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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 Miner - Advantage Pro - Miner ( Version 4 ), @GC, 15 min., 1/4/2016 12:15:00 AM - 4/23/2020 5:00:00 PM
Display:
Column View
 
TradeStation Performance Summary Expand
 
  All Trades
 Long Trades
 Short Trades
Total Net Profit $14,930.00 $7,875.00 $7,055.00
Gross Profit $40,455.00 $19,985.00 $20,470.00
Gross Loss ($25,525.00) ($12,110.00) ($13,415.00)
Profit Factor 1.58 1.65 1.53
       
Roll Over Credit $0.00 $0.00 $0.00
Open Position P/L $0.00 $0.00 $0.00
       
Select Total Net Profit $9,955.00 $5,105.00 $4,850.00
Select Gross Profit $35,480.00 $17,215.00 $18,265.00
Select Gross Loss ($25,525.00) ($12,110.00) ($13,415.00)
Select Profit Factor 1.39 1.42 1.36
       
Adjusted Total Net Profit $9,843.48 $4,340.39 $3,397.51
Adjusted Gross Profit $38,810.27 $18,825.35 $19,303.61
Adjusted Gross Loss ($28,966.79) ($14,484.97) ($15,906.10)
Adjusted Profit Factor 1.34 1.30 1.21
       
Total Number of Trades 660 323 337
Percent Profitable 91.67% 91.95% 91.39%
Winning Trades 605 297 308
Losing Trades 55 26 29
Even Trades 0 0 0
       
Avg. Trade Net Profit $22.62 $24.38 $20.93
Avg. Winning Trade $66.87 $67.29 $66.46
Avg. Losing Trade ($464.09) ($465.77) ($462.59)
Ratio Avg. Win:Avg. Loss 0.14 0.14 0.14
Largest Winning Trade $935.00 $935.00 $835.00
Largest Losing Trade ($945.00) ($735.00) ($945.00)
Largest Winner as % of Gross Profit 2.31% 4.68% 4.08%
Largest Loser as % of Gross Loss 3.70% 6.07% 7.04%
       
Net Profit as % of Largest Loss 1,579.89% 1,071.43% 746.56%
Select Net Profit as % of Largest Loss 1,053.44% 694.56% 513.23%
Adjusted Net Profit as % of Largest Loss 1,041.64% 590.53% 359.52%
       
Max. Consecutive Winning Trades 34 30 33
Max. Consecutive Losing Trades 2 2 2
Avg. Bars in Total Trades 5.42 4.56 6.25
Avg. Bars in Winning Trades 4.62 3.74 5.46
Avg. Bars in Losing Trades 14.29 13.92 14.62
Avg. Bars in Even Trades 0.00 0.00 0.00
Max. Shares/Contracts Held 1 1 1
Total Shares/Contracts Held 660 323 337
Account Size Required $1,535.00 $1,805.00 $1,820.00
Total Slippage $6,600.00 $3,230.00 $3,370.00
Total Commission $3,300.00 $1,615.00 $1,685.00
       
Return on Initial Capital 14.93%
Annual Rate of Return 3.24%
Buy & Hold Return 43.72%
Return on Account 972.64%    
Avg. Monthly Return $295.00    
Std. Deviation of Monthly Return $684.01    
       
Return Retracement Ratio 9.74    
RINA Index 2,200.60    
Sharpe Ratio 0.17    
K-Ratio n/a    
       
Trading Period 4 Years, 3 Months, 16 days, 12 hours, 45 Minutes
Percent of Time in the Market 3.27%
Time in the Market 1 Month, 20 days, 7 hours, 15 Minutes    
Longest Flat Period 17 days, 19 hours, 15 Minutes    
       
Max. Equity Run-up
 $15,082.50    
Date of Max. Equity Run-up 4/22/2020 08:15    
Max. Equity Run-up as % of Initial Capital 15.08%    
 
Max. Drawdown (Intra-day Peak to Valley)
Value ($1,720.00) ($2,235.00) ($2,260.00)
Date 1/17/2020 09:15    
as % of Initial Capital 1.72% 2.23% 2.26%
Net Profit as % of Drawdown 868.02% 352.35% 312.17%
Select Net Profit as % of Drawdown 578.78% 228.41% 214.60%
Adjusted Net Profit as % of Drawdown 572.30% 194.20% 150.33%
       
Max. Drawdown (Trade Close to Trade Close)
Value ($1,535.00) ($1,805.00) ($1,820.00)
Date 08/13/18 00:30    
as % of Initial Capital 1.54% 1.80% 1.82%
Net Profit as % of Drawdown 972.64% 436.29% 387.64%
Select Net Profit as % of Drawdown 648.53% 282.83% 266.48%
Adjusted Net Profit as % of Drawdown 641.27% 240.46% 186.68%
       
Max. Trade Drawdown ($1,170.00) ($1,150.00) ($1,170.00)
     
     
     
Created by TradeStation: 4/25/2020 4:06:36 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
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TradeStation TradeManager Performance Report Advantage Miner - Advantage Pro - Miner ( Version 4 ), @GC, 15 min., 1/4/2016 12:15:00 AM - 4/23/2020 5:00:00 PM
 TradeStation Trade Analysis Collapse
  All Trades
 Winners
 Losers
Total Number of Trades 660 605 55
Avg. Trade Net Profit $22.62 $66.87 ($464.09)
1 Std. Deviation of Avg. Trade $168.76 $68.33 $179.27
Avg. Trade + 1 Std. Deviation $191.38 $135.19 ($284.82)
Avg. Trade - 1 Std. Deviation ($146.14) ($1.46) ($643.36)
Coefficient of Variation 746.03% 102.18% 38.63%
Time Averages
Avg. Time in Trades 1 hour, 51 Minutes 1 hour, 21 Minutes 7 hours, 22 Minutes
Avg. Time Between Trades 2 days, 7 hours, 12 Minutes 2 days, 12 hours, 54 Minutes 26 days, 18 hours, 38 Minutes
Avg. Time Between Trade Profit Peaks 261 days, 3 hours, 27 Minutes
Outliers Total Positive Negative
Number of Outliers 11 11 0
Outlier Profit/Loss $4,975.00 $4,975.00 $0.00
 
Run-up/Drawdown   Run-up Drawdown
Max. Value $950.00 ($1,170.00)
Max. Value Date 8/5/2019 3/19/2020
Avg. Value $78.97 ($138.59)
1 Std. Deviation $67.51 $199.35
Avg. + 1 Std. Deviation $146.48 $60.76
Avg. - 1 Std. Deviation $11.46 ($337.94)
Coefficient of Variation 85.49% 143.84%
 
Efficiency Analysis Total
 Entry
 Exit
Avg. Efficiency 48.79% 56.09% 92.70%
1 Std. Deviation 46.86% 30.29% 23.87%
Avg. + 1 Std. Deviation 95.65% 86.38% 116.57%
Avg. - 1 Std. Deviation 1.93% 25.80% 68.82%
Coefficient of Variation 96.05% 54.00% 25.76%
CollapseCollapse
 TradeStation Trade Series Analysis Collapse
Winners Losers
Largest Profit/Loss $935.00 ($945.00)
Largest Profit/Loss as % of Gross 2.31% 3.70%
Largest Consec. Profit/Loss $5,085.00 ($1,160.00)
Largest Consec. Profit/Loss as % of Gross 12.57% 4.54%

Winning Series

Number of Series

Avg. Gain per Series

Avg. Loss Next Trade

1 1 $105.00 ($315.00)
2 1 $50.00 ($305.00)
3 3 $52.78 ($558.33)
4 5 $59.50 ($411.00)
5 2 $73.00 ($290.00)
6 5 $58.33 ($503.00)
7 5 $59.57 ($487.00)
8 3 $49.17 ($485.00)
9 1 $62.78 ($345.00)
10 3 $58.67 ($488.33)
11 2 $50.91 ($195.00)
12 4 $79.58 ($590.00)
13 3 $61.41 ($495.00)
14 1 $54.29 ($415.00)
15 3 $73.44 ($711.67)
16 1 $50.63 ($245.00)
17 2 $42.94 ($540.00)
18 2 $47.22 ($320.00)
19 1 $47.11 ($195.00)
30 1 $75.67 ($465.00)
31 1 $164.03 $0.00
33 1 $112.27 ($575.00)
34 2 $46.91 ($415.00)

