwoBEUQRrxCCRNAAbhbCA5udkFRMMk4ppdBCAgggI0qFiZsFIweoNlgcX0NGDEgP7KDiQTYTEDElky04mVyen2bb6PZSMxAQ3b7QCUoFMhp6xlvBwCmUA0RoxIIBwO8Mqpmdh7cdLXxAWTmuIq4CtTjpa+ICyc1xEaR3ESAlIZiEFKFQnRNiHkxVwFanCohPqGkYjIbxcLNgKrU94DUzW44hmysyWBFXAVqcdLXxAWTmuIq4CtTgySRZIzAWTmuIq4CtTjpa+ICyc1xFXAVqcwrJ2KoQFk5riKuArU4TOBxDuYUxMA4M946U0Ta85QCKKBQNIrXSBBFXAVqcLCY6AtQsTNgpGDFXAVqcLUXo8fR2hXqNbNyoqZhSQPsTC4ABRKxXeEfdwAp7Nt0rLbFDmMAg2eThUwI9IYJZQABuBlKBkOpl4egUUCTrBoDmTaZ3limXVNV6eJRShQPQzOWpQ8wfRZNUJhxGAIPZqiCf59ppDWX/XTYpF3SdeviNJwTYTTCIOBFYADyhxFtsHV4pCBkid+3j7Nt9LDMygUDGElXI8qFFKFA9DM5alDz4PSOZ4aUvAaXih0WinNs4fyoXBkQ9UNWVnHiUAiKII14BqCgBo4gg0oBs37hwQRGA/O/MJjxOQJjLWsWIUUsUC0HiGywOL8AxMkCgYEIQEkkJOteBQUBkwN/QIjTt1ezbfSj0xZAMQ40XIpxYDVNs45XAGnoZxklAb+BFisnF/qGAASGh5o+GuERUOk4NMPB8ThgMAANAACFAgQEE7uUHEgmwn3c0NywG6TaFQwAgCNY6uWcCCEalmDeA7hM4HEO5m1FBVHkw9bqFCisgT5TMDXCqTcGRiExgRgMiAf+eJuvIgX5gB89SIhMtjYvHaaiSFAv2oYC61fxKRSk2fj7Nt9HBWGLFpHrABDgDcQPzqUWXiAJYJZAns23gsJygceW2aH4luEgxPD35goIV3CRKzrHVLtiPCcMlCxE2SZyfA5OUGmcb+Bwo1BRRRAoCwPtMQxDr9qawliUXYG3t+QhIRQCb03EoKoAb21jIIuHaxxUDkoQZsfaAAAACgBpO/jc2v5AFnjSjhniITh4Bf+TWGsr+oQHxpBXpGNyKcVv5TAm6jjttBB2AjU9KzCINgQB0PafMj+QIQG8lQKYEekHh7Nt9HOSAYLXIgAhCEQNBW+IC1AMASmNSsKnmoAdxiCXWzOw9qKlq5gCJzfMFyNKiV+YMgABWQXQm4YiJJRAcUI6K6DcwP8ES6+xSpnnwBajzEEYItDzCO7UIOz7Q2wq1V9+0PSpCWxHrcuBtUAJaTUSSJJfgMkRUA2QMNQjVAYHrDRKbJBK8oQIggTA2BRgRxVMw137RQ9ePXtEAgbGacbxq77fqIqEgCn1gzU0AF+b3M8qeZN47iEU5SQ2vI5glWtY2z+pj6gIbVjfiHU+QO3aLUsgAQOhdocQiCM+w4bvFMfWBGLQmvB4hk3FpuKuALU4GorV4+l6xzVf1BJqByWdYOYGIDRoxCMgrFxJYyKY9eYH42CAOINAgKNC9u8eE5QKEIDF8zISfXB7wjKJISHQSoG1RBgwyxgeWJsqAzT5gyiogcKsrHMFXWJAEp5CPxTazw8+AUciYAWTuDoSPwBLfjFq137wGmQBIppbycsNWwlOAsK1m8Mw77wibGp371O/jc2v5KRak3UDEwl6n6ndBUDChxTAcTjjeDBFQBThQURgw4wagZY4I2gIK2ot3mmERXh7Nt9CKcAlv5uj5DEPdxTXkbgAEYOOmk4kVyJnIqrAHgKuA013cIQhJNknWXX+sKfKJ8WF0LBwTxEZiRoxD0TZJQPEoqIE+cOk4NMJjLWsWIOmLABnwBCUA3ZtQoLIyYRGYgcAgMRyO0L4zT2KR2QVAQsOS1H2xL/AAGEIPpCYRKbQOP2QCXWwgrmQAjBL9VMkg1gYTIgBtBp4GScGmoEFERHgkYEDJ/k5Y9LWVYnejYvLftD3FCmbfh7Nt9CKKQwFrCNeUoGpAVw0frG+Y/fUDCE8RucU4pxRwbhsnFAMYSbJJzCKoOq7IQANiKMJ4e5bcwamFUCnFOKcUK9Czp7RAxhUILSUiGDudPWcU4pzmhixAAACt7j0gx2AD0nFKoPNT84TKghTzyKhlM4P0E4oIQbxqHrOKAwuNsnD4rBO0C6MmiGgvIvZ7/UNRlAFmhCQijg+8KPgCPM7/JlHACjkPw9m26hBACCAg61nwKfAp8CnwKfAp8CnwKAhmlNn+58CnwKfAp8ChsaRWDQz4FPgU+BT4FPgU+BT4FBFAAAAAaX6zSThEAOMgkhrNuIC9nnjgCEgoh6Ho09CnYg5qVjtgUOg9EWQCMK2MmJSqGvZIzCoNlXrAUpahSTceE4ZKHpiySZhVWBvbT1jIxQteAfhaQc+3ClcIL1j3pFzDBLdfLeAiQE61HKG9n8pQktAaQ2GIfGwQfxHltmhwdMWADMIQBBFEHTxC2MEJQmRADaDSAZEsEx1X6gMWJQRBB1/nqI7+4LAJgCIBdgDW4gtnEC0rcx2L2aR4TlAvAlaBWtZ82igAWI9up71t/4DCzwEEGGqjsmmrbGjdEYqEySIE6a694YgK9wDcUT6wJkJXIuFw2cZBxqBGj/AOHvW/rwhDNQr0DQgD9kLMIgMQscX0lQ3kEXGm7LJhQIkhJG68SgQJAQd34iysAyv34HpiyAYgQaICSy4zFhOUCgQWBEQtrRLLTxPTFkAxNhmsWBAaRxeRxExxJIE5q5gNFBJeUtFObZzfNVXTvCgkTZJG4OibBCDPPDG/M4PyS/GY/B2ftB0RYAIRYTlA4OEVAAHB0TYIQZYpl1TVeng+JwwGDoiwAQ8fZtur3rb/ycA0gyKHG3/P3rf104BaesGU9Cnut3cJLCYjzrqGUqDcJ9INXAFkNPAabg0xmmERXiUCBICDu+othAc30liZIlIwIQAIIAQdKhgASMOW80hrL/AK6KTiQfIj1cQaHUdRbCA5vq9m26vetvjrCUNTt43Nv+dJzoxVwVH6xFiCARuN5YUgXjJ2j0GJGSY0cDjyVi19oHByASKe/EyRyQa98S3gUPbtmGsZEGEoHaEAEYOCPH3rf1gCABByDKV+AQEXUIMgAWO46/ZtvAgor0R/2CHOwvz+/FWLPbqIZFkL16zFIjBOEx4nIHSAibJfp1EMiyF69Xs23V71t8Qo4AQWA1bbdLkjkSxol4UQqTanmHliPwQAaKlFmz+IBAJFutj/qEDggzvTO3aFHJNP2I/cqAAQtUhT0xCCOKSJsTNwpsC0AGzyIqlRV4+9b/APhhXwBSuDAzeoBR4gCvMLhCvmVXIitsCahgAM3Q9Yi7hx6OoLQgsQFQ/wA8O/jc2v5PWfwIwGRAP/PAWVgGV++qxTLqmq9OvAaKCS8ogWAAXftCITGS7Sk4kVyIZA6BMcQoECAgndw/skLwBmQgc1wiKh0nBph42KZdU1Xp4IBB0E2pYcTCbHx9m26vetvRMY0iNOkVyGgVU/56zDAAWIdlESTZGSYyHGxSWSpb8wiYVgVkD3nPRSyJ2cEyiLsABDnWABTFCoDQI2gapz7MK0Q3MpAI2QN4qVXYrXT32nvW/rAQgAGSYAeCt5d8w4NRo+BLScL+4ih0AT5iANOLZHX0jLXDoWzj2l0EOCB9HCMiARQHHA951VQOShBij9oIxTArcgYaiFABJFhxbOwCLQirTCf59oiIGKcAAkgAOzzK9QkFQWJWsCmn9iqQEc8ROMNkEYUA0JW/+Q1YAsUJEjIDC40lcWOCYBPeGAR5Mr+3lGdiWgBQB4B0tQBgSNSdyYGgVoG0sQKtBo/eIstsUODEQ3rKSnpt1gawwAhCqBohflBUCRs7e3ECO/eNDrHjGuxrK9QkFQWIRUIcM5A9qAASQAHZ5gRhlgECCoTbOK+sAAkgAOzzK9QkFQWICgGAvy6vetvRMY2ydekoLIYUOSn+JbFhnY/QgIvZ/P8A1CAi5POV/ITl6DC/kKplQa5yNM5hNIiFgQYDUlkUBNOC95ES3FEiAAaXcjRA7EgvJhNFYJAwVscD3nvW/rNPxT+4jYFhOdDXSHScGmHWXFaVPKc+Nh1PMT9orA3HxOUAQdMWCTHgrFnt0e35QDwAFUcgQTChFMGR4EQmcH2iEBGAC52muJCWTssxWACtAWhpM5alDzAQAkpqdY2kNkNvYQyTiml4LKbFilqUaIIekBLv03QWPGmssOJlNjPvmg2AglJUGH7IFMCPSCEMiyF6woBEUQRqaomUq1xAgRFEmxnbx9m26vetviX4NhrHYCOQ+k50Yq4Kj9YixBAI3G8sKQLxk7R6DEjJMaOBx5Kxa+0ZUwIX6RtEDjwSn+I8EShUOhUGAJZAKnKeRQ7eyzE0WjJffHh71v8A+4ylQ7gPpCYUpYWKcOImgRRAlAkAwLR7TRUTUyYbqQIezuIZ5Wh+f3D5aQHUOLj4nKAYUVEAfKWHEwmx8EhBwYO/eCqAfwW0IhM4PtEIrzDgE2gESZLf8lC5hBWH+JWJfMW14c1zQh2ik3gAP04hR03laDWHFOBHVFNp8ihCAkkhJ1qWKRd0nXr4FAIiiCNQ/QZNUJnE5g2MOYoSA7v+SxTLqmq9IMQRY/e4NiHh0qHETQ2EAm1/k7oKiPD2bbq962+Jfg3GkdkM5K6XJHIljRLwohUm1PMPLEfggA0VKLNn8QCASLdbH/UIHBBnemdu0srAwXrCFBmIJQwk4Yj8m5wXLEETknDAAEeSrJirtklv8B38Pet//QFMUu9MKMAOIb50EUEFTFqTE9m2jRgxIj+Qgq5km7ChuvAwX4nZBWRDJuLTcBzLUZuGykMAdj+oM5gKljvCLiQtt4CZajyTf7msyHkCj+JjBpWQQYag8RbgAtH22e35S0Wpt14JFDkAMbNQmWxsXjtKTiQfIjsXs0mctSh58A2WBxfgQKTEQWHtAxM2SgYMWE5QOCgYAE74ELYQHNwXXkYL8QDMhA4QBbpIqmJYDVNs/D2bbq962z2/5T2/5T2/5T2/5T2/5T2/5eIihVsCx75lLxbzD4mUgEbIG8VCESAStdPD2nPRSyJ2cP2iOCH236/et/8AzS2nCvuYBQQSXe0PvPxm8v25pXSML/EZtwJDGA4NrQuCHMtLC7QNlkcVMewZVcy0sLtHORCbX3jfuGwb9uFUgPhvCdFSgfnmWdQwSc5/ctLC7QN/UMjTvDgqgYoiKgP7i/bhXyC/vMewZVcy0sLtA2WRxUx7BlVzKAGlJJZly56BK1DaEg5kGCQtaZ93A2WRxUx7BlVzFbbYRA2WRxUx7BlVzLSwu0CBAAAB1cDEECKDCCMEDIWYYyyg+4lTGoRegmETk0PzgbLI4qY9gyq5jZAtnjq962/8Uu3YoPSuKhrAFLQQRPpGiB2JBeTCApcoIBVo84Cw8MI1zkaZzKGEOLHkaHX71v8A+ifO0LhwRkAzD/PoKGCoi0BCUhFFdotXEUg1HRpDUX/ccVC6nZPh2QVkQybi0342KZdU1Xp40HEgmwhRWQJ8vG91AMkHaaYRBwGcBmHcwuRMejPjYpF3SdevUcMDoemdJlWpvsQ6bgmx6PZtuo6QSBIeC/1Pm0fNo+bR82j5tHzaPm0fNo+bR82j5tHzaPm0fNo+bR82j5tHzaPm0fNoOkEwQFkv9/8AdZ7ABIR/3AwIQj4nDAPEhAQQQEaVNxm8WDGCwBC79plE5tS8ukthAc34npmyQkwAAAAUANPFkQA6o9QbLA4vqAZ+uBRGsJjxOQOn2bb6X7Nt00HEimwhUGdVoNXGjBiRH88aTiRXIi1cRSDUQhkWQvXrBACSmp16gETZL9OohkWQvXq9m2+jnw5LJQC0O/nAJSgUyGnrGW8HAKZQDRGjEggHA7wyqmZ2Htx0tfEBZOa4irgK1OOlr4gLJzXED1YRZ3x70jpa+ICyc1xFXAVqcBIjoLCFYMolMTIRnVY/kdLXxAWTmuIq4CtTjpa+ICyc1xFXAVqcMCoMBRD9QFk5riKuArU46WviAsnNcRVwFanCQBAmydWNft7EBZOa4irgK1OOlr4gLJzXEVcBWpwkSE5Ky89ICyc1xFXAVqcdLXxAWTmuIq4CtThai9Hj6MlqbCNRyGuKH7+e0qKmYUkD7EwuAAUSsV3hH3cAKezbdVtQXfqLYQHN9bIgB1R6g2WBxfUWwgOb6vZtvpR6IskkJXsAo4K6lYs9oUVEAfKWHEwmx6CGRZC9esEAJKanXqARNkv06iGRZC9er2bb6X7Nt1UJv4E8oOBJsQqSUHRNghB6LFMuqar068BooJLy6rFIu6Tr16rFMuqar06vZtvo9f8AzI9YAIcAbiB+dSiy8QBLBLIE9m26ragu8ACAAcjv0lsIDm+tkQA6o9QbLA4vqLYQHN9Xs230YCXMWfuAnstU7cQAQhCIGgrfEBagGAJTGpWFTzUAO4xBLrZnYe1FS1cwBE5vmKuALU4qWrmLCSJw/al5oIBAFaP321ipauYAic3zFXAFqcVLVzAETm+YcEBNc9zFS1cwBE5vmKuALU4qWrmAInN8xVwBanAliEBM6wBE5vmKuALU4qWrmAInN8xVwBanN0bDQQBE5vmKuALU4qWrmAInN8xVwBanCygtBgwBE5vmKuALU4qWrmAInN8xVwBanA1FavH0v2bbpPAMsiJm1MnXqsUy6pqvTrwGigkvLqsUi7pOvXqsUy6pqvTq9m2+lGKAbwP1hmXCWqrHVbUF36i2EBzfWyIAdUeoNlgcX1FsIDm+r2bb6X7Nt1KxZ7dRDIshevWCAElNTr1AImyX6dRDIshevV7Nt9KWewASEYHUz2o+bR82j5tHzaPm0Nlg03j5tHzaPm0fNo+bQSRBJFYvUfNo+bR82j5tHzaPm0EAAAoAHUfNo+bR82j5tHzaAQJIA7N7j5tHzaPm0fNo+bQSRBJFYvUfNo+bR82j5tHzaEB3M9P/AN009CnYg4AJVIMCgek7qnA0C0FAi7tSNHoILJgTdVn7noMZvGdu0ODCcntax9hATrw2Gj1PQAxYNUVBk1A0GR94qli26195UtHZAJ6CBLAOQ9YNDkcamr9TAU4QN7v06AyGYkEg9NDzCCkBHvvH2EBOvDYaPU9BmgZYIqiYGqqFMsoLLAlikEMwyRZ+kFQ3kEXGm7LJ6QIWbEBwLeSvtD1Ankn7bdAzXECX8Jeo4WV99/OBh08lfboORsqIMAEyGbCfuZqS2o3u8wCGgx0EgJQIGEDZFl/EEEAQ9yT+egwCJYwSF6TYCQRVbQMOnkr7dByFgy6xE2Zvd5haHoogfvAAAACA/wDglSkIQmQZAYf3AcA2ZCEEMXuThDIoBZq1BQI44ogLDFiFKCfw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RGsFyYhHWM5nj+H9Ak7BljfT75kE/Isre/v9U4wHIqkN4xm+f4P1CPGphIxvnWR4rAdvrnUGpCNFL33n9U/xkYUb4+CyGC12HExPvvo3cfJtUK4pi46Op9e9/wCPn/1/j8kSEVQnRI093E180SkVBnQIQ9XN38kYQISvsUT9z5p+FCqURc3Hry7x82QVq2O2zB1r8d/4+f8A1/j8vYiTHtOIsTRSmzPyPtJ7kZvpC+p18UjxgYSs64EOV9emSLfrvmAT8Cys6++JJ2hLGuz38QoAiXGjGUN/9+H5kPvo7qrPbW929/46frQkid5Hml0HFDVm33+n4WEbMNnt5KMoMGIPX3+qNYLkxCOsZzPH8PyTjAciqQ3jGb5/g+KKARiAvVYz9nmAgRcMB/jivAkZbR7Dx8VkMFrsOJifffRu4+TaoVxTFx0dT697/wAfP/r/AB/RcpMDAvRfr/XFyk1MC9s+v9fqiQiqE6JGnu4mvmiUioM6BCHq5u/kjCBCV9iifufNTBAI4xszq4nnt9T5MgrVsdtmDrX47/x8/wDr/H9JRkIgxE7++fhYRsy0+z9T7Se5Wb6Uvud/M+0nuRm+kL6nXyCHK+vTJFv13+jV4iiR8b/QywKpgHnhZN0JX8XmET8lKXo98BmJaSAbTvL8HF2iJJRyfIh99HdVZ7a3u3v/ABc/DwRoVoYBwe2X/uwEkECGitUGQO+Bq6sOkDVcBz2eOM+CsQIKBVHAlc8YaFQYglk3j3xFBEisoSs9U/c4BAtcEFNEn78nBplUpAy+YH3xsG7EJ+LwpRiCkygn+kfpOUijJAn4DVB9/hRQRIrKErPVP3OJrHAbUGPjCP54MLq20CHu0nm8RQRIrKErPVP3OJrHAbUGPjCP54MLq20CHu0nm8MioqFglZ1FnfXmcTWOA2oMfGEfzwYXVtoEPdpPN4igiRWUJWeqfucTWOA2oMfGEfzwYXVtoEPdpPN5mMnqST7ZUrGXiaxwG1Bj4wj+eN5dCgVEeUbHhgcCs+0/c4afDAYWA+Nm/PGAEkR1MbHn0b6Ztsvh5W5HlYBRimxz0nIKTnRiEKG1J98RQRIrKErPVP3OV2IFImHrgwurbQIe7SebxFBEisoSs9U/c4mscBtQY+MI/ngQrmcBZLjdPywvEUESKyhKz1T9zjw9kaqIGaw3nkOcUAEXdcHniKCJFZQlZ6p+5xNY4Dagx8YR/PG0vhQMUf8ACEikp/sqL9PL1hi5qR/25OuiChBBCIYBe+IqYmhhVQcp6weeDrtqnHCwXAVnfFFgwLgs6nfngvAtZbU6TxwUZPAGtUeAUCzhKh/s52qJZWBYFmeSIahsIX3niJCKoTokae7ia+feR4pQ9nvj5VJJVBfijCBCV9iifufoiiqsD0H7+GWBAEA8foRy594K4W1c3kXHKMkI56vj9IgYVhkECquNfoHeNGkVfHwZBWrY7bMHWvx3xFiIqU0Y57ESY9L/AI2erVMqFjnHN/UjIS75kE/Isre/vnVQfcLdnnntcg7q4H64kuaFOdd/XD7Se5Wb6Uvud/ATMkLAidd79cy0aLDhPn1+hJggBXB2mcJk+uuGWBAEA8czwIANVf8A/HgEVQAkOkd54nm5KRy6vAl7AtjXR65tasVEomFeyTP6J3rQpBHx+rFo0iidvRw+tT3NeV5P9cTgURi5OxjrHc9c0xRUxO4LNnPfHdhS2uuIxhBnCOnG9nEk7QljXZ7/AFIffR3VWe2t7t7/AEIIQoqZwP4f24J4lgiyYz6f8ZPwsGbqhXDz8yYb6vEdiBCrg+BBBAawXJKEdZzmeP4f1III1K91b95cfqLYyesjlo6EWzU7fXE/lAwhTJQPHer3+hEeAquMONvc5i1Vtflcf14LQJWEqdnxyHlYWU0pXGDvj60oBrns/HTPmQQQQQQxDBa5hxMX776N3GhncndSb98cATrx/dH/AFxRTrPMOinnrhchBHeBpEeDzDQwuY359/oQ1UK4Vi47Op9e98BqEj2xex44uOiqhuA+vMSaPyV1l1+3JFAusAh/ip+tCSB1leCOoKXRW9zn4WEJcNvp47HVGNP3N87W3AOpup54kw+RlMvn3z6kQx9ziJCKoTokae7ia+RsqICU8Z4cZSiD0gHmue1/UO9alIoeeTzIOVuXp/s5B9yG5TD+eIwgQlfYon7n6ettC6monnivAkKEg9r5+CmCARxjZnVxPPb6n6pHjAwlZ1xO9aFII+P0ABNCjLUMOjH4znmRzzGZAzN54DQ30yUE/wAbPk6tRauaONnjn9sN3T63xmRMRC+Mce/CASoxs8cXTx1Aei+Z+/PGCzaqT+uuH2k9ys30pfc7/UXgWstqdJ45kIEDDCP454vHRahv88DRNMrPEf6nHlo2LFErAuAZ8c6qD6hbp8cnLQE/u6r/APnLXQvLCmLOjgvAtaEidD55720Lq7oeeBDlfXpki367/TzoNhLLp9HElzQpzrv6/Q2Oqlafs75KMoMGIPX3wUt95wpTwuMdz18Z5ElICh1+mQQ3MtCwK2lmbeaq1QOFGqHhrmUT8lKTt9/42eSxKCFnOeSJoBG4EZ/rxy0ZQIcQOvrl8iSkBF75AAVXHCP8cVoFhJKPQeOI1guTEI6xnM8fw/fRJKy/oCTsGWN9PvmQT8iyt7++QAFVxwj/ABxa8BCFTPIa6kSETvB2vn/c4LQJWDYnY+ebl+sM+sOBwUDDCPPgOf3j+f0RQCMQF6rGfs8fKpJYgpzrI8Viej1wGxGjqgvPITyumJY3OXtslYBQZl8nGbE1EL5xxZDBa7DiYn330buOdrbgHU3U8/ogB9BkdxLxq8VTK+dfpbRzJMASs8HjfnfFeBIy2j2Hj9FWoqoXZjiuDktXLv8Axc/+v8fkiQiqE6JGnu4muJ/jIwo3xxsG7EJ+LzGrAckItI+uettCbu6vjgNiNHVBedImWX0f64iUioM6BCHq5u+B5uCgMOrxQyNTVYz8EYQISvsUT9zg0E3miCa8cLBuhCfmcHaoFlHDyi3nkDwvO6g+4G7fH6KYIBHGNmdXE89vqc/96VZ7PH6B66JSwl57ESa9pwFiYKU0Z4yCtWx22YOtfjv9DLAqmAeeFk3Qlfxf8HPVNPEKvgAyvo47D9LJof8AawvBg/yojgjmdtL9cDAMUdn6CmmJGMqFGysrJrlgJiAkQIVIDNccztZFXXgAQSn+7yTqjCgUcphg6vFIi9RzClMmdMd3HEkFBRqYnejeu8+HghCnGo6HF3vZ9dcEj0R2JKSm83XcnEkFBRqYnejeu8+HghCnGo6HF3vZ9dcTDjtKiVJcVFZLHiSCgo1MTvRvXefDyzNAQrxVL98xjkr2dmzjysJGGW5SdmP/AFxkxiKNCdPeHZ/2cxDHeQ0ysm80x3JwaYsqCDLCOEb6TtBCFONR0OLvez664JHojsSUlN5uu5OJIKCjUxO9G9d58PBCFONR0OLvez664JHojsSUlN5uu5OXqIpIbIDbdbcwc8M0PaYYNGZ2ZO/ZwSPRHYkpKbzddycSQUFGpid6N67z4eCEKcajocXe9n11wSPRHYkpKbzddycSQUFGpid6N67z4eE7Bg3gyQiZvbM9oJHojsSUlN5uu5OJIKCjUxO9G9d58PBCFONR0OLvez664oZgVFSxJTXZxIYKoB+Un4+/HBCFONR0OLvez6657tVqyKilVVT3rPProksZeGXEARpcIuHZnX7POyo3YoFGTKWmO5HiSCgo1MTvRvXefDwQhTjUdDi73s+uuGEAsEWdo5Pp/wABFUAsSmFnXGM3AMswWGD/AL5E+C8gxIYP2e/0PAbgNPJeEplUk+gwgdY89q8nJrtt6tawFhrXCRIhK9MmuS5z64ELhirAAKwAO3n9f4/GAAqGuUP54EIQXmPSWtTGMXOI/pPIkhRQevgnGA5FUhvGM3z/AAfFFAIxAXqsZ+zwPNwUBh1eKGRqarGefUiGvq8ZkTEQvjH6rIYLXYcTE+++jdx+ovAtaEidD55720Lq7oef0bVCuKYuOjqfXvfLENw0tJ6xzqI8BYjr6/wk+iKzkncDON4z448GyFW6D8MPjjgi2grgWUHoP+uVGUPYen5aAPhZQ6++JJ2hLGuz38PF47JEdfjjTkpEZPKr94mvw/o1eKAkfOvgiUioM6BCHq5u/wBWrxAMr43+qMIEJX2KJ+5+v4WEJcNvp5aMoEOIHX1+qmCARxjZnVxPPb6nyZBWrY7bMHWvx3w2VEBKeM8NAOhgfj/CT0TRCCYG8GeVKCkihVgcOM+OPSrlgoZm53uY+cABa4YF/HFeBIy2j2Hj4n2k9ys30pfc7+Z9pPcjN9IX1Ov1vkSUgIvf6hDlfXpki367+Ypb7zhSnhcY7nr56HbyZcrJcpb3b3x8qkkqgv8A456oSxEy5Hn9p/jn9p/jn9p/jn9p/jn9p/jn9p/jjQob7qLryc/tP8c/tP8AHP7T/HP7T/HAzjlWD5xz+0/xz+0/xz+0/wAc/tP8c/tP8c/tP8cLC8EARA+eWMhKCBw+rzO1QgOcirwzrXXCQO8oMnYvr8/Ig1sPwICvIHFnMIdUKezHxw0aLLkPn3yloeQDyjnKEZ3nGQfQZHcS/JOMByKpDeMZvn+D4ooBGIC9VjP2fmshgtdhxMT776N3HyVDVqLQwVTxPrWd8MsCAIB4/wCFPFkupBdxB6ETN4VWOnkykdQO3Jjmuy6RXiWhGenGam1UE5lF5Sq4zkR2DV2WNGUdHkvAxkBiM0/+aeOBkBRPCcSQQMSQBTCyz7eTxyn1dhFLv38/6/x+JMq2tbMYg0cl+sFgQjtxlJpB0Cs1ZxFiaKU2Z+KJSKgzoEIerm7+SMIEJX2KJ+581MEAjjGzOriee31PkyCtWx22YOtfjv8A4k8WK9pGkeuKvFRABoqWGce3/hTztTiFZgTNmJy1EGCisuVWOfn/AF/j8eqg+oSbPPMRJ32mS5mFLjc7+No6EWzU7PXOojwF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jd9Kzwn2+wXbwvbpV2Re3IgEEjFaJB4I+J35zj3pvFCKDOcjNR1Bmo6ivUCc1nhPt9gpGsL29M/d0jvdNu49EZTrkagTqjWdFO+3ETbXem8VWFiJtxE2ORiL2y3ETbiJsMQsRNuIm3ESqRZiJtxE27LcRNjfAfb7Beui9vhXrovb0SGgTitFoHBHxO/Oe3isfNDNct3Ubk36RnhPt9j3o6JGkceOd5JvFUoEM1yM1HUGahNz65gg5gnNZ4T7fZD4nfnO8k3ijKGa5U6iiFIz6Zjbbm1TCBzGeE+32Cb22A3eg6dEuLYV8mbzC6Nyc17r0CcE7GjnbO+yFNfSyLG8U4YoFCCoU19FUo8EcR5WOU19LIU19LCKi2FNfSyFNfRbVCmvpYAiQm2eaaoU19LBP7T7fYC+83zbgtbRBkCFDnSIuhEudeOGCPid+c7yTeKpQLyNrgcF5LyRmosdaZsqUZqLKZ1cxqdxQsNdqbwtch4T7fZJH73fkoGyQgbPJN4oyvI2uXkphGBhY611gCwsdZd2ZlLRCancULHcU3ha5Dwn2+xwVotA0zhxK8rPNN4WeVlV5G1y8rHbFIRKLYwV3YnKhXkhFjipsubbbs+lrU1O4oC0E7lRUTkPCfb6y6Lz3DEMErTD8n4xFrWfqKuwd0raBEydqNCD3r/N35K8rPNN4WeVoAwixpCJXlY+9gvNeSdY5OXla/yQZCKFv+SPBV3pqancbJ2WeQTk5GUPCfb6szgr/R3W/pG9dHlclcJwrMqBQWZOn6vZBkGjyZhBl0gtyZbXenOhwF0CtFt1zie82SvNNUzUhVtFjeKPeED3WgLyToscnAmJ715Wu8rQpUV9V/kjG1EIJh7kW7bPKwNjBUThYPCfb6sh2Cb0gyV1u5tTxV4tyd0YANz/APN35K8kIwQPertZhM885vGwd1rVVGx02SbX+Vo4qIV9E2CDtRKYNwzzNg8J9vrNHLnJTsiR6IMd/qnP7gLqgCBm0V10YzQKiB7kOPUTm1zIzSN9oKkbkWxbHVjwn2+sabjnm5sCu9FlW95b1R+rdw64Huj6wdIye/d5qS4XN03j65ryMYTmsFLoMd6A6uFdtu5852Fkq9nSpzh9ZohoH7nGiL2vDj/bQZ2im5kbOoCIsnZmDiqGLDwzBYSirpUJnHrPLMdfaHaIxHFdkzlXZM5V2TOVdkzlQb0TJInVXZM5V2TOVdkzlXZM5Vd6JkxOquyZyrsmcq7JnKuyZyrsmcqgfud+eoa7LCcnHkCmu/07aAaRAgZ0ptjI2qc2otE77Hcc4cbJRd5WwMUAbCO9CQjAQGyFkv8A7bml1tdipb5Zj/CPfNa6DF04CVOyNHQmD7J15pLrwh0bFJxk/p2cU242HHJ14pxYwtbdGyM4+J35zzBg70MmP9Rsk6ATGvy15rv7c9tmT4J/knPrIzW+FZPhZBTuKdwQ45g4qEGlANm1zlO6zztyfl+U1P4Z7kSqJvFCNrTP8Zj/AAj3z70V49SfE789QHNGG4w5az+k/wCpja1kGu1auiTAMqXNht28EQ5t044q9Fb5H8mxidCcBvVcxnhTV5KoThKdwTeNrj3pvmgmpqJ3WOVEeHsq77Q9wqLHzusCnMcirycmeE+2Y/wj3TbZ76oj9Kl5AoDgqJ2U0YBNIRrhjRUP8KZpEp04AwKVUzslY/wpGCPid+eonpbgHoobkhH724GyjiOCye2DX0QbGiHF15XCIusLZ3pznsiREFHRbrHZ3pt0UUkBGF5oUqqqmxQmtii815IzEbVfDg5PCI7kOKK4oHcvJC7ATU+wqVMC7uslRAhYBSojHcE2FIwARHegNybxTuKcv/SuXJaimn+w+2Y/wj3QdutLd6AkXpkokRGj/BTp2maGE7J6MEmsp904lOrUmcZTsMdFX9G9emJ7oTaiZkpsxR0/xCg7yj4nfnqBGR6V4bOOATQcldDqzenPPid+bMCUUFgp2JynamrzQdvFrkeC0m7dqPFAdyu7FQWCsJ8jYqDandUeCukGeFjVJwmU5aIFjkzwn2zH+Ee6yfl+bZG8BSUDOO4IV78FoxMgVUZQiImQFUnlKx2wiQaxuUE1Qrion+EfE789QIJDrte8Js5Qua3VbGGdCOOscT32wos805eaDpwXmm3QDTabS7ejNRYeKbdANNpzTwVd6NZzNIiyvUCUXTja5M8J9sx/hHumPEQLdGJkGqBhoLThKGEyTiQhBF6IvTH/AOrR1pBqaI3ro0SAJRANIjEiESCMKcUWsjSZdqiKXSQU6Diaf/eadhV4KPid+eovN6c3aTksFTK5a8MWPNt0uF7dKuyL25EAgkYrRIPBHxO/OcZTkeNkSJnBN4ZlLCHSFGbTqKdZRM8J9swuY4CRFRK12cnytdnJ8rXZyfK12cnytdnJ8rXZyfK12cnytdnJ8rXZyfK12cnytdnJ8rXZyfK12cnytdnJ8rXZyfKgmak57/CU1t+IG5ZHo3Sa7LKNJ4K60bQXncmfu6R3um3ceiMp1yNQJ1RrOinfbiJtdKcisRK80OCxE2kTB324ibcRNhqsRNuIm3ESqGLMRNuIm3GtlXSsRNjfAfb7Be6Ns74V66L29EhoE4rRaBwR8TvznO4Jy87IKjMM1HUGajMkNE5leoE5rPCfb7HRG8ANI4HvzncEVhGfTqKdRTrWeE+32Q+J35zncF5rfn7uo3fSs8J9vsA0jU4RRB06JcWwr5M3mF0bk5r3XoE4J2NHO2d9kKa+lkJy81AEU3Ka+lkKa+lkIyKcLIU19LIU19LCCJpuU19LIU19LIU19EJE13KFNfSyFNfSyFJB9LIU19LGj+w+318OAI71F7Q3QtbRBkCFDnSIuhEudeOGCPid+c53Bearn06inUU61nhPt9jko3XA6Rw45zuC81vz93UbvpWeE+32Q+J35zncF5rRpSlFpEZxmo6gzUdRXqBOazwn2+wNbtcrsHdK2gRMnajQg96Pid+c+irn06inUU61nhPt9fokA94TSWtOljPcgyDR5Mwgy6QW5MtrvTnQ4C6BWidjVztvfZKivrZKivrZiSor62Sor62SiJImyVFfWyVFfWw1KivrZKivrZKivqsSpUV9bJUV9bJUSbJUV9bGn+w+32Q+J356gRQZ5mo6gzUdRXqBOazwn2+x7kdInSOPHqK59Oop1FOtZ4T7fZD4nfnqN+fu6jd9Kzwn2+x0UXWYk63wtRnP8LUZz/C1Gc/wtRnP8LUZz/C1Gc/wtRnP8KBk8nzfC1Gc/wALUZz/AAtRnP8AC1Gc/wALUZz/AAtRnP8ACg5PJ83wtRnP8LUZz/C1Gc/wtRnP8LUZz/C1Gc/wtRnP8KDk8nzfC1Gc/wALUZz/AAtRnP8AC1Gc/wALUZz/AAtRnP8AC1Gc/wAKuTyfN8LUZz/C1Gc/wtRnP8LUZz/C1Gc/wtRnP8LUZz/C7PJ83wtRnP8AC1Gc/wALUZz/AAtRnP8ACDnBogEUM/1m8jGE5raC6Dn5UST/ALgk+i6ONDpMPJRuJAzTfMN2pouwx79XyTWOqwXqeaYTuzYOCuEADpKtGGCax1WC9TzTCd2bBcG3tqyLTDm3ES7FuSBGc3Qa4D9yc6KNyct7k551g9oH8faNHPcI1sVdimOKgYZsOUV5ig2KDvzoKu+6DYoO/PDYoMKoSMM6v8GEJGCvRX/gb/a6OP7k156K4eMqL7ZPert9t7dK0nATvKeXRRxC0XB3ApzxiEcoNYCo702ovETC1hjGKJvtgY1TXMgy4BaLgY3FXbwvbpWk4DipBkf0CxPyjm7XVTHDJZPJiRFdIrK9IASIidyhsXel24JpPQs7mbVlOCc79OUbB4rJ/wDaR3HLoNuC7cmNie00YMssl0QAJnDci6Mh3udisiMpDtD1VP6ButEBXQKLs/5QvtmEWXdE4hSxsItdgVdcJCAc2buCi7tveavxpRCOjib3miWNglXzkxKDoqKf+Wv/xAAtEAACAgEDAQgCAwADAQAAAAABEQAhMUFRYXEQIIGhscHw8TCRQFDRYHDhgP/aAAgBAQABPyH/AKmNQPLqrRYiPEiFyH8uFIpSWgjqvSKkilbKq8xB2VaNwTtCmVVwD4bwRDEiAAOUb/ThShRBOokQ1hkQLhX4EGKuA84OKxv27S9Ly3JknQoEwSS7LlEGCZOPBp4Qpojsl6zVbMBolzEogK0253xOkrJZmwxroO1TELWVvbaBZL4ZgxHLoaOTFvUjEyb5zDOikAULjDSYjZoD5tLDILAaMw0FwXhZHqKJL1qNpCC5IGjpmEgSkA/AQBlSAPWTB4yXxLT9S2HOGzixGaEwRT92JyAHGhC6kkYt6kYmTfOYZ0UgChcc4ASb21f/ALARKSAY0Zh8B0hgsnBJ7IeCMhAwAaPglSR9x1gDKkAesjUHnICTgZlsOcNnFiM0Jgin7sQ0wSAg6PP84ndpmI+ThOWwgB4Ko6dcox+o0CZ5zx0h9xVcCKhxUVivniCRN9NBfSoSbJ5hkiOW95cpLTe5h0ocDPyocPgj2CARAA8pZhCBFqaSOdChCFawhgodAqU25EtB/vjOaSf/ABCpXwDKjBQEmgvAMN3imJt46cbTpYg7QBQQAkkltCMiTIN6iECaCYKm6ahJs3Jdw4sFUDzQIOAkI8TNgXZLhhq0QMiNASCDgdhDJEct7wgybUuYECCSSGGgnN6A2ByInBJo/QM4rwQxC9yQtNQgTQTBU3TUJNm5LuHaBBBMBbgyALmD08/wiKSIkCZe8v5+hb5ThE2gcEaQgybUuYJxLMEuCc3oDYHIicEmj9AwIIgR0Y/+EhImS/Vf+QpAUM3oceBlVyIrbAiSyAgaj/w3LALWAiN4/FtgW3Xn5QBpxbI6+UVihrF5frCgVRY759Cn0KfQp9Cn0KY2YeEKUbWMCAu3ET6FPoU+hT6FPoU+hQoKrYTPoU+hT6FPoU+hT