Losing Series

Number of Series

Avg. Loss per Series

Avg. Gain Next Trade

1 49 ($460.51) $62.76
2 3 ($493.33) $51.67

Created by TradeStation: 4/25/2020 4:06:36 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
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TradeStation Strategy Performance Report
# Type Date/Time Signal Price Roll Over
Pips		 Shares/Ctrts
Profit/Loss		 Gross P/L
Cum Net Profit		 % Profit Run-up
Drawdown		 Efficiency Total Eff. Comm. Slippage
 1  Sell Short  1/7/2016 06:45  Sell  $1,218.8  $0.00  1  $75.00  0.07%  $90.00  69.23%    $2.50  $5.00
   Buy to Cover  1/7/2016 07:00  Profit Target  $1,217.9    $90.00  $75.00    ($40.00)  100.00%  69.23%  $2.50  $5.00
 2  Sell Short  1/11/2016 23:00  Sell  $1,216.2  $0.00  1  $45.00  0.05%  $60.00  31.58%    $2.50  $5.00
   Buy to Cover  1/12/2016 00:45  Profit Target  $1,215.6    $60.00  $120.00    ($130.00)  100.00%  31.58%  $2.50  $5.00
 3  Sell Short  1/12/2016 11:30  Sell  $1,208.6  $0.00  1  $105.00  0.10%  $120.00  80.00%    $2.50  $5.00
   Buy to Cover  1/12/2016 11:30  Profit Target  $1,207.4    $120.00  $225.00    ($30.00)  100.00%  80.00%  $2.50  $5.00
 4  Sell Short  1/13/2016 09:45  Sell  $1,205.3  $0.00  1  $55.00  0.06%  $70.00  100.00%    $2.50  $5.00
   Buy to Cover  1/13/2016 09:45  Profit Target  $1,204.6    $70.00  $280.00    $0.00  100.00%  100.00%  $2.50  $5.00
 5  Buy  1/13/2016 13:45  Buy  $1,206.8  $0.00  1  $95.00  0.09%  $110.00  64.71%    $2.50  $5.00
   Sell  1/13/2016 13:45  Profit Target  $1,207.9    $110.00  $375.00    ($60.00)  100.00%  64.71%  $2.50  $5.00
 6  Buy  1/14/2016 01:30  Buy  $1,210.9  $0.00  1  $35.00  0.04%  $50.00  100.00%    $2.50  $5.00
   Sell  1/14/2016 01:30  Profit Target  $1,211.4    $50.00  $410.00    $0.00  100.00%  100.00%  $2.50  $5.00
 7  Sell Short  1/14/2016 15:00  Sell  $1,195.7  $0.00  1  ($545.00)  -0.44%  $50.00  8.62%    $2.50  $5.00
   Buy to Cover  1/14/2016 23:30  Exit Short  $1,201.0    ($530.00)  ($135.00)    ($530.00)  0.00%  -91.38%  $2.50  $5.00
 8  Buy  1/20/2016 05:15  Buy  $1,213.0  $0.00  1  $55.00  0.06%  $70.00  87.50%    $2.50  $5.00
   Sell  1/20/2016 05:15  Profit Target  $1,213.7    $70.00  ($80.00)    ($10.00)  100.00%  87.50%  $2.50  $5.00
 9  Buy  1/26/2016 04:15  Buy  $1,234.0  $0.00  1  $55.00  0.06%  $70.00  63.64%    $2.50  $5.00
   Sell  1/26/2016 04:15  Profit Target  $1,234.7    $70.00  ($25.00)    ($40.00)  100.00%  63.64%  $2.50  $5.00
 10  Sell Short  1/28/2016 10:45  Sell  $1,236.4  $0.00  1  $105.00  0.10%  $120.00  100.00%    $2.50  $5.00
   Buy to Cover  1/28/2016 10:45  Profit Target  $1,235.2    $120.00  $80.00    $0.00  100.00%  100.00%  $2.50  $5.00
 11  Buy  2/1/2016 12:00  Buy  $1,244.5  $0.00  1  $75.00  0.07%  $90.00  75.00%    $2.50  $5.00
   Sell  2/1/2016 12:00  Profit Target  $1,245.4    $90.00  $155.00    ($30.00)  100.00%  75.00%  $2.50  $5.00
 12  Buy  2/3/2016 09:00  Buy  $1,246.6  $0.00  1  $75.00  0.07%  $90.00  34.62%    $2.50  $5.00
   Sell  2/3/2016 09:15  Profit Target  $1,247.5    $90.00  $230.00    ($170.00)  100.00%  34.62%  $2.50  $5.00
 13  Buy  2/3/2016 19:45  Buy  $1,261.5  $0.00  1  $75.00  0.07%  $90.00  56.25%    $2.50  $5.00
   Sell  2/3/2016 20:00  Profit Target  $1,262.4    $90.00  $305.00    ($70.00)  100.00%  56.25%  $2.50  $5.00
 14  Buy  2/4/2016 10:45  Buy  $1,270.4  $0.00  1  $105.00  0.09%  $120.00  100.00%    $2.50  $5.00
   Sell  2/4/2016 10:45  Profit Target  $1,271.6    $120.00  $410.00    $0.00  100.00%  100.00%  $2.50  $5.00
 15  Buy  2/4/2016 19:45  Buy  $1,273.2  $0.00  1  $45.00  0.05%  $60.00  60.00%    $2.50  $5.00
   Sell  2/4/2016 19:45  Profit Target  $1,273.8    $60.00  $455.00    ($40.00)  100.00%  60.00%  $2.50  $5.00
 16  Buy  2/8/2016 00:30  Buy  $1,285.4  $0.00  1  $95.00  0.09%  $110.00  40.74%    $2.50  $5.00
   Sell  2/8/2016 03:15  Profit Target  $1,286.5    $110.00  $550.00    ($160.00)  100.00%  40.74%  $2.50  $5.00
 17  Buy  2/8/2016 07:00  Buy  $1,291.9  $0.00  1  $85.00  0.08%  $100.00  90.91%    $2.50  $5.00
   Sell  2/8/2016 07:00  Profit Target  $1,292.9    $100.00  $635.00    ($10.00)  100.00%  90.91%  $2.50  $5.00
 18  Buy  2/11/2016 13:30  Buy  $1,362.1  $0.00  1  $285.00  0.22%  $300.00  66.67%    $2.50  $5.00
   Sell  2/11/2016 13:30  Profit Target  $1,365.1    $300.00  $920.00    ($150.00)  100.00%  66.67%  $2.50  $5.00
 19  Sell Short  2/15/2016 12:45  Sell  $1,328.6  $0.00  1  $95.00  0.08%  $110.00  47.83%    $2.50  $5.00
   Buy to Cover  2/15/2016 18:15  Profit Target  $1,327.5    $110.00  $1,015.00    ($120.00)  100.00%  47.83%  $2.50  $5.00
 20  Sell Short  2/16/2016 01:15  Sell  $1,317.2  $0.00  1  $105.00  0.09%  $120.00  92.31%    $2.50  $5.00
   Buy to Cover  2/16/2016 01:15  Profit Target  $1,316.0    $120.00  $1,120.00    ($10.00)  100.00%  92.31%  $2.50  $5.00
 21  Buy  2/17/2016 04:15  Buy  $1,323.9  $0.00  1  $105.00  0.09%  $120.00  24.00%    $2.50  $5.00
   Sell  2/17/2016 07:15  Profit Target  $1,325.1    $120.00  $1,225.00    ($380.00)  100.00%  24.00%  $2.50  $5.00
 22  Buy  2/24/2016 01:45  Buy  $1,346.7  $0.00  1  $75.00  0.07%  $90.00  15.25%    $2.50  $5.00
   Sell  2/24/2016 03:45  Profit Target  $1,347.6    $90.00  $1,300.00    ($500.00)  100.00%  15.25%  $2.50  $5.00
 23  Sell Short  2/26/2016 12:30  Sell  $1,339.6  $0.00  1  ($945.00)  -0.69%  $180.00  14.63%    $2.50  $5.00
   Buy to Cover  2/29/2016 02:30  Exit Short  $1,348.9    ($930.00)  $355.00    ($1,050.00)  9.76%  -75.61%  $2.50  $5.00
 24  Sell Short  3/15/2016 04:30  Sell  $1,352.2  $0.00  1  $75.00  0.07%  $90.00  19.15%    $2.50  $5.00
   Buy to Cover  3/15/2016 08:15  Profit Target  $1,351.3    $90.00  $430.00    ($380.00)  100.00%  19.15%  $2.50  $5.00
 25  Sell Short  3/18/2016 14:00  Sell  $1,374.0  $0.00  1  $85.00  0.07%  $100.00  17.86%    $2.50  $5.00
   Buy to Cover  3/18/2016 14:45  Profit Target  $1,373.0    $100.00  $515.00    ($460.00)  100.00%  17.86%  $2.50  $5.00
 26  Sell Short  3/21/2016 05:45  Sell  $1,365.8  $0.00  1  $95.00  0.08%  $110.00  50.00%    $2.50  $5.00
   Buy to Cover  3/21/2016 05:45  Profit Target  $1,364.7    $110.00  $610.00    ($110.00)  100.00%  50.00%  $2.50  $5.00
 27  Sell Short  3/21/2016 20:45  Sell  $1,364.7  $0.00  1  $45.00  0.04%  $60.00  31.58%    $2.50  $5.00
   Buy to Cover  3/21/2016 21:15  Profit Target  $1,364.1    $60.00  $655.00    ($130.00)  100.00%  31.58%  $2.50  $5.00
 28  Buy  3/22/2016 05:15  Buy  $1,372.0  $0.00  1  $105.00  0.09%  $120.00  75.00%    $2.50  $5.00
   Sell  3/22/2016 05:15  Profit Target  $1,373.2    $120.00  $760.00    ($40.00)  100.00%  75.00%  $2.50  $5.00
 29  Sell Short  3/23/2016 12:00  Sell  $1,340.3  $0.00  1  $75.00  0.07%  $90.00  18.00%    $2.50  $5.00
   Buy to Cover  3/23/2016 15:45  Profit Target  $1,339.4    $90.00  $835.00    ($410.00)  100.00%  18.00%  $2.50  $5.00
 30  Sell Short  3/23/2016 16:45  Sell  $1,341.2  $0.00  1  $65.00  0.06%  $80.00  100.00%    $2.50  $5.00
   Buy to Cover  3/23/2016 16:45  Profit Target  $1,340.4    $80.00  $900.00    $0.00  100.00%  100.00%  $2.50  $5.00
 31  Sell Short  3/24/2016 05:00  Sell  $1,335.9  $0.00  1  ($705.00)  -0.52%  $70.00  8.43%    $2.50  $5.00
   Buy to Cover  3/24/2016 09:00  Exit Short  $1,342.8    ($690.00)  $195.00    ($760.00)  8.43%  -83.13%  $2.50  $5.00
 32  Buy  3/30/2016 05:30  Buy  $1,357.9  $0.00  1  $75.00  0.07%  $90.00  64.29%    $2.50  $5.00
   Sell  3/30/2016 05:30  Profit Target  $1,358.8    $90.00  $270.00    ($50.00)  100.00%  64.29%  $2.50  $5.00
 33  Sell Short  3/30/2016 22:00  Sell  $1,346.8  $0.00  1  $65.00  0.06%  $80.00  40.00%    $2.50  $5.00
   Buy to Cover  3/30/2016 22:45  Profit Target  $1,346.0    $80.00  $335.00    ($120.00)  100.00%  40.00%  $2.50  $5.00
 34  Buy  4/5/2016 08:00  Buy  $1,350.2  $0.00  1  $85.00  0.07%  $100.00  62.50%    $2.50  $5.00
   Sell  4/5/2016 08:00  Profit Target  $1,351.2    $100.00  $420.00    ($60.00)  100.00%  62.50%  $2.50  $5.00
 35  Buy  4/5/2016 09:45  Buy  $1,351.2  $0.00  1  $85.00  0.07%  $100.00  100.00%    $2.50  $5.00
   Sell  4/5/2016 09:45  Profit Target  $1,352.2    $100.00  $505.00    $0.00  100.00%  100.00%  $2.50  $5.00
 36  Buy  4/12/2016 06:15  Buy  $1,377.6  $0.00  1  $75.00  0.07%  $90.00  26.47%    $2.50  $5.00
   Sell  4/12/2016 07:30  Profit Target  $1,378.5    $90.00  $580.00    ($250.00)  100.00%  26.47%  $2.50  $5.00
 37  Sell Short  4/14/2016 18:30  Sell  $1,346.8  $0.00  1  $75.00  0.07%  $90.00  90.00%    $2.50  $5.00
   Buy to Cover  4/14/2016 18:30  Profit Target  $1,345.9    $90.00  $655.00    ($10.00)  100.00%  90.00%  $2.50  $5.00
 38  Buy  4/19/2016 15:30  Buy  $1,370.6  $0.00  1  $35.00  0.04%  $50.00  18.52%    $2.50  $5.00
   Sell  4/19/2016 21:15  Profit Target  $1,371.1    $50.00  $690.00    ($220.00)  100.00%  18.52%  $2.50  $5.00
 39  Buy  4/19/2016 23:45  Buy  $1,372.6  $0.00  1  $75.00  0.07%  $90.00  37.50%    $2.50  $5.00
   Sell  4/20/2016 00:15  Profit Target  $1,373.5    $90.00  $765.00    ($150.00)  100.00%  37.50%  $2.50  $5.00
 40  Sell Short  4/22/2016 04:30  Sell  $1,369.0  $0.00  1  $75.00  0.07%  $90.00  52.94%    $2.50  $5.00
   Buy to Cover  4/22/2016 04:30  Profit Target  $1,368.1    $90.00  $840.00    ($80.00)  100.00%  52.94%  $2.50  $5.00
 41  Buy  4/27/2016 00:45  Buy  $1,362.0  $0.00  1  $45.00  0.04%  $60.00  85.71%    $2.50  $5.00
   Sell  4/27/2016 00:45  Profit Target  $1,362.6    $60.00  $885.00    ($10.00)  100.00%  85.71%  $2.50  $5.00
 42  Buy  4/27/2016 05:45  Buy  $1,363.9  $0.00  1  $45.00  0.04%  $60.00  54.55%    $2.50  $5.00
   Sell  4/27/2016 05:45  Profit Target  $1,364.5    $60.00  $930.00    ($50.00)  100.00%  54.55%  $2.50  $5.00
 43  Sell Short  4/27/2016 23:45  Sell  $1,367.8  $0.00  1  $75.00  0.07%  $90.00  100.00%    $2.50  $5.00
   Buy to Cover  4/27/2016 23:45  Profit Target  $1,366.9    $90.00  $1,005.00    $0.00  100.00%  100.00%  $2.50  $5.00
 44  Buy  4/29/2016 13:30  Buy  $1,409.8  $0.00  1  $155.00  0.12%  $170.00  38.64%    $2.50  $5.00
   Sell  4/29/2016 14:15  Profit Target  $1,411.5    $170.00  $1,160.00    ($270.00)  100.00%  38.64%  $2.50  $5.00
 45  Buy  5/2/2016 09:00  Buy  $1,415.5  $0.00  1  $105.00  0.08%  $120.00  63.16%    $2.50  $5.00
   Sell  5/2/2016 09:00  Profit Target  $1,416.7    $120.00  $1,265.00    ($70.00)  100.00%  63.16%  $2.50  $5.00
 46  Sell Short  5/3/2016 13:45  Sell  $1,409.2  $0.00  1  $135.00  0.11%  $150.00  100.00%    $2.50  $5.00
   Buy to Cover  5/3/2016 13:45  Profit Target  $1,407.7    $150.00  $1,400.00    $0.00  100.00%  100.00%  $2.50  $5.00
 47  Sell Short  5/4/2016 08:30  Sell  $1,399.7  $0.00  1  ($795.00)  -0.56%  $0.00  0.00%    $2.50  $5.00
   Buy to Cover  5/4/2016 08:45  Exit Short  $1,407.5    ($780.00)  $605.00    ($920.00)  15.22%  -84.78%  $2.50  $5.00
 48  Sell Short  5/4/2016 15:15  Sell  $1,398.5  $0.00  1  $55.00  0.05%  $70.00  15.22%    $2.50  $5.00
   Buy to Cover  5/4/2016 21:15  Profit Target  $1,397.8    $70.00  $660.00    ($390.00)  100.00%  15.22%  $2.50  $5.00
 49  Sell Short  5/10/2016 14:00  Sell  $1,384.6  $0.00  1  $105.00  0.09%  $120.00  66.67%    $2.50  $5.00
   Buy to Cover  5/10/2016 14:15  Profit Target  $1,383.4    $120.00  $765.00    ($60.00)  100.00%  66.67%  $2.50  $5.00
 50  Sell Short  5/19/2016 11:00  Sell  $1,368.9  $0.00  1  $105.00  0.09%  $120.00  100.00%    $2.50  $5.00
   Buy to Cover  5/19/2016 11:00  Profit Target  $1,367.7    $120.00  $870.00    $0.00  100.00%  100.00%  $2.50  $5.00
 51  Sell Short  5/23/2016 03:45  Sell  $1,370.0  $0.00  1  $55.00  0.05%  $70.00  35.00%    $2.50  $5.00
   Buy to Cover  5/23/2016 04:15  Profit Target  $1,369.3    $70.00  $925.00    ($130.00)  100.00%  35.00%  $2.50  $5.00
 52  Sell Short  5/23/2016 10:45  Sell  $1,365.8  $0.00  1  $85.00  0.07%  $100.00  31.25%    $2.50  $5.00
   Buy to Cover  5/23/2016 11:45  Profit Target  $1,364.8    $100.00  $1,010.00    ($220.00)  100.00%  31.25%  $2.50  $5.00
 53  Sell Short  5/24/2016 20:45  Sell  $1,344.8  $0.00  1  $55.00  0.05%  $70.00  100.00%    $2.50  $5.00
   Buy to Cover  5/24/2016 20:45  Profit Target  $1,344.1    $70.00  $1,065.00    $0.00  100.00%  100.00%  $2.50  $5.00
 54  Sell Short  5/25/2016 08:15  Sell  $1,341.0  $0.00  1  $55.00  0.05%  $70.00  100.00%    $2.50  $5.00
   Buy to Cover  5/25/2016 08:15  Profit Target  $1,340.3    $70.00  $1,120.00    $0.00  100.00%  100.00%  $2.50  $5.00
 55  Sell Short  5/27/2016 00:15  Sell  $1,335.6  $0.00  1  $85.00  0.07%  $100.00  76.92%    $2.50  $5.00
   Buy to Cover  5/27/2016 00:45  Profit Target  $1,334.6    $100.00  $1,205.00    ($30.00)  100.00%  76.92%  $2.50  $5.00
 56  Sell Short  5/27/2016 16:30  Sell  $1,328.6  $0.00  1  $835.00  0.64%  $850.00  81.73%    $2.50  $5.00
   Buy to Cover  5/30/2016 00:15  Profit Target  $1,320.1    $850.00  $2,040.00    ($190.00)  100.00%  81.73%  $2.50  $5.00
 57  Sell Short  5/30/2016 03:15  Sell  $1,322.1  $0.00  1  $95.00  0.08%  $110.00  73.33%    $2.50  $5.00
   Buy to Cover  5/30/2016 03:15  Profit Target  $1,321.0    $110.00  $2,135.00    ($40.00)  100.00%  73.33%  $2.50  $5.00
 58  Buy  5/31/2016 23:30  Buy  $1,333.0  $0.00  1  $55.00  0.05%  $70.00  20.59%    $2.50  $5.00
   Sell  6/1/2016 01:30  Profit Target  $1,333.7    $70.00  $2,190.00    ($270.00)  100.00%  20.59%  $2.50  $5.00
 59  Sell Short  6/1/2016 13:45  Sell  $1,329.7  $0.00  1  $105.00  0.09%  $120.00  66.67%    $2.50  $5.00
   Buy to Cover  6/1/2016 14:00  Profit Target  $1,328.5    $120.00  $2,295.00    ($60.00)  100.00%  66.67%  $2.50  $5.00
 60  Buy  6/6/2016 22:00  Buy  $1,361.9  $0.00  1  ($645.00)  -0.46%  $50.00  5.75%    $2.50  $5.00
   Sell  6/7/2016 08:00  Exit Long  $1,355.6    ($630.00)  $1,650.00    ($820.00)  21.84%  -72.41%  $2.50  $5.00
 61  Buy  6/8/2016 12:45  Buy  $1,378.3  $0.00  1  $85.00  0.07%  $100.00  38.46%    $2.50  $5.00
   Sell  6/8/2016 14:00  Profit Target  $1,379.3    $100.00  $1,735.00    ($160.00)  100.00%  38.46%  $2.50  $5.00
 62  Buy  6/8/2016 18:45  Buy  $1,379.1  $0.00  1  $45.00  0.04%  $60.00  100.00%    $2.50  $5.00
   Sell  6/8/2016 18:45  Profit Target  $1,379.7    $60.00  $1,780.00    $0.00  100.00%  100.00%  $2.50  $5.00
 63  Buy  6/10/2016 16:15  Buy  $1,392.4  $0.00  1  $75.00  0.06%  $90.00  56.25%    $2.50  $5.00
   Sell  6/10/2016 16:30  Profit Target  $1,393.3    $90.00  $1,855.00    ($70.00)  100.00%  56.25%  $2.50  $5.00
 64  Buy  6/14/2016 11:00  Buy  $1,403.1  $0.00  1  $95.00  0.08%  $110.00  44.00%    $2.50  $5.00
   Sell  6/14/2016 11:00  Profit Target  $1,404.2    $110.00  $1,950.00    ($140.00)  100.00%  44.00%  $2.50  $5.00
 65  Sell Short  6/17/2016 04:00  Sell  $1,402.9  $0.00  1  $75.00  0.06%  $90.00  90.00%    $2.50  $5.00
   Buy to Cover  6/17/2016 04:00  Profit Target  $1,402.0    $90.00  $2,025.00    ($10.00)  100.00%  90.00%  $2.50  $5.00
 66  Sell Short  6/20/2016 04:15  Sell  $1,405.4  $0.00  1  $115.00  0.09%  $130.00  50.00%    $2.50  $5.00
   Buy to Cover  6/20/2016 05:15  Profit Target  $1,404.1    $130.00  $2,140.00    ($130.00)  100.00%  50.00%  $2.50  $5.00
 67  Sell Short  6/21/2016 09:00  Sell  $1,392.8  $0.00  1  $105.00  0.09%  $120.00  75.00%    $2.50  $5.00
   Buy to Cover  6/21/2016 09:00  Profit Target  $1,391.6    $120.00  $2,245.00    ($40.00)  100.00%  75.00%  $2.50  $5.00
 68  Sell Short  6/21/2016 14:45  Sell  $1,388.8  $0.00  1  $95.00  0.08%  $110.00  100.00%    $2.50  $5.00
   Buy to Cover  6/21/2016 14:45  Profit Target  $1,387.7    $110.00  $2,340.00    $0.00  100.00%  100.00%  $2.50  $5.00