6FPoUKCq2Ez6FPoU+hT6FPoU+hT6FCJfhDPoU+hT6FPoU+hT6FPoUIiNbjPoU+hT6FPoUtFn0O/6R81v73mk8kjIgB1R72FD0MZkBOjP4GZAToz+AtUB6n8BbCA5vu/J7/0cGQBLajSPHgqr7DveaTySAgBJTU6972oDIAltRp+AGQBLajT8BDFEjp+AhkWQvPu/J7/ANBIRMJYyRxAoGWuYUYAcQKSFBVnPmt/eC9wnkkwGigkvDve1MBosJvw/BgNFhN+H4KqMMaPX8FimXVNV5d35Pf+ggCAawoBYsK5pN1v8VPTN4e7iWgFNU7UGwc4GJbmFsIjmpbWF0mfcIquIWwiOaltYXSMrA8R1nkk1UUKGh6zPuEVXELYRHNS2sLpM+4RVcQthEc1PamSFawriFsIjmpbWF0mfcIquIWwiOaltYXSZ9wiq4hbCI5qHMyqBq+sz7hFVxC2ERzUtrC6TPuEVXELYRHNS2sLpM+4RVcTHvW9pbWF0mfcIquIWwiOaltYXSZ9wiq4hbCI5qW1hdIcALXaxtWukLYRHNS2sLpM+4RVcQthEc1HyhbPP9AJRNLrQCMWKKXDgjIBmBEJygU+a394godvE8kjJEwuUIkEs8932oDIAltRp+AGQBLajSe93yGKJHT8BDIshefd+T3/AKOSIgFNBrHjwVd9j3sMeSTQaAgkvCer9e77UwGiwm/D8GA0WE34T3u/VRhjR69y9gzg9yxTLqmq8u78nv8A0n5rf3sMeSRqABpoz1fr3fajMgJ0Z/AzICdGZwRz3y1QHqe573bpRhDZanNgfc+T3/oIoGYhgU1eu8b2lkUnflAJSgUyGnnDEEXy1qukMIrgs937hKIzfEdrVxFfAHqcJRGb4jtauISE8ajkzySGXlqJPWEwdPAcMCUZwY7WriK+APU4hqcKiGGByWLfqEojN8T1/rFfAHqcJRGb4jtauIr4A9ThKIzfEOCSLIGOwlEZviO1q4ivgD1OEojN8R2tXEV8AepzSGDOgjtauIr4A9ThKIzfEPVVxGiZVw1mt6T5/UJKfWOsNZbA04jtauIr4A9ThKIzfEWIVj6/0BABnQBCQ2FwoAljN6PPiZUVMwpIH4IGMUBglCfNb+9hjySWFsoJLwmbtD5Ua/cwxljAaLCb8Oz1/r21gK27MKDqZgNFhN+HY3drvVUYY0evc96fA6T1frPn9QoZIgFTnknb7U+C3/pByjBcmBqH2BCMq4wNQ+zDHkkaoAXaMzdp6/1mGGNlKERQcGc9nr/Xt9rs6GDgdYTjs9rs1zp8O4WqA9T21gL3nvT4HSer9Z8/qeaTyTt9qfBb/wBGAQAINEHWAyWAyiwiZexhjyTsw9hk2TOp3mbtPX+sw9gWEEsrGkCEZVxzagnzmBG5zXOnwntTCh6GYYv9p9gS+AsQIRwd58/qaUe0CAEyRab9vvT3p8DpLED28Z8/rsGeIAI0Q1vG7tT2p8Fv/MFIdUAIYAa4KR8e0+S9EadZu0ENJIyI9YAIcAbiCIFyK2nXsIy9jDHknZh7RPa1v2ex5mQL6zkIE+cw9isLCwbfhMMZY9f6z5/U9qe1MPa+dzP2S3CJQKPHSESiWeenb8vGEijdCAkTynvQwBjBc+B0g2kUaiRPV4dmKHtT2pf6anwW/wDLGBzQC+kuk5B0aRkQJsAboEjRgdhCcYMV1Q9PJvAi1fjABCEIgaCt8S8G6Ilq/WAijbOn9kF66G8VrXzASn1nrBeWgNeIJLBQhFkT17WANguzySMMCaKKnIwnt6gLmWDkSZIhJJks8z2oflUJh7QPPW7sDA8DJ4nq/SK1r5ivgL1OEpz8OAQJDKA2dnQqEEQQU3A1174I1Y4/XYaJ7vTswI3ONEF7wWTtYK7Pgt/5ZH7i3FwrGZIFTufuTAQcF98jLAeLBkSj0/8AUCAEVYhEklnd3vJOw92hdvvQhJoKGCxgk9ggiAxnspBhV2/O57HHwBDS9kOgxTZgO4M7DrObC+wOwLYPSc2FwZAN2fod+sDe3Z8Fv/MCo6C8q0Q5JODwPWCQQMAd1mYA6MRiQrjRkknXmEGRHSCEdXWGCN2LeccfAEZIAdDHeQBoX3U7tdzLuIPdofR28WFwSgZpQb8e00bCT2XA2A8vw/Bb/wAwAQUQhxAeYttNkB+IEK1Y9/5fxOR+YfEPd7fzBA0eiL9iA/cCjyGC9g9+6RFAZBgR0NkDL/JWufxkA0LlzYeL7V1n3FT7KdNwAV7S4SvtIZEDr2VlK3gWTreN0agGwQ2ADe3dbo1E6J94P5lppbXDwg2srX9A933SAQjYMEEAQ9yT6z0Xr3NR+B3xF0G8zyUQGhXZoPwO4fOe0Eh6CBd2RrCKFlPUz9e33ewEQMbiASAZKin5MEcPlz5OvdDAnYPv5e4pFl2K4+hT6FPoU+hQhswwafc+hT6FPoU+hQFKsDB80n0KfQp9Cn0KfQoIoAAAADS/4H+jMNPkCKlGBybDr3iYTrYOei9ewqAkZ8oLNhAnz+u42q8O0DgCEo9nmkDAnYOIpqt+4fOe3Z40V6QmGiDGfr2ZXbIVojOOwofJ1eEbQWRpHMl6+EuQ7PjA+HLuhV0QvPtraZEEQBAoLty9x8nv3bmKgy6htF2C2Yy4MNjMGCGPgxrprUY6mJB3obojFR3BkEkcM85h4KBZ2Z73zW/viCcCkahvCb2ASouGkDI7/ovXs+J0nzuYObQW3dACoTCfE6QQTYaEOoRE80nxORBA5f8AXcPnPaFCOTvCKNk48IeYgSTfh2jZL4ULsconiZe4Z6f1hhSAVTz7nz++31/rKED38YQQszySJinf2/13Pk9+/YRWeSJ6Y/D81v8AwMUrld0OJaiKgDw4/wDO0I4xNFKFOFIChm9DjwMquRFbYESWQEDUYc2lriABIAZMAhnIH+R5Daz1hxBk/wCIRAzIfYinp2AyA2TJiwh5TLGFD1EGALJ858TkT4HXtqAPV+oou5Ker9J7096AyAKy7PajRje8BjG6CAARy7TMSpEPfsT9OFTiC7h+c0ArefP77fX+sQTs4FHVie1Pk9+5+T3n0/r2jApIG2cDuABBR5Cfr5QS3wAFTNQESZoosEEfuZwec2gd37QhzdZ81hxEbIRIHzlLORRxCXYA2WrbMv4RoHEPgErSRFuCh2U+a3/gPfZDK8SR84IVaL/Us+fYRRHdPeEEasvFH4tsC268/KANOLZHXyisUNYvL9YoxPHsNS2OD/caCOGRAAgBrXWCLEApxxUHVFAv3CCFGBkDBF+UvWEzFzVAIWbmGMsEAAC6HHMMLEUrRgyOC8dYEHgFmEWcvaAB2rHvAmWw+kDqOH7mWDgFBn9z3oDXx2AJMgFIjjMRkDNOZ7pvc8wgSCQCrHERkDNOX7hsKi8wWiwg09PgiMgZpw2BJqKeuIIAUL9ptIxIMjg6ItjyD0nkk80gCQgFMjiX5YO5I+UIAhkzhXluAJMgFIjjMFSDIX49x8nvIVEJO3gopmaROrfrLWD3Eacykn6ANOkwgc5NE7L3gbECMi1SAT0xK5AqugSNmZYLIfAWj4mXNgsXUUeCNinCJa8hCxkRY6UQ5UN1clz5rf8Ag36QIIDFjJmDv/Nb+wwMcUL3lzJYqer9YTFkCRqoVVwU9f6QLrkp6f1mGAoCX2nr/WAwjdLQ8Ag8p7wJPBDEAdXlCjUevZwRxGuDkOsAAlNsDpPa7xDFEjp3AYRuhuAkdTX77PT+sLKqhzc9f6wxFg8lQNB5ntT5Pfufk9+5YcSLuclR8clBBk+EInRGDCeal6zFgRC3O0drFAxZUvlaJgSzTMBggU9gbmql4GtNaxuoCIsf3EjcLQoE8wGpiJFbZgMAHZAy1xPmt/4EujQpmISGmxP217wMJ3sVFCbZU69+0JTwdoEI4G/Zhj1/pMsYEbFMMGGMDo9u0qiE0wGiwm/DsHlPeGGMDo9u6DCN0IABHKckcdpaKzBEWDwF2VUYY0ev4LFMuqarymRGxdvtT5Pfufk95IFRbzntVqFgsFxpvQNINLKrMw43GK9iIAqgk4nvXkhzEyaA+BfhC6yjERepKisnVmOgzCQ5Q24/4I+yAExpO/OIm7S7CVeUpKNxgFv1TCYH0C/yfNb/AMAwXTCkH43lXaQgEsFYxxAoGWuYUYAcQKSFBVnPmt/eGkwGJ6/0ghi+gqAUH4lxX10ueSdxmQE6M9iqWA+sQBoF3WZAToz+AtUB6n8BbCA5vuN1Tnye/c1CwQ0T5G8+7R92j7tH3aPu0fdo+7R92j7tH3aPu0fdo+7R92j7tB0gmCAsl+/fNFHwEwqAJ/8AJgwIbCl2EcR2T3hEqSSbEh1qaTdb/FT0zeHu4loBTVO1BsHOBiW5hbCI5qW1hdJn3CKriFsIjmpbWF0j3AaOBGqI1dcRswT2mfcIquJhh84S6TPuEVXELYRHNS2sLpCRBK0AxtC2ERzUtrC6TPuEVXELYRHNS2sLpM+4RVcQthEc1CCSgIpCxM+4RVcQthEc1Lawukz7hFVxC2ERzUtrC6TPuEVXEElqLrMtrC6TPuEVXELYRHNS2sLpM+4RVcQthEc1LawukJaCLKq4cLYRHNQuaJwwK/Uz7hFVxC2ERzUfKFs8/wBALwV3S4BGLFFLhwRkAzAiE5QKfNb+95pPX+ky9i0GXUQBoF3MBosJvw/BgNFhN+HcKRBZIFnuVUYY0ev4LFMuqary7vye/wDR2ZATozDLRBs1vTveaQAAcEwAAA1EAu++zICdGfwMyAnRn8BaoD1P4C2EBzfd+T3/AKT81v73mkywCAElNTr3wZAEtqNPwAyAJbUafgIYokdPwEMiyF5935Pf+gn0VIGm1Zje0sik78oBKUCmQ084Ygi+WtV0hhFcFnu/cJRGb4jtauIr4A9ThKIzfEdrVxDpPByIa1Xt4hIKAAhRCK+APU4SiM3xHa1cRXwB6nCURm+I7WriEyDYEHLwhKIzfEdrVxFfAHqcJRGb4jtauIr4A9ThKIzfEMioMhZj3ivgD1OEojN8R2tXEV8A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wUGclTQbgUhzt66KCX6tob8nH4Whii1DgI59HSmVEswgUIOSJwmOHhJPCJSqMh7RzvjTEjhYHMrLcZE25um7NWPUOQk6uxzNCEKcajgcXffc8uNG4EDwB6xTfNMc6QLCBpCSi7Dnbz6OhCFONRwOLvvueXGhI9iORJSU3zduZNJIKCjUxOdjfbnPR0IQpxqOBxd99zy411rTIIBSXZC8SMjEkFBRqYnOxvtzno6EIU41HA4u++55caEj2I5ElJTfN25k0kgoKNTE52N9uc9HQhCnGo4HF333PLjQkexHIkpKb5u3Mmr1EUkNyA23bdzBzoQhTjUcDi777nlxoSPYjkSUlN83bmTSSCgo1MTnY325z0dCEKcajgcXffc8uNCR7EciSkpvm7cyaSQUFGpic7G+3OejoQhTjUcDi777nlxpMOO6VEqS4qKyWOkkFBRqYnOxvtzno6EIU41HA4u++55caEj2I5ElJTfN25k0kgoKNTE52N9uc9HQhCnGo4HF333PLjQkexHIkpKb5u3MmkkFBRqYnOxvtzno6PdJ7yM3she040JHsRyJKSm+btzJpJBQUamJzsb7c56OhCFONRwOLvvueXGhI9iORJSU3zduZNJIKCjUxOdjfbnPR0IQpxqOBxd99zy40JHsRyJKSm+btzJr6/p/glogQBrI/S+mluAMf3ICC55/Gahm1OiUfZNJ9VZ0LsJmJnE51TMQRFtGkYi5320IbMMYZKwbhHbvoEAAyvH4lQgorlTp/mnDzLsT+/CnGA5FUhvjGb1+D8byDPLp7uPAigEYgLxWM9n9CNYLkxCO2M5nT4fGnGA5FUhvjGb1+Dx/X9P8EqoyBHATdE6d9HyVUUDXQ4nn4lPqJxzSteie7WJYUa299/GiUioM4BCHa5u/5R2UCCQ8saCAVUN3n8owgQle4onueJlklbw5FFCZ7fhEhFUJwSNO9xNv0IlIqDOAQh2ubv8Ao+v6f4K+ZZe6KUON9v6DFZYZcCXcq5/9frfOXAVe2lXoU0e6T3kZvZC9px+WYaKvA2+9/AEOV8emSLfLnwK4g1Cg6w09cK5p14MfPbSteQrRchnIh/v4Huk95Wb2Uvec/oPdJ7yM3she04/R9f0+IbXMMDux89fafjX2n419p+NfafjX2n419p+NNnJlMRZY6LX2n419p+NfafjX2n400LdEwi3HZr7T8a+0/GvtPxr7T8a+0/GvtPxr7T8aLC8EARA/QDeVBgeudIckmEAcYmenibs1Y9Q5CTq7HM8SoQUVyp0/zTh5l2J/ek4wHIqkN8YzevweJFAIxAXisZ7PgWgu0C9FHU2L7aAglJcwUTzwif2/KNYLkxCO2M5nT4fGnGA5FUhvjGb1+Dx/X9P7XyNrzeAjYF3TVoVHB/rsMNhe+mcIFtCUUU3i3M3ZoKUmCGAkPId6701bi1uj3Hurpk0nIYIpvWEtbm9f3z0qIKG4NoX+ttSrjBJO8U9TTdXxhIo4x28RmciMgzDtse/ppAJYlyTxolIqDOAQh2ubv40YQISvcUT3PwTYmAhemdHS4SqrjG64/wD3RYQKgVqRI7lyc4PAiQiqE4JGne4m36ESkVBnAIQ7XN3/AEfX9P733EcAFrAIDfDd3/4U9E0QgmBvgzoTs0lCFTdlj0utrTBiwADRnRk4/U+GW0UDZsvft6aAEESic6BEACq8fhmBlJkRm84he041mxBYKvlqQY5VgPT2/wA8IQ5Xx6ZIt8udOgHdYHrpNXhqAyAVacHIavmqZ2IQonXN7R4T3Se8rN7KXvOf0Huk95Gb2Qvacfo+v6f0vuAS8hy+nhGNFQxQudDHMkgVmxjbGhbis0gKoFJkztqO7cFwgBA4jnfs6am8g0FCGTgsDGejo6Sh2KEAW70nGltQgFaD12QC3SlCCoVBwqJ66TWRAUITo7s77arYVmAAVApMmdtWXhOBMkGC9ZqihNhgpgYgvAt26/on5YyEoIHD2us7VCA5yKujO23GiQO8oMnIvb18WSlCCr0NbgQMPkdsHPTSCFsTs38r/wB05dAR7aGAo0Q4/BaAq6GDjP3GhqnKW0OcXjSIOA0NwNx2bdl27wxLCjW3vv8Ak25QgeXjVq2+6fb+EUAjEBeKxns6uwBiQ2ZDHXrvp/gABkoK7dEPY+JGsFyYhHbGczp8PjTjAciqQ3xjN6/B4/r+n9L4eaICJ/mhDQMHdPAuAatlSZ1Xb8lPcNFanWpdwid+jN40H0uNLTBxRxpdFKF1QaEKbWzfOobZhgsZC073+9CW8NoucmQsUyaW5rDhAXO7dDp30K2NLkVd9mnpc5BIAGoZ4W6H9tMMAGGjwxO+mwKGMgJg2EVx0Z+ieOBkBROiaSQQMSQBTCyzzdTxyn1dwil37/gRGRMQDyEtm/F0v9AYEHETMO2ZiXTwknhEpVGQ9o53xpiRwsDmVluMibc3S0BpoGBFIzdjjnUTecmx13wmOu+jJsAoiuKJTfN2zZrBGRQWIlzsb7c56OnxuiiTAnnaFMb9HQkexHIkpKb5u3MmkkFBRqYnOxvtzno6SPAJWcDiy7mTpOusgQopYG5ub5oTN0kgoKNTE52N9uc9HQhCnGo4HF333PLjU1hFCIXlGJHGds6OY0RlwhvsOf8Aejo44uPFtd+TO/n0dVUioTugYC8mm8g2qE7i+4vTGiQgFEXAw7CI/wBdYJHsRyJKSm+btzJpJBQUamJzsb7c56OhCFONRwOLvvueXGhI9iORJSU3zduZNJIKCjUxOdjfbnPR0IQpxqOBxd99zy40ACqoV2ACUyi7SZxdJIKCjUxOdjfbnPR0IQpxqOBxd99zy40JHsRyJKSm+btzJpJBQUamJzsb7c56OhCFONRwOLvvueXGhI9iORJSU3zduZNJIKCjUxOdjfbnPR07tTbAwYUKc3OVLiAkexHIkpKb5u3MmkkFBRqYnOxvtzno6EIU41HA4u++55caEj2I5ElJTfN25k0kgoKNTE52N9uc9HQhCnGo4HF333PLjQkexHIkpKb5u3Mmvr+n9L4Mt5NabmPJxzqCFwIVsRzZL38AxIq2KFzp+cwrL6But410w8qlmOUzttnbSAK2OAgXtLES+2pIANxHcCWuJbxoSssVFLEQdJrIgKEJ0d2d9tVsKzAAKgUmTO2rLwnAmSDBes1RQmwwUwMQXgW7df1zztTiFZgTNmJq1EGCisuVWOfwYZ2UvUGC8c+WiajsXLHVwNvG2qZiCIto0jEXO+2hDZhjDJWDcI7d9KuAHKIX3n276zWDJIukELYnZv5X/unLoCPbSBzYUE6NmaFbVZO/U+nJ+Qb+ey4ZvOIudk40YlEAmevgQMKJJj00eG6IdRz77OgBDdmFaGTDobuMn6D3Se8rN7KXvOf0Huk95Gb2Qvacfo+v6f0vpaSDudepuevhWMNSxUmdL2EgoENMGb58tL+qgRAIAYWzlO+gmSvMWhUqASuXeaRm4eAS7DCpnjfjSbZELAsQbsWbjoVsaXIq77NPS5yCQANQzwt0P7aYYAMNHhid9NgUMZATBsIrjoz9U8Mb1EA6roZfdxA6xW71nbVs/Bgmmaevv43xNCBHTo7LpKUBAceujAg2BDRl0ETtpk4CAPdxl05