 69  Sell Short  6/22/2016 03:45  Sell  $1,383.5  $0.00  1  $75.00  0.07%  $90.00  24.32%    $2.50  $5.00
   Buy to Cover  6/22/2016 05:45  Profit Target  $1,382.6    $90.00  $2,415.00    ($280.00)  100.00%  24.32%  $2.50  $5.00
 70  Sell Short  6/22/2016 21:45  Sell  $1,382.6  $0.00  1  $45.00  0.04%  $70.00  25.00%    $2.50  $5.00
   Buy to Cover  6/23/2016 00:45  Profit Target  $1,382.0    $60.00  $2,460.00    ($210.00)  96.43%  21.43%  $2.50  $5.00
 71  Sell Short  6/23/2016 08:15  Sell  $1,381.1  $0.00  1  $105.00  0.09%  $120.00  44.44%    $2.50  $5.00
   Buy to Cover  6/23/2016 08:30  Profit Target  $1,379.9    $120.00  $2,565.00    ($150.00)  100.00%  44.44%  $2.50  $5.00
 72  Buy  6/30/2016 21:00  Buy  $1,439.0  $0.00  1  $75.00  0.06%  $90.00  81.82%    $2.50  $5.00
   Sell  6/30/2016 21:00  Profit Target  $1,439.9    $90.00  $2,640.00    ($20.00)  100.00%  81.82%  $2.50  $5.00
 73  Sell Short  7/12/2016 22:45  Sell  $1,450.0  $0.00  1  ($705.00)  -0.48%  $0.00  0.00%    $2.50  $5.00
   Buy to Cover  7/13/2016 03:00  Exit Short  $1,456.9    ($690.00)  $1,935.00    ($740.00)  6.76%  -93.24%  $2.50  $5.00
 74  Sell Short  7/15/2016 11:45  Sell  $1,444.6  $0.00  1  $135.00  0.10%  $150.00  55.56%    $2.50  $5.00
   Buy to Cover  7/15/2016 12:00  Profit Target  $1,443.1    $150.00  $2,070.00    ($120.00)  100.00%  55.56%  $2.50  $5.00
 75  Buy  8/2/2016 07:15  Buy  $1,471.7  $0.00  1  $75.00  0.06%  $90.00  60.00%    $2.50  $5.00
   Sell  8/2/2016 07:30  Profit Target  $1,472.6    $90.00  $2,145.00    ($60.00)  100.00%  60.00%  $2.50  $5.00
 76  Buy  8/2/2016 16:30  Buy  $1,478.5  $0.00  1  $45.00  0.04%  $60.00  50.00%    $2.50  $5.00
   Sell  8/2/2016 16:45  Profit Target  $1,479.1    $60.00  $2,190.00    ($60.00)  100.00%  50.00%  $2.50  $5.00
 77  Buy  8/2/2016 21:45  Buy  $1,477.3  $0.00  1  $55.00  0.05%  $70.00  58.33%    $2.50  $5.00
   Sell  8/2/2016 21:45  Profit Target  $1,478.0    $70.00  $2,245.00    ($50.00)  100.00%  58.33%  $2.50  $5.00
 78  Sell Short  8/4/2016 02:00  Sell  $1,466.6  $0.00  1  $65.00  0.05%  $80.00  100.00%    $2.50  $5.00
   Buy to Cover  8/4/2016 02:00  Profit Target  $1,465.8    $80.00  $2,310.00    $0.00  100.00%  100.00%  $2.50  $5.00
 79  Buy  8/4/2016 13:45  Buy  $1,474.8  $0.00  1  $55.00  0.05%  $70.00  63.64%    $2.50  $5.00
   Sell  8/4/2016 14:45  Profit Target  $1,475.5    $70.00  $2,365.00    ($40.00)  100.00%  63.64%  $2.50  $5.00
 80  Buy  8/5/2016 04:45  Buy  $1,475.8  $0.00  1  $35.00  0.03%  $50.00  100.00%    $2.50  $5.00
   Sell  8/5/2016 04:45  Profit Target  $1,476.3    $50.00  $2,400.00    $0.00  100.00%  100.00%  $2.50  $5.00
 81  Sell Short  8/8/2016 08:00  Sell  $1,446.6  $0.00  1  $35.00  0.03%  $50.00  9.43%    $2.50  $5.00
   Buy to Cover  8/9/2016 01:45  Profit Target  $1,446.1    $50.00  $2,435.00    ($480.00)  100.00%  9.43%  $2.50  $5.00
 82  Sell Short  8/10/2016 14:00  Sell  $1,460.2  $0.00  1  $65.00  0.05%  $80.00  40.00%    $2.50  $5.00
   Buy to Cover  8/10/2016 15:15  Profit Target  $1,459.4    $80.00  $2,500.00    ($120.00)  100.00%  40.00%  $2.50  $5.00
 83  Buy  8/11/2016 12:15  Buy  $1,460.7  $0.00  1  ($345.00)  -0.23%  $90.00  16.36%    $2.50  $5.00
   Sell  8/11/2016 13:30  Exit Long  $1,457.4    ($330.00)  $2,155.00    ($460.00)  23.64%  -60.00%  $2.50  $5.00
 84  Sell Short  8/11/2016 21:45  Sell  $1,452.9  $0.00  1  $75.00  0.06%  $90.00  37.50%    $2.50  $5.00
   Buy to Cover  8/12/2016 00:45  Profit Target  $1,452.0    $90.00  $2,230.00    ($150.00)  100.00%  37.50%  $2.50  $5.00
 85  Sell Short  8/12/2016 07:00  Sell  $1,452.2  $0.00  1  $65.00  0.06%  $80.00  26.67%    $2.50  $5.00
   Buy to Cover  8/12/2016 07:30  Profit Target  $1,451.4    $80.00  $2,295.00    ($220.00)  100.00%  26.67%  $2.50  $5.00
 86  Sell Short  8/15/2016 05:30  Sell  $1,453.0  $0.00  1  $45.00  0.04%  $60.00  85.71%    $2.50  $5.00
   Buy to Cover  8/15/2016 05:30  Profit Target  $1,452.4    $60.00  $2,340.00    ($10.00)  100.00%  85.71%  $2.50  $5.00
 87  Sell Short  8/16/2016 11:00  Sell  $1,459.5  $0.00  1  $65.00  0.05%  $80.00  13.11%    $2.50  $5.00
   Buy to Cover  8/16/2016 16:15  Profit Target  $1,458.7    $80.00  $2,405.00    ($530.00)  100.00%  13.11%  $2.50  $5.00
 88  Sell Short  8/22/2016 07:00  Sell  $1,447.2  $0.00  1  $45.00  0.04%  $60.00  24.00%    $2.50  $5.00
   Buy to Cover  8/22/2016 07:30  Profit Target  $1,446.6    $60.00  $2,450.00    ($190.00)  100.00%  24.00%  $2.50  $5.00
 89  Sell Short  8/24/2016 04:45  Sell  $1,450.2  $0.00  1  $45.00  0.04%  $60.00  28.57%    $2.50  $5.00
   Buy to Cover  8/24/2016 05:30  Profit Target  $1,449.6    $60.00  $2,495.00    ($150.00)  100.00%  28.57%  $2.50  $5.00
 90  Sell Short  8/30/2016 21:45  Sell  $1,423.6  $0.00  1  $35.00  0.04%  $50.00  13.51%    $2.50  $5.00
   Buy to Cover  8/31/2016 02:30  Profit Target  $1,423.1    $50.00  $2,530.00    ($320.00)  100.00%  13.51%  $2.50  $5.00
 91  Sell Short  9/1/2016 05:15  Sell  $1,417.1  $0.00  1  $45.00  0.04%  $60.00  66.67%    $2.50  $5.00
   Buy to Cover  9/1/2016 05:15  Profit Target  $1,416.5    $60.00  $2,575.00    ($30.00)  100.00%  66.67%  $2.50  $5.00
 92  Buy  9/6/2016 18:30  Buy  $1,460.6  $0.00  1  $45.00  0.04%  $60.00  40.00%    $2.50  $5.00
   Sell  9/6/2016 19:45  Profit Target  $1,461.2    $60.00  $2,620.00    ($90.00)  100.00%  40.00%  $2.50  $5.00
 93  Buy  9/6/2016 21:45  Buy  $1,460.8  $0.00  1  $45.00  0.04%  $60.00  75.00%    $2.50  $5.00
   Sell  9/6/2016 21:45  Profit Target  $1,461.4    $60.00  $2,665.00    ($20.00)  100.00%  75.00%  $2.50  $5.00
 94  Buy  9/7/2016 03:45  Buy  $1,461.6  $0.00  1  $35.00  0.03%  $50.00  17.86%    $2.50  $5.00
   Sell  9/7/2016 05:15  Profit Target  $1,462.1    $50.00  $2,700.00    ($230.00)  100.00%  17.86%  $2.50  $5.00
 95  Sell Short  9/8/2016 21:45  Sell  $1,450.2  $0.00  1  $25.00  0.03%  $40.00  80.00%    $2.50  $5.00
   Buy to Cover  9/8/2016 21:45  Profit Target  $1,449.8    $40.00  $2,725.00    ($10.00)  100.00%  80.00%  $2.50  $5.00
 96  Sell Short  9/12/2016 14:00  Sell  $1,435.4  $0.00  1  ($545.00)  -0.37%  $0.00  0.00%    $2.50  $5.00
   Buy to Cover  9/12/2016 15:00  Exit Short  $1,440.7    ($530.00)  $2,180.00    ($580.00)  8.62%  -91.38%  $2.50  $5.00
 97  Sell Short  9/13/2016 22:30  Sell  $1,429.6  $0.00  1  ($615.00)  -0.42%  $10.00  1.27%    $2.50  $5.00
   Buy to Cover  9/14/2016 11:45  Exit Short  $1,435.6    ($600.00)  $1,565.00    ($780.00)  22.78%  -75.95%  $2.50  $5.00
 98  Sell Short  9/15/2016 05:45  Sell  $1,431.9  $0.00  1  $35.00  0.03%  $50.00  50.00%    $2.50  $5.00
   Buy to Cover  9/15/2016 05:45  Profit Target  $1,431.4    $50.00  $1,600.00    ($50.00)  100.00%  50.00%  $2.50  $5.00
 99  Buy  9/21/2016 04:45  Buy  $1,429.5  $0.00  1  $105.00  0.08%  $120.00  85.71%    $2.50  $5.00
   Sell  9/21/2016 05:00  Profit Target  $1,430.7    $120.00  $1,705.00    ($20.00)  100.00%  85.71%  $2.50  $5.00
 100  Buy  9/21/2016 09:45  Buy  $1,435.4  $0.00  1  $65.00  0.06%  $80.00  72.73%    $2.50  $5.00
   Sell  9/21/2016 09:45  Profit Target  $1,436.2    $80.00  $1,770.00    ($30.00)  100.00%  72.73%  $2.50  $5.00
 101  Buy  9/21/2016 11:15  Buy  $1,437.3  $0.00  1  $75.00  0.06%  $90.00  50.00%    $2.50  $5.00
   Sell  9/21/2016 11:30  Profit Target  $1,438.2    $90.00  $1,845.00    ($90.00)  100.00%  50.00%  $2.50  $5.00
 102  Buy  9/21/2016 13:00  Buy  $1,437.4  $0.00  1  $75.00  0.06%  $90.00  75.00%    $2.50  $5.00
   Sell  9/21/2016 13:15  Profit Target  $1,438.3    $90.00  $1,920.00    ($30.00)  100.00%  75.00%  $2.50  $5.00
 103  Buy  9/22/2016 05:15  Buy  $1,443.8  $0.00  1  $35.00  0.03%  $50.00  50.00%    $2.50  $5.00
   Sell  9/22/2016 05:45  Profit Target  $1,444.3    $50.00  $1,955.00    ($50.00)  100.00%  50.00%  $2.50  $5.00
 104  Buy  9/22/2016 11:15  Buy  $1,448.8  $0.00  1  $75.00  0.06%  $90.00  90.00%    $2.50  $5.00
   Sell  9/22/2016 11:15  Profit Target  $1,449.7    $90.00  $2,030.00    ($10.00)  100.00%  90.00%  $2.50  $5.00
 105  Buy  9/22/2016 13:30  Buy  $1,451.6  $0.00  1  $75.00  0.06%  $90.00  69.23%    $2.50  $5.00
   Sell  9/22/2016 13:45  Profit Target  $1,452.5    $90.00  $2,105.00    ($40.00)  100.00%  69.23%  $2.50  $5.00
 106  Sell Short  9/28/2016 12:30  Sell  $1,432.7  $0.00  1  $65.00  0.06%  $80.00  72.73%    $2.50  $5.00
   Buy to Cover  9/28/2016 12:30  Profit Target  $1,431.9    $80.00  $2,170.00    ($30.00)  100.00%  72.73%  $2.50  $5.00
 107  Sell Short  10/3/2016 18:45  Sell  $1,423.0  $0.00  1  $45.00  0.04%  $60.00  100.00%    $2.50  $5.00
   Buy to Cover  10/3/2016 18:45  Profit Target  $1,422.4    $60.00  $2,215.00    $0.00  100.00%  100.00%  $2.50  $5.00
 108  Sell Short  10/4/2016 05:30  Sell  $1,419.9  $0.00  1  $45.00  0.04%  $60.00  85.71%    $2.50  $5.00
   Buy to Cover  10/4/2016 05:30  Profit Target  $1,419.3    $60.00  $2,260.00    ($10.00)  100.00%  85.71%  $2.50  $5.00
 109  Sell Short  10/5/2016 04:30  Sell  $1,382.4  $0.00  1  $45.00  0.04%  $60.00  75.00%    $2.50  $5.00
   Buy to Cover  10/5/2016 04:45  Profit Target  $1,381.8    $60.00  $2,305.00    ($20.00)  100.00%  75.00%  $2.50  $5.00
 110  Sell Short  10/6/2016 20:15  Sell  $1,365.6  $0.00  1  $75.00  0.07%  $90.00  81.82%    $2.50  $5.00
   Buy to Cover  10/6/2016 20:15  Profit Target  $1,364.7    $90.00  $2,380.00    ($20.00)  100.00%  81.82%  $2.50  $5.00
 111  Buy  10/7/2016 10:15  Buy  $1,369.2  $0.00  1  ($635.00)  -0.45%  $90.00  12.33%    $2.50  $5.00
   Sell  10/7/2016 11:30  Exit Long  $1,363.0    ($620.00)  $1,745.00    ($640.00)  2.74%  -84.93%  $2.50  $5.00
 112  Sell Short  10/12/2016 09:15  Sell  $1,362.8  $0.00  1  $75.00  0.07%  $90.00  14.52%    $2.50  $5.00
   Buy to Cover  10/12/2016 11:00  Profit Target  $1,361.9    $90.00  $1,820.00    ($530.00)  100.00%  14.52%  $2.50  $5.00
 113  Buy  10/13/2016 11:00  Buy  $1,366.2  $0.00  1  $95.00  0.08%  $110.00  100.00%    $2.50  $5.00
   Sell  10/13/2016 11:00  Profit Target  $1,367.3    $110.00  $1,915.00    $0.00  100.00%  100.00%  $2.50  $5.00
 114  Buy  10/18/2016 06:00  Buy  $1,369.6  $0.00  1  $45.00  0.04%  $60.00  100.00%    $2.50  $5.00
   Sell  10/18/2016 06:00  Profit Target  $1,370.2    $60.00  $1,960.00    $0.00  100.00%  100.00%  $2.50  $5.00
 115  Buy  10/19/2016 01:00  Buy  $1,369.6  $0.00  1  $35.00  0.04%  $50.00  35.71%    $2.50  $5.00
   Sell  10/19/2016 01:45  Profit Target  $1,370.1    $50.00  $1,995.00    ($90.00)  100.00%  35.71%  $2.50  $5.00
 116  Sell Short  10/21/2016 02:15  Sell  $1,372.4  $0.00  1  $35.00  0.04%  $50.00  83.33%    $2.50  $5.00
   Buy to Cover  10/21/2016 02:15  Profit Target  $1,371.9    $50.00  $2,030.00    ($10.00)  100.00%  83.33%  $2.50  $5.00
 117  Sell Short  10/24/2016 13:15  Sell  $1,371.6  $0.00  1  $75.00  0.07%  $90.00  75.00%    $2.50  $5.00
   Buy to Cover  10/24/2016 14:00  Profit Target  $1,370.7    $90.00  $2,105.00    ($30.00)  100.00%  75.00%  $2.50  $5.00
 118  Buy  10/26/2016 04:45  Buy  $1,382.3  $0.00  1  $35.00  0.04%  $50.00  35.71%    $2.50  $5.00
   Sell  10/26/2016 05:30  Profit Target  $1,382.8    $50.00  $2,140.00    ($90.00)  100.00%  35.71%  $2.50  $5.00
 119  Sell Short  10/27/2016 01:30  Sell  $1,375.8  $0.00  1  ($395.00)  -0.28%  $30.00  5.17%    $2.50  $5.00
   Buy to Cover  10/27/2016 09:00  Exit Short  $1,379.6    ($380.00)  $1,745.00    ($550.00)  29.31%  -65.52%  $2.50  $5.00
 120  Sell Short  10/27/2016 11:30  Sell  $1,376.6  $0.00  1  $35.00  0.04%  $80.00  17.78%    $2.50  $5.00
   Buy to Cover  10/28/2016 02:15  Profit Target  $1,376.1    $50.00  $1,780.00    ($370.00)  93.33%  11.11%  $2.50  $5.00
 121  Buy  10/28/2016 15:00  Buy  $1,385.6  $0.00  1  $115.00  0.09%  $130.00  92.86%    $2.50  $5.00
   Sell  10/28/2016 15:00  Profit Target  $1,386.9    $130.00  $1,895.00    ($10.00)  100.00%  92.86%  $2.50  $5.00
 122  Sell Short  11/7/2016 07:45  Sell  $1,396.2  $0.00  1  $65.00  0.06%  $80.00  88.89%    $2.50  $5.00
   Buy to Cover  11/7/2016 07:45  Profit Target  $1,395.4    $80.00  $1,960.00    ($10.00)  100.00%  88.89%  $2.50  $5.00
 123  Sell Short  11/7/2016 20:15  Sell  $1,390.6  $0.00  1  $45.00  0.04%  $60.00  100.00%    $2.50  $5.00
   Buy to Cover  11/7/2016 20:15  Profit Target  $1,390.0    $60.00  $2,005.00    $0.00  100.00%  100.00%  $2.50  $5.00
 124  Sell Short  11/9/2016 20:45  Sell  $1,393.2  $0.00  1  $85.00  0.07%  $100.00  45.45%    $2.50  $5.00
   Buy to Cover  11/9/2016 20:45  Profit Target  $1,392.2    $100.00  $2,090.00    ($120.00)  100.00%  45.45%  $2.50  $5.00
 125  Sell Short  11/10/2016 19:15  Sell  $1,368.0  $0.00  1  $105.00  0.09%  $120.00  20.69%    $2.50  $5.00
   Buy to Cover  11/10/2016 20:45  Profit Target  $1,366.8    $120.00  $2,195.00    ($460.00)  100.00%  20.69%  $2.50  $5.00
 126  Sell Short  11/10/2016 22:00  Sell  $1,368.4  $0.00  1  $125.00  0.10%  $140.00  77.78%    $2.50  $5.00
   Buy to Cover  11/10/2016 22:00  Profit Target  $1,367.0    $140.00  $2,320.00    ($40.00)  100.00%  77.78%  $2.50  $5.00
 127  Sell Short  11/14/2016 12:15  Sell  $1,326.7  $0.00  1  $165.00  0.14%  $180.00  16.36%    $2.50  $5.00
   Buy to Cover  11/14/2016 15:00  Profit Target  $1,324.9    $180.00  $2,485.00    ($920.00)  100.00%  16.36%  $2.50  $5.00
 128  Sell Short  11/18/2016 06:30  Sell  $1,315.7  $0.00  1  $95.00  0.08%  $110.00  100.00%    $2.50  $5.00
   Buy to Cover  11/18/2016 06:30  Profit Target  $1,314.6    $110.00  $2,580.00    $0.00  100.00%  100.00%  $2.50  $5.00
 129  Sell Short  11/24/2016 18:45  Sell  $1,292.7  $0.00  1  $55.00  0.05%  $70.00  36.84%    $2.50  $5.00
   Buy to Cover  11/24/2016 19:15  Profit Target  $1,292.0    $70.00  $2,635.00    ($120.00)  100.00%  36.84%  $2.50  $5.00
 130  Buy  11/25/2016 05:00  Buy  $1,292.2  $0.00  1  $115.00  0.10%  $130.00  92.86%    $2.50  $5.00
   Sell  11/25/2016 05:00  Profit Target  $1,293.5    $130.00  $2,750.00    ($10.00)  100.00%  92.86%  $2.50  $5.00
 131  Sell Short  11/30/2016 22:00  Sell  $1,276.0  $0.00  1  $85.00  0.08%  $100.00  11.90%    $2.50  $5.00
   Buy to Cover  12/1/2016 04:00  Profit Target  $1,275.0    $100.00  $2,835.00    ($740.00)  100.00%  11.90%  $2.50  $5.00
 132  Sell Short  12/9/2016 01:45  Sell  $1,276.1  $0.00  1  $25.00  0.03%  $40.00  36.36%    $2.50  $5.00
   Buy to Cover  12/9/2016 02:15  Profit Target  $1,275.7    $40.00  $2,860.00    ($70.00)  100.00%  36.36%  $2.50  $5.00
 133  Sell Short  12/15/2016 09:15  Sell  $1,238.5  $0.00  1  $105.00  0.10%  $120.00  92.31%    $2.50  $5.00
   Buy to Cover  12/15/2016 09:15  Profit Target  $1,237.3    $120.00  $2,965.00    ($10.00)  100.00%  92.31%  $2.50  $5.00
 134  Buy  12/19/2016 05:30  Buy  $1,244.9  $0.00  1  $45.00  0.05%  $60.00  33.33%    $2.50  $5.00
   Sell  12/19/2016 06:30  Profit Target  $1,245.5    $60.00  $3,010.00    ($120.00)  100.00%  33.33%  $2.50  $5.00
 135  Sell Short  12/22/2016 20:45  Sell  $1,236.3  $0.00  1  $25.00  0.03%  $40.00  14.81%    $2.50  $5.00
   Buy to Cover  12/23/2016 09:15  Profit Target  $1,235.9    $40.00  $3,035.00    ($230.00)  100.00%  14.81%  $2.50  $5.00
 136  Buy  12/29/2016 14:30  Buy  $1,260.7  $0.00  1  $95.00  0.09%  $110.00  64.71%    $2.50  $5.00
   Sell  12/29/2016 14:30  Profit Target  $1,261.8    $110.00  $3,130.00    ($60.00)  100.00%  64.71%  $2.50  $5.00
 137  Buy  1/5/2017 04:00  Buy  $1,279.2  $0.00  1  $75.00  0.07%  $90.00  21.95%    $2.50  $5.00
   Sell  1/5/2017 07:45  Profit Target  $1,280.1    $90.00  $3,205.00    ($320.00)  100.00%  21.95%  $2.50  $5.00