dAR7fhOMByKpDfGM3r8Gs6gLOrwaMuVIDh504DoMsJcHq/wCd9EkHRFu3Z2mM6yTskyIUvD/km+EUAjEBeKxns/oRrBcmIR2xnM6fD404wHIqkN8YzevweP6/p8TerQwCfEP+/wD4gMGDBgwYMGDBgwYMGDBgwYOlrgErqFZ6vGCVK9LN/WnmlWDxx0TjWaEnYqHIdTxTaQk3Faj7ffWa3pdCu25x8aPbIQwdX93Tl0BHtpVsaeUcevxpBhMCP73yf90BMFmGPwycWcAEhNsUubz2mE1EbxOfXPfbTCFz8XTbs/7oxNIrG45caN86XlRcAYx0fXOm1lJBMuMPbfroywIAgHTSMIEJXuKJ7n6ESEVQnBI073E2/QiUioM4BCHa5u/6Pr+n+JycInMuxjIE5hXnVY2RYOy7+mqPlFcU7Ic41SBDUuOm32+FCgoJyYNuHEyf6OsNAZrBw3z78aYYotMGdtZwT54HGcCPSceUaly6yxUD23686HaIFsDB+Ahyvj0yRb5c/oPdJ7ys3spe85/Qe6T3kZvZC9px+j6/p/icVcFTvbx7bcuoGiqmDdxjbPXfRLEFEcEZ5Xvsd9Rlz64Wx95dAFQlmPyy1tQc3j2z69tUSZ94iGXGM3rx1g8yFQpYdDTIwBgVdAy7HD55TU6yinLsR7W+nfRoB2GB6flFAIxAXisZ7P6EawXJiEdsZzOnw+NOMByKpDfGM3r8Hj+v6f4kFouIYBs7y9dJJRKwtz0nb00a1yACz1c6cDBQcmzCPZz6aWGWqu3aX7n8YNk5dU3+9nS2AkE4OX710JyKUsBnHbFrzeNKVVeSur26Hq9lKlRMVSdWMO80c8xQHRJi19V0EigHddjVj6k4Tb3z/X4RhAhK9xRPc/QiQiqE4JGne4m36ESkVBnAIQ7XN3/R9f0/xM9RFXZpdfp013mgw4znpnP+aCRQDuuxpESpTty/eugBBEonOiWGSjRJ/wAx76MRnryHTp/+6nmTKsPV4MX01UUASix3xE87/wAvWv8AM7Hf/PagTKA5T/X/ABfwekLElfvzoAUIIti9fwEOV8emSLfLn9B7pPeVm9lL3nP6D3Se8jN7IXtOP0fX9P8ACooB0J2KZ+501WNKIEUZ5PfTTyKQlKDcxw4y6JLmpGGbY28u0Joc0znUxe4KGhl3FmRqp6nsaAHCOGKV0xb6su2gswzrYXCHXfUkAyE0htld2RzTy0YGZFZEtzMcxdsXQqlAkIQm+fPth7V0BMHLd7sjxnjSVqFCpbMejoTAeQ5sZO1zC9tLEDJeQFTO2fvJgZkVkS3MxzF2xdE6mExloB1renDZpApFBZwGke8zNtGBmRWRLczHMXbF1cy6HIEg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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 - Miner, @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 - Miner(On)

TradeStation Strategy Inputs

Description

Value

Advantage Pro - Miner - Signal_Time_Start 0
Advantage Pro - Miner - Signal_Time_End 0
Advantage Pro - Miner - Exit_on_EndOfDay 0
Advantage Pro - Miner - Strategy_Length 21
Advantage Pro - Miner - Setup_Level 2
Advantage Pro - Miner - Trigger_Level 2
Advantage Pro - Miner - Market_Mode 5
Advantage Pro - Miner - Profit_Level 50
Advantage Pro - Miner - Signal_Sensitivity 1
Advantage Pro - Miner - Trade_Management_OnOff True
Advantage Pro - Miner - StopLoss 50
Advantage Pro - Miner - StopTrailing 16
Advantage Pro - Miner - TakeProfit 75
 
TradeStation Strategy Settings
Costs/Capitalization

Initial Capital

 $100,000.00
Commission $2.50  per Trade
Slippage $5.00  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 23:02:58, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID:

TradeStation Performance Report


Performance Summary
Trade Analysis
Trades List
Annual
Daily
Monthly
Weekly
Performance Graphs
Trade Graphs
Settings
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var g_bIsTMA = false; /////////////////////////////////////////////////////////////////////////////// // TMA support /////////////////////////////////////////////////////////////////////////////// function ConfigureAsTMA() { g_bIsTMA = true; InitTMA(); } //------------------------------------------------------------------- // Override the function to init the document for use with the TMA //------------------------------------------------------------------- function InitTMA() { alert("Override Function for local implementation"); } function UpdateTMAInformation() { //--------------------------------------------- // Look for the META data to see if we are // supposed to display TMA information //--------------------------------------------- var objTMA = document.all.item("TMA"); if(objTMA != null) { if(objTMA.content == 'true') { g_bIsTMA = true; } else { g_bIsTMA = false; } } } /////////////////////////////////////////////////////////////////////////////// // External shared functions - Called from outside the HTML file /////////////////////////////////////////////////////////////////////////////// //------------------------------------------ // Called to change the font which will // make it necessary to resize the table // to be proportional to the font //------------------------------------------ function SetTextSize(fontSize) { //--------------------------------------------- // If the meta data AbsoluteFontEnabled is //--------------------------------------------- var metaData = document.all('AbsoluteFontEnabled'); var table = document.all('tblResize'); if (table && metaData && metaData.content == 'TRUE') { ModifyTableSize(fontSize, tblResize); SetFontSize(fontSize); } } /////////////////////////////////////////////////////////////////////////////// // Implementation /////////////////////////////////////////////////////////////////////////////// function SetFontSize(fSize) { var styleSheetCollection = document.styleSheets; var styleSheet = 0; if(styleSheetCollection) { //---------------------------------------------------- // Loop through all style sheets //---------------------------------------------------- for( i = 0; i < styleSheetCollection.length; i++) { styleSheet = styleSheetCollection.item(i); if(styleSheet) { //---------------------------------------------------- // Loop through all style sheet rules //---------------------------------------------------- var styleSheetRulesCollection = styleSheet.rules; var styleSheetRule = 0; var style = 0; if(styleSheetRulesCollection) { for( x = 0; x < styleSheetRulesCollection.length; x++) { styleSheetRule = styleSheetRulesCollection.item(x); if(styleSheetRule) { style = styleSheetRule.style; if(style && style.fontSize) { style.fontSize = fSize; } } } } } } } } function ModifyTableSize(fontSize, table) { ModifyTableSizeEx(fontSize, table, g_cSmallestTableWidth); } function ModifyTableSizeEx(fontSize, table, cSmallestTableWidth) { switch(fontSize) { case "xx-small": table.width = cSmallestTableWidth; break; case "x-small": table.width = cSmallestTableWidth * 1.25; break; case "small": table.width = cSmallestTableWidth * 1.5; break; case "medium": table.width = cSmallestTableWidth * 1.66; break; case "large": table.width = cSmallestTableWidth * 2.33; break; case "x-large": table.width = cSmallestTableWidth * 3.0; break; case "xx-large": table.width = cSmallestTableWidth * 4.5; break; } } function SetHeaderFooterInfo( sHeaderInfo, sFooterInfo ) { HeaderInfo.innerText = sHeaderInfo; FooterInfo.innerText = sFooterInfo; } //------------------------------------------ // Called to show or hide header and footer //------------------------------------------ function SwitchHeaderFooter( value ) { var Tables = document.all.tags("table"); for ( i = 0; i < Tables.length; i++ ) { if ( Tables[ i ].id == "hftable" ) { Tables[ i ].style.display = value; } } } function FrameScroll(frame) { if ( window.parent.frames(frame).document.body.scrollLeft != document.body.scrollLeft ) { window.parent.frames(frame).document.body.scrollLeft = document.body.scrollLeft; } } function ExpandTable( Table, TName, Picture, bIsTMPR ) { if (document.images[Picture].alt == "Collapse") { document.images[Picture].src = "cid:GIFS/#3233"; document.images[Picture].alt = "Expand"; with(Table) for(var i = 0; i < rows.length; i++) { if(rows[i].className == 'Detail') { rows[i].style.display = 'none'; } } } else if (document.images[Picture].alt == "Expand") { document.images[Picture].src = "cid:GIFS/#3234"; document.images[Picture].alt = "Collapse"; with(Table) for(var i = 0; i < rows.length; i++) { if(rows[i].className == 'Detail') { if ( bIsTMPR == true ) { if ( rows[i].id != "NoTMPRRow" ) { rows[i].style.display = 'block'; } } else { rows[i].style.display = 'block'; } } } } } function ExpandCollapseTable(Table, Picture, bIsTMPR, action) { if (action == 'Collapse') { document.images[Picture].src = "cid:GIFS/#3233"; document.images[Picture].data = 'Expand'; with (Table) for (var i = 0; i < rows.length; i++) { if (rows[i].className == 'Detail') { rows[i].style.display = 'none'; } } } else if (action == 'Expand') { document.images[Picture].src = "cid:GIFS/#3234"; document.images[Picture].data = 'Collapse'; with (Table) for (var i = 0; i < rows.length; i++) { if (rows[i].className == 'Detail') { if (bIsTMPR == true) { if (rows[i].id != "NoTMPRRow") { rows[i].style.display = 'block'; } } else { rows[i].style.display = 'block'; } } } } } function ExpandSpan(Span,SName,Picture) { if (document.images[Picture].alt == "Collapse") { document.images[Picture].src = "cid:GIFS/#3233"; document.images[Picture].alt = "Expand"; Span.className = 'Detail'; } else if (document.images[Picture].alt == "Expand") { document.images[Picture].src = "cid:GIFS/#3234"; document.images[Picture].alt = "Collapse"; Span.className = 'Main'; } } /////////////////////////////////////////////////////////////////////////////// // Help support section /////////////////////////////////////////////////////////////////////////////// //--------------------------------------- // Popups for Help //--------------------------------------- var prePopUp = "