 138  Buy  1/10/2017 00:30  Buy  $1,289.3  $0.00  1  $55.00  0.05%  $70.00  100.00%    $2.50  $5.00
   Sell  1/10/2017 00:30  Profit Target  $1,290.0    $70.00  $3,260.00    $0.00  100.00%  100.00%  $2.50  $5.00
 139  Buy  1/12/2017 09:00  Buy  $1,305.8  $0.00  1  $85.00  0.08%  $100.00  76.92%    $2.50  $5.00
   Sell  1/12/2017 09:00  Profit Target  $1,306.8    $100.00  $3,345.00    ($30.00)  100.00%  76.92%  $2.50  $5.00
 140  Sell Short  1/13/2017 10:45  Sell  $1,299.1  $0.00  1  $115.00  0.10%  $130.00  46.43%    $2.50  $5.00
   Buy to Cover  1/13/2017 11:30  Profit Target  $1,297.8    $130.00  $3,460.00    ($150.00)  100.00%  46.43%  $2.50  $5.00
 141  Buy  1/17/2017 07:30  Buy  $1,319.7  $0.00  1  $105.00  0.09%  $120.00  21.82%    $2.50  $5.00
   Sell  1/17/2017 09:00  Profit Target  $1,320.9    $120.00  $3,565.00    ($430.00)  100.00%  21.82%  $2.50  $5.00
 142  Sell Short  1/19/2017 03:45  Sell  $1,305.8  $0.00  1  $65.00  0.06%  $80.00  12.50%    $2.50  $5.00
   Buy to Cover  1/19/2017 08:45  Profit Target  $1,305.0    $80.00  $3,630.00    ($560.00)  100.00%  12.50%  $2.50  $5.00
 143  Sell Short  1/20/2017 07:45  Sell  $1,306.9  $0.00  1  $55.00  0.05%  $70.00  46.67%    $2.50  $5.00
   Buy to Cover  1/20/2017 08:00  Profit Target  $1,306.2    $70.00  $3,685.00    ($80.00)  100.00%  46.67%  $2.50  $5.00
 144  Buy  1/23/2017 16:00  Buy  $1,320.1  $0.00  1  $55.00  0.05%  $70.00  70.00%    $2.50  $5.00
   Sell  1/23/2017 16:30  Profit Target  $1,320.8    $70.00  $3,740.00    ($30.00)  100.00%  70.00%  $2.50  $5.00
 145  Buy  1/23/2017 20:45  Buy  $1,321.2  $0.00  1  $45.00  0.05%  $60.00  75.00%    $2.50  $5.00
   Sell  1/23/2017 20:45  Profit Target  $1,321.8    $60.00  $3,785.00    ($20.00)  100.00%  75.00%  $2.50  $5.00
 146  Buy  1/23/2017 23:45  Buy  $1,321.4  $0.00  1  $45.00  0.05%  $60.00  10.34%    $2.50  $5.00
   Sell  1/24/2017 10:15  Profit Target  $1,322.0    $60.00  $3,830.00    ($520.00)  100.00%  10.34%  $2.50  $5.00
 147  Sell Short  1/24/2017 16:15  Sell  $1,314.5  $0.00  1  $55.00  0.05%  $70.00  87.50%    $2.50  $5.00
   Buy to Cover  1/24/2017 16:15  Profit Target  $1,313.8    $70.00  $3,885.00    ($10.00)  100.00%  87.50%  $2.50  $5.00
 148  Sell Short  1/25/2017 10:45  Sell  $1,302.8  $0.00  1  $85.00  0.08%  $100.00  47.62%    $2.50  $5.00
   Buy to Cover  1/25/2017 10:45  Profit Target  $1,301.8    $100.00  $3,970.00    ($110.00)  100.00%  47.62%  $2.50  $5.00
 149  Sell Short  1/27/2017 05:30  Sell  $1,289.0  $0.00  1  $45.00  0.05%  $60.00  85.71%    $2.50  $5.00
   Buy to Cover  1/27/2017 05:30  Profit Target  $1,288.4    $60.00  $4,015.00    ($10.00)  100.00%  85.71%  $2.50  $5.00
 150  Sell Short  1/27/2017 09:15  Sell  $1,288.3  $0.00  1  ($465.00)  -0.35%  $10.00  1.61%    $2.50  $5.00
   Buy to Cover  1/27/2017 11:30  Exit Short  $1,292.8    ($450.00)  $3,550.00    ($610.00)  25.81%  -72.58%  $2.50  $5.00
 151  Buy  1/30/2017 12:15  Buy  $1,299.1  $0.00  1  $85.00  0.08%  $100.00  83.33%    $2.50  $5.00
   Sell  1/30/2017 12:30  Profit Target  $1,300.1    $100.00  $3,635.00    ($20.00)  100.00%  83.33%  $2.50  $5.00
 152  Buy  1/31/2017 16:00  Buy  $1,315.1  $0.00  1  $85.00  0.08%  $100.00  76.92%    $2.50  $5.00
   Sell  1/31/2017 16:00  Profit Target  $1,316.1    $100.00  $3,720.00    ($30.00)  100.00%  76.92%  $2.50  $5.00
 153  Sell Short  2/1/2017 11:15  Sell  $1,307.3  $0.00  1  $85.00  0.08%  $100.00  90.91%    $2.50  $5.00
   Buy to Cover  2/1/2017 11:15  Profit Target  $1,306.3    $100.00  $3,805.00    ($10.00)  100.00%  90.91%  $2.50  $5.00
 154  Buy  2/2/2017 02:15  Buy  $1,318.0  $0.00  1  $45.00  0.05%  $60.00  23.08%    $2.50  $5.00
   Sell  2/2/2017 02:30  Profit Target  $1,318.6    $60.00  $3,850.00    ($200.00)  100.00%  23.08%  $2.50  $5.00
 155  Buy  2/2/2017 09:45  Buy  $1,324.7  $0.00  1  $95.00  0.08%  $110.00  100.00%    $2.50  $5.00
   Sell  2/2/2017 09:45  Profit Target  $1,325.8    $110.00  $3,945.00    $0.00  100.00%  100.00%  $2.50  $5.00
 156  Buy  2/6/2017 10:15  Buy  $1,331.1  $0.00  1  $85.00  0.08%  $100.00  37.04%    $2.50  $5.00
   Sell  2/6/2017 10:45  Profit Target  $1,332.1    $100.00  $4,030.00    ($170.00)  100.00%  37.04%  $2.50  $5.00
 157  Buy  2/7/2017 19:00  Buy  $1,336.1  $0.00  1  $35.00  0.04%  $50.00  71.43%    $2.50  $5.00
   Sell  2/7/2017 19:00  Profit Target  $1,336.6    $50.00  $4,065.00    ($20.00)  100.00%  71.43%  $2.50  $5.00
 158  Buy  2/9/2017 05:30  Buy  $1,345.9  $0.00  1  ($545.00)  -0.39%  $40.00  6.35%    $2.50  $5.00
   Sell  2/9/2017 07:00  Exit Long  $1,340.6    ($530.00)  $3,520.00    ($590.00)  9.52%  -84.13%  $2.50  $5.00
 159  Buy  2/10/2017 14:30  Buy  $1,335.1  $0.00  1  $105.00  0.09%  $120.00  60.00%    $2.50  $5.00
   Sell  2/10/2017 14:45  Profit Target  $1,336.3    $120.00  $3,625.00    ($80.00)  100.00%  60.00%  $2.50  $5.00
 160  Buy  2/14/2017 10:15  Buy  $1,333.9  $0.00  1  ($315.00)  -0.22%  $20.00  2.74%    $2.50  $5.00
   Sell  2/14/2017 10:30  Exit Long  $1,330.9    ($300.00)  $3,310.00    ($710.00)  56.16%  -41.10%  $2.50  $5.00
 161  Sell Short  2/14/2017 14:00  Sell  $1,329.0  $0.00  1  $25.00  0.03%  $60.00  8.82%    $2.50  $5.00
   Buy to Cover  2/15/2017 00:15  Profit Target  $1,328.6    $40.00  $3,335.00    ($620.00)  97.06%  5.88%  $2.50  $5.00
 162  Buy  2/16/2017 01:45  Buy  $1,337.2  $0.00  1  $35.00  0.04%  $50.00  25.00%    $2.50  $5.00
   Sell  2/16/2017 02:45  Profit Target  $1,337.7    $50.00  $3,370.00    ($150.00)  100.00%  25.00%  $2.50  $5.00
 163  Buy  2/16/2017 09:15  Buy  $1,340.0  $0.00  1  $65.00  0.06%  $80.00  50.00%    $2.50  $5.00
   Sell  2/16/2017 09:15  Profit Target  $1,340.8    $80.00  $3,435.00    ($80.00)  100.00%  50.00%  $2.50  $5.00
 164  Buy  2/17/2017 09:30  Buy  $1,344.9  $0.00  1  $75.00  0.07%  $90.00  39.13%    $2.50  $5.00
   Sell  2/17/2017 10:00  Profit Target  $1,345.8    $90.00  $3,510.00    ($140.00)  100.00%  39.13%  $2.50  $5.00
 165  Sell Short  2/21/2017 02:00  Sell  $1,337.8  $0.00  1  $25.00  0.03%  $40.00  44.44%    $2.50  $5.00
   Buy to Cover  2/21/2017 02:15  Profit Target  $1,337.4    $40.00  $3,535.00    ($50.00)  100.00%  44.44%  $2.50  $5.00
 166  Sell Short  2/21/2017 07:15  Sell  $1,334.0  $0.00  1  $45.00  0.04%  $60.00  37.50%    $2.50  $5.00
   Buy to Cover  2/21/2017 07:30  Profit Target  $1,333.4    $60.00  $3,580.00    ($100.00)  100.00%  37.50%  $2.50  $5.00
 167  Buy  2/21/2017 22:45  Buy  $1,339.0  $0.00  1  $25.00  0.03%  $40.00  100.00%    $2.50  $5.00
   Sell  2/21/2017 22:45  Profit Target  $1,339.4    $40.00  $3,605.00    $0.00  100.00%  100.00%  $2.50  $5.00
 168  Buy  2/24/2017 09:45  Buy  $1,360.5  $0.00  1  ($395.00)  -0.28%  $50.00  9.62%    $2.50  $5.00
   Sell  2/24/2017 10:00  Exit Long  $1,356.7    ($380.00)  $3,210.00    ($470.00)  17.31%  -73.08%  $2.50  $5.00
 169  Sell Short  3/1/2017 10:15  Sell  $1,344.9  $0.00  1  $85.00  0.07%  $100.00  90.91%    $2.50  $5.00
   Buy to Cover  3/1/2017 10:15  Profit Target  $1,343.9    $100.00  $3,295.00    ($10.00)  100.00%  90.91%  $2.50  $5.00
 170  Sell Short  3/3/2017 08:30  Sell  $1,331.9  $0.00  1  $55.00  0.05%  $70.00  21.88%    $2.50  $5.00
   Buy to Cover  3/3/2017 09:00  Profit Target  $1,331.2    $70.00  $3,350.00    ($250.00)  100.00%  21.88%  $2.50  $5.00
 171  Sell Short  3/8/2017 06:45  Sell  $1,315.9  $0.00  1  $35.00  0.04%  $50.00  35.71%    $2.50  $5.00
   Buy to Cover  3/8/2017 07:45  Profit Target  $1,315.4    $50.00  $3,385.00    ($90.00)  100.00%  35.71%  $2.50  $5.00
 172  Sell Short  3/9/2017 02:30  Sell  $1,308.8  $0.00  1  $35.00  0.04%  $50.00  71.43%    $2.50  $5.00
   Buy to Cover  3/9/2017 02:30  Profit Target  $1,308.3    $50.00  $3,420.00    ($20.00)  100.00%  71.43%  $2.50  $5.00
 173  Sell Short  3/9/2017 08:00  Sell  $1,309.7  $0.00  1  $45.00  0.05%  $60.00  28.57%    $2.50  $5.00
   Buy to Cover  3/9/2017 08:15  Profit Target  $1,309.1    $60.00  $3,465.00    ($150.00)  100.00%  28.57%  $2.50  $5.00
 174  Buy  3/13/2017 06:45  Buy  $1,309.6  $0.00  1  $45.00  0.05%  $60.00  75.00%    $2.50  $5.00
   Sell  3/13/2017 07:00  Profit Target  $1,310.2    $60.00  $3,510.00    ($20.00)  100.00%  75.00%  $2.50  $5.00
 175  Buy  3/14/2017 09:15  Buy  $1,305.7  $0.00  1  $45.00  0.05%  $60.00  100.00%    $2.50  $5.00
   Sell  3/14/2017 09:15  Profit Target  $1,306.3    $60.00  $3,555.00    $0.00  100.00%  100.00%  $2.50  $5.00
 176  Buy  3/14/2017 11:15  Buy  $1,306.6  $0.00  1  $65.00  0.06%  $80.00  61.54%    $2.50  $5.00
   Sell  3/14/2017 11:15  Profit Target  $1,307.4    $80.00  $3,620.00    ($50.00)  100.00%  61.54%  $2.50  $5.00
 177  Sell Short  3/15/2017 12:00  Sell  $1,302.5  $0.00  1  $65.00  0.06%  $80.00  36.36%    $2.50  $5.00
   Buy to Cover  3/15/2017 12:15  Profit Target  $1,301.7    $80.00  $3,685.00    ($140.00)  100.00%  36.36%  $2.50  $5.00
 178  Buy  3/16/2017 04:30  Buy  $1,327.2  $0.00  1  $45.00  0.05%  $60.00  75.00%    $2.50  $5.00
   Sell  3/16/2017 04:30  Profit Target  $1,327.8    $60.00  $3,730.00    ($20.00)  100.00%  75.00%  $2.50  $5.00
 179  Buy  3/20/2017 13:00  Buy  $1,334.9  $0.00  1  $45.00  0.04%  $60.00  100.00%    $2.50  $5.00
   Sell  3/20/2017 13:15  Profit Target  $1,335.5    $60.00  $3,775.00    $0.00  100.00%  100.00%  $2.50  $5.00
 180  Sell Short  3/21/2017 05:15  Sell  $1,333.1  $0.00  1  ($175.00)  -0.12%  $30.00  15.00%    $2.50  $5.00
   Buy to Cover  3/21/2017 07:00  Exit Short  $1,334.7    ($160.00)  $3,600.00    ($170.00)  5.00%  -80.00%  $2.50  $5.00
 181  Buy  3/21/2017 14:45  Buy  $1,346.4  $0.00  1  $75.00  0.07%  $90.00  47.37%    $2.50  $5.00
   Sell  3/21/2017 15:00  Profit Target  $1,347.3    $90.00  $3,675.00    ($100.00)  100.00%  47.37%  $2.50  $5.00
 182  Buy  3/21/2017 19:45  Buy  $1,346.8  $0.00  1  $55.00  0.05%  $70.00  100.00%    $2.50  $5.00
   Sell  3/21/2017 19:45  Profit Target  $1,347.5    $70.00  $3,730.00    $0.00  100.00%  100.00%  $2.50  $5.00
 183  Buy  3/22/2017 06:30  Buy  $1,347.6  $0.00  1  $45.00  0.04%  $60.00  85.71%    $2.50  $5.00
   Sell  3/22/2017 06:30  Profit Target  $1,348.2    $60.00  $3,775.00    ($10.00)  100.00%  85.71%  $2.50  $5.00
 184  Buy  3/23/2017 10:15  Buy  $1,351.2  $0.00  1  $65.00  0.06%  $80.00  33.33%    $2.50  $5.00
   Sell  3/23/2017 10:30  Profit Target  $1,352.0    $80.00  $3,840.00    ($160.00)  100.00%  33.33%  $2.50  $5.00
 185  Sell Short  3/23/2017 13:45  Sell  $1,349.7  $0.00  1  $95.00  0.08%  $110.00  84.62%    $2.50  $5.00
   Buy to Cover  3/23/2017 13:45  Profit Target  $1,348.6    $110.00  $3,935.00    ($20.00)  100.00%  84.62%  $2.50  $5.00
 186  Buy  3/31/2017 16:00  Buy  $1,348.9  $0.00  1  $55.00  0.05%  $70.00  58.33%    $2.50  $5.00
   Sell  3/31/2017 16:45  Profit Target  $1,349.6    $70.00  $3,990.00    ($50.00)  100.00%  58.33%  $2.50  $5.00
 187  Buy  4/3/2017 23:00  Buy  $1,356.1  $0.00  1  $35.00  0.04%  $50.00  83.33%    $2.50  $5.00
   Sell  4/3/2017 23:15  Profit Target  $1,356.6    $50.00  $4,025.00    ($10.00)  100.00%  83.33%  $2.50  $5.00
 188  Sell Short  4/5/2017 14:00  Sell  $1,348.1  $0.00  1  $65.00  0.06%  $80.00  22.86%    $2.50  $5.00
   Buy to Cover  4/5/2017 14:15  Profit Target  $1,347.3    $80.00  $4,090.00    ($270.00)  100.00%  22.86%  $2.50  $5.00
 189  Buy  4/13/2017 02:00  Buy  $1,385.1  $0.00  1  $35.00  0.04%  $50.00  83.33%    $2.50  $5.00
   Sell  4/13/2017 02:00  Profit Target  $1,385.6    $50.00  $4,125.00    ($10.00)  100.00%  83.33%  $2.50  $5.00
 190  Buy  4/13/2017 08:00  Buy  $1,387.0  $0.00  1  $45.00  0.04%  $60.00  85.71%    $2.50  $5.00
   Sell  4/13/2017 08:00  Profit Target  $1,387.6    $60.00  $4,170.00    ($10.00)  100.00%  85.71%  $2.50  $5.00
 191  Buy  4/17/2017 02:30  Buy  $1,388.6  $0.00  1  $45.00  0.04%  $60.00  40.00%    $2.50  $5.00
   Sell  4/17/2017 03:15  Profit Target  $1,389.2    $60.00  $4,215.00    ($90.00)  100.00%  40.00%  $2.50  $5.00
 192  Buy  4/17/2017 08:00  Buy  $1,389.5  $0.00  1  $45.00  0.04%  $60.00  17.14%    $2.50  $5.00
   Sell  4/17/2017 09:45  Profit Target  $1,390.1    $60.00  $4,260.00    ($290.00)  100.00%  17.14%  $2.50  $5.00
 193  Buy  4/17/2017 11:45  Buy  $1,390.5  $0.00  1  $65.00  0.06%  $80.00  30.77%    $2.50  $5.00
   Sell  4/17/2017 13:30  Profit Target  $1,391.3    $80.00  $4,325.00    ($180.00)  100.00%  30.77%  $2.50  $5.00
 194  Sell Short  4/26/2017 04:15  Sell  $1,365.4  $0.00  1  $35.00  0.04%  $50.00  83.33%    $2.50  $5.00
   Buy to Cover  4/26/2017 04:15  Profit Target  $1,364.9    $50.00  $4,360.00    ($10.00)  100.00%  83.33%  $2.50  $5.00
 195  Sell Short  4/26/2017 14:15  Sell  $1,365.5  $0.00  1  ($415.00)  -0.29%  $40.00  9.09%    $2.50  $5.00
   Buy to Cover  4/26/2017 16:00  Exit Short  $1,369.5    ($400.00)  $3,945.00    ($400.00)  0.00%  -90.91%  $2.50  $5.00
 196  Sell Short  5/2/2017 10:00  Sell  $1,353.9  $0.00  1  $15.00  0.02%  $50.00  13.89%    $2.50  $5.00
   Buy to Cover  5/3/2017 03:45  Profit Target  $1,353.6    $30.00  $3,960.00    ($310.00)  94.44%  8.33%  $2.50  $5.00
 197  Sell Short  5/3/2017 11:15  Sell  $1,349.6  $0.00  1  $75.00  0.07%  $90.00  100.00%    $2.50  $5.00
   Buy to Cover  5/3/2017 11:15  Profit Target  $1,348.7    $90.00  $4,035.00    $0.00  100.00%  100.00%  $2.50  $5.00
 198  Sell Short  5/3/2017 21:45  Sell  $1,340.7  $0.00  1  $55.00  0.05%  $70.00  100.00%    $2.50  $5.00
   Buy to Cover  5/3/2017 22:00  Profit Target  $1,340.0    $70.00  $4,090.00    $0.00  100.00%  100.00%  $2.50  $5.00
 199  Sell Short  5/4/2017 01:15  Sell  $1,339.5  $0.00  1  $25.00  0.03%  $40.00  80.00%    $2.50  $5.00
   Buy to Cover  5/4/2017 01:30  Profit Target  $1,339.1    $40.00  $4,115.00    ($10.00)  100.00%  80.00%  $2.50  $5.00
 200  Sell Short  5/4/2017 10:30  Sell  $1,329.6  $0.00  1  $75.00  0.07%  $90.00  100.00%    $2.50  $5.00
   Buy to Cover  5/4/2017 10:30  Profit Target  $1,328.7    $90.00  $4,190.00    $0.00  100.00%  100.00%  $2.50  $5.00
 201  Sell Short  5/4/2017 10:45  Sell  $1,331.5  $0.00  1  $85.00  0.08%  $100.00  90.91%    $2.50  $5.00
   Buy to Cover  5/4/2017 10:45  Profit Target  $1,330.5    $100.00  $4,275.00    ($10.00)  100.00%  90.91%  $2.50  $5.00
 202  Sell Short  5/5/2017 15:30  Sell  $1,328.6  $0.00  1  $45.00  0.05%  $60.00  42.86%    $2.50  $5.00
   Buy to Cover  5/5/2017 16:30  Profit Target  $1,328.0    $60.00  $4,320.00    ($80.00)  100.00%  42.86%  $2.50  $5.00
 203  Sell Short  5/9/2017 03:15  Sell  $1,327.0  $0.00  1  $45.00  0.05%  $60.00  66.67%    $2.50  $5.00
   Buy to Cover  5/9/2017 03:15  Profit Target  $1,326.4    $60.00  $4,365.00    ($30.00)  100.00%  66.67%  $2.50  $5.00
 204  Sell Short  5/9/2017 15:45  Sell  $1,316.4  $0.00  1  ($435.00)  -0.32%  $20.00  2.20%    $2.50  $5.00
   Buy to Cover  5/9/2017 16:45  Exit Short  $1,320.6    ($420.00)  $3,930.00    ($890.00)  51.65%  -46.15%  $2.50  $5.00
 205  Buy  5/11/2017 20:15  Buy  $1,324.0  $0.00  1  $25.00  0.03%  $40.00  44.44%    $2.50  $5.00
   Sell  5/11/2017 20:30  Profit Target  $1,324.4    $40.00  $3,955.00    ($50.00)  100.00%  44.44%  $2.50  $5.00
 206  Buy  5/12/2017 08:00  Buy  $1,326.8  $0.00  1  $35.00  0.04%  $50.00  71.43%    $2.50  $5.00
   Sell  5/12/2017 08:00  Profit Target  $1,327.3    $50.00  $3,990.00    ($20.00)  100.00%  71.43%  $2.50  $5.00
 207  Buy  5/15/2017 10:15  Buy  $1,332.2  $0.00  1  $65.00  0.06%  $80.00  66.67%    $2.50  $5.00
   Sell  5/15/2017 10:15  Profit Target  $1,333.0    $80.00  $4,055.00    ($40.00)  100.00%  66.67%  $2.50  $5.00
 208  Buy  5/16/2017 16:15  Buy  $1,335.4  $0.00  1  $35.00  0.04%  $50.00  83.33%    $2.50  $5.00
   Sell  5/16/2017 16:15  Profit Target  $1,335.9    $50.00  $4,090.00    ($10.00)  100.00%  83.33%  $2.50  $5.00
 209  Buy  5/17/2017 11:45  Buy  $1,355.6  $0.00  1  $95.00  0.08%  $110.00  47.83%    $2.50  $5.00
   Sell  5/17/2017 11:45  Profit Target  $1,356.7    $110.00  $4,185.00    ($120.00)  100.00%  47.83%  $2.50  $5.00
 210  Buy  5/17/2017 12:00  Buy  $1,354.5  $0.00  1  $95.00  0.08%  $110.00  91.67%    $2.50  $5.00
   Sell  5/17/2017 12:00  Profit Target  $1,355.6    $110.00  $4,280.00    ($10.00)  100.00%  91.67%  $2.50  $5.00
 211  Sell Short  5/18/2017 21:45  Sell  $1,349.4  $0.00  1  $45.00  0.04%  $60.00  100.00%    $2.50  $5.00
   Buy to Cover  5/18/2017 21:45  Profit Target  $1,348.8    $60.00  $4,325.00    $0.00  100.00%  100.00%  $2.50  $5.00
 212  Sell Short  5/19/2017 02:15  Sell  $1,348.6  $0.00  1  $45.00  0.04%  $60.00  20.69%    $2.50  $5.00
   Buy to Cover  5/19/2017 04:45  Profit Target  $1,348.0    $60.00  $4,370.00    ($230.00)  100.00%  20.69%  $2.50  $5.00
 213  Buy  5/29/2017 07:30  Buy  $1,365.7  $0.00  1  $15.00  0.02%  $30.00  50.00%    $2.50  $5.00
   Sell  5/29/2017 07:45  Profit Target  $1,366.0    $30.00  $4,385.00    ($30.00)  100.00%  50.00%  $2.50  $5.00
 214  Buy  5/29/2017 12:45  Buy  $1,365.1  $0.00  1  $25.00  0.03%  $40.00  66.67%    $2.50  $5.00
   Sell  5/29/2017 12:45  Profit Target  $1,365.5    $40.00  $4,410.00    ($20.00)  100.00%  66.67%  $2.50  $5.00
 215  Buy  5/30/2017 00:00  Buy  $1,366.7  $0.00  1  $35.00  0.04%  $50.00  83.33%    $2.50  $5.00
   Sell  5/30/2017 00:00  Profit Target  $1,367.2    $50.00  $4,445.00    ($10.00)  100.00%  83.33%  $2.50  $5.00
 216  Sell Short  6/1/2017 13:30  Sell  $1,362.6  $0.00  1  $45.00  0.04%  $60.00  11.32%    $2.50  $5.00
   Buy to Cover  6/1/2017 20:15  Profit Target  $1,362.0    $60.00  $4,490.00    ($470.00)  100.00%  11.32%  $2.50  $5.00
 217  Buy  6/2/2017 12:30  Buy  $1,374.3  $0.00  1  $105.00  0.09%  $120.00  92.31%    $2.50  $5.00
   Sell  6/2/2017 12:45  Profit Target  $1,375.5    $120.00  $4,595.00    ($10.00)  100.00%  92.31%  $2.50  $5.00
 218  Buy  6/5/2017 09:15  Buy  $1,379.2  $0.00  1  $35.00  0.04%  $50.00  35.71%    $2.50  $5.00
   Sell  6/5/2017 09:30  Profit Target  $1,379.7    $50.00  $4,630.00    ($90.00)  100.00%  35.71%  $2.50  $5.00
 219  Sell Short  6/7/2017 21:30  Sell  $1,384.3  $0.00  1  $35.00  0.04%  $50.00  27.78%    $2.50  $5.00
   Buy to Cover  6/7/2017 23:30  Profit Target  $1,383.8    $50.00  $4,665.00    ($130.00)  100.00%  27.78%  $2.50  $5.00
 220  Sell Short  6/8/2017 06:45  Sell  $1,383.5  $0.00  1  $45.00  0.04%  $60.00  75.00%    $2.50  $5.00
   Buy to Cover  6/8/2017 07:00  Profit Target  $1,382.9    $60.00  $4,710.00    ($20.00)  100.00%  75.00%  $2.50  $5.00
 221  Sell Short  6/9/2017 12:45  Sell  $1,367.1  $0.00  1  $75.00  0.07%  $90.00  64.29%    $2.50  $5.00
   Buy to Cover  6/9/2017 13:00  Profit Target  $1,366.2    $90.00  $4,785.00    ($50.00)  100.00%  64.29%  $2.50  $5.00
 222  Sell Short  6/13/2017 08:15  Sell  $1,361.8  $0.00  1  $35.00  0.04%  $50.00  71.43%    $2.50  $5.00
   Buy to Cover  6/13/2017 08:15  Profit Target  $1,361.3    $50.00  $4,820.00    ($20.00)  100.00%  71.43%  $2.50  $5.00
 223  Sell Short  6/13/2017 10:15  Sell  $1,359.5  $0.00  1  ($355.00)  -0.25%  $20.00  5.00%    $2.50  $5.00
   Buy to Cover  6/13/2017 13:15  Exit Short  $1,362.9    ($340.00)  $4,465.00    ($380.00)  10.00%  -85.00%  $2.50  $5.00
 224  Buy  6/13/2017 16:45  Buy  $1,364.2  $0.00  1  $35.00  0.04%  $50.00  62.50%    $2.50  $5.00
   Sell  6/13/2017 18:15  Profit Target  $1,364.7    $50.00  $4,500.00    ($30.00)  100.00%  62.50%  $2.50  $5.00
 225  Buy  6/13/2017 19:30  Buy  $1,364.3  $0.00  1  $25.00  0.03%  $40.00  80.00%    $2.50  $5.00
   Sell  6/13/2017 19:45  Profit Target  $1,364.7    $40.00  $4,525.00    ($10.00)  100.00%  80.00%  $2.50  $5.00
 226  Sell Short  6/15/2017 10:45  Sell  $1,353.2  $0.00  1  $105.00  0.09%  $120.00  92.31%    $2.50  $5.00
   Buy to Cover  6/15/2017 10:45  Profit Target  $1,352.0    $120.00  $4,630.00    ($10.00)  100.00%  92.31%  $2.50  $5.00
 227  Sell Short  6/19/2017 05:45  Sell  $1,348.6  $0.00  1  $25.00  0.03%  $40.00  100.00%    $2.50  $5.00
   Buy to Cover  6/19/2017 05:45  Profit Target  $1,348.2    $40.00  $4,655.00    $0.00  100.00%  100.00%  $2.50  $5.00
 228  Sell Short  6/20/2017 12:15  Sell  $1,340.7  $0.00  1  $55.00  0.05%  $70.00  50.00%    $2.50  $5.00
   Buy to Cover  6/20/2017 13:15  Profit Target  $1,340.0    $70.00  $4,710.00    ($70.00)  100.00%  50.00%  $2.50  $5.00
 229  Sell Short  6/20/2017 15:15  Sell  $1,340.9  $0.00  1  $35.00  0.04%  $50.00  100.00%    $2.50  $5.00
   Buy to Cover  6/20/2017 15:15  Profit Target  $1,340.4    $50.00  $4,745.00    $0.00  100.00%  100.00%  $2.50  $5.00
 230  Sell Short  6/21/2017 10:30  Sell  $1,340.4  $0.00  1  $55.00  0.05%  $70.00  46.67%    $2.50  $5.00
   Buy to Cover  6/21/2017 10:45  Profit Target  $1,339.7    $70.00  $4,800.00    ($80.00)  100.00%  46.67%  $2.50  $5.00
 231  Buy  6/23/2017 09:30  Buy  $1,353.8  $0.00  1  $35.00  0.04%  $50.00  71.43%    $2.50  $5.00
   Sell  6/23/2017 09:30  Profit Target  $1,354.3    $50.00  $4,835.00    ($20.00)  100.00%  71.43%  $2.50  $5.00
 232  Buy  6/23/2017 10:15  Buy  $1,353.4  $0.00  1  ($295.00)  -0.21%  $30.00  8.82%    $2.50  $5.00
   Sell  6/26/2017 00:30  Exit Long  $1,350.6    ($280.00)  $4,540.00    ($310.00)  8.82%  -82.35%  $2.50  $5.00
 233  Sell Short  6/29/2017 06:00  Sell  $1,343.4  $0.00  1  $55.00  0.05%  $70.00  77.78%    $2.50  $5.00
   Buy to Cover  6/29/2017 06:00  Profit Target  $1,342.7    $70.00  $4,595.00    ($20.00)  100.00%  77.78%  $2.50  $5.00
 234  Sell Short  6/30/2017 10:15  Sell  $1,338.4  $0.00  1  $75.00  0.07%  $90.00  25.00%    $2.50  $5.00
   Buy to Cover  6/30/2017 12:45  Profit Target  $1,337.5    $90.00  $4,670.00    ($270.00)  100.00%  25.00%  $2.50  $5.00
 235  Sell Short  7/3/2017 18:45  Sell  $1,317.6  $0.00  1  $45.00  0.05%  $60.00  17.65%    $2.50  $5.00
   Buy to Cover  7/3/2017 21:45  Profit Target  $1,317.0    $60.00  $4,715.00    ($280.00)  100.00%  17.65%  $2.50  $5.00
 236  Buy  7/6/2017 01:15  Buy  $1,321.6  $0.00  1  $45.00  0.05%  $60.00  13.95%    $2.50  $5.00
   Sell  7/6/2017 08:30  Profit Target  $1,322.2    $60.00  $4,760.00    ($370.00)  100.00%  13.95%  $2.50  $5.00
 237  Buy  7/12/2017 06:45  Buy  $1,313.0  $0.00  1  $35.00  0.04%  $50.00  9.62%    $2.50  $5.00
   Sell  7/12/2017 08:45  Profit Target  $1,313.5    $50.00  $4,795.00    ($470.00)  100.00%  9.62%  $2.50  $5.00
 238  Buy  7/13/2017 03:45  Buy  $1,317.6  $0.00  1  $25.00  0.03%  $40.00  30.77%    $2.50  $5.00
   Sell  7/13/2017 04:15  Profit Target  $1,318.0    $40.00  $4,820.00    ($90.00)  100.00%  30.77%  $2.50  $5.00
 239  Buy  7/14/2017 10:45  Buy  $1,323.6  $0.00  1  $85.00  0.08%  $100.00  62.50%    $2.50  $5.00
   Sell  7/14/2017 11:15  Profit Target  $1,324.6    $100.00  $4,905.00    ($60.00)  100.00%  62.50%  $2.50  $5.00
 240  Buy  7/17/2017 03:00  Buy  $1,324.8  $0.00  1  $25.00  0.03%  $40.00  66.67%    $2.50  $5.00
   Sell  7/17/2017 03:00  Profit Target  $1,325.2    $40.00  $4,930.00    ($20.00)  100.00%  66.67%  $2.50  $5.00
 241  Buy  7/17/2017 11:15  Buy  $1,328.6  $0.00  1  $55.00  0.05%  $70.00  50.00%    $2.50  $5.00
   Sell  7/17/2017 11:30  Profit Target  $1,329.3    $70.00  $4,985.00    ($70.00)  100.00%  50.00%  $2.50  $5.00
 242  Buy  7/17/2017 20:15  Buy  $1,328.1  $0.00  1  $25.00  0.03%  $40.00  80.00%    $2.50  $5.00
   Sell  7/17/2017 20:15  Profit Target  $1,328.5    $40.00  $5,010.00    ($10.00)  100.00%  80.00%  $2.50  $5.00
 243  Buy  7/18/2017 16:00  Buy  $1,337.4  $0.00  1  $35.00  0.04%  $50.00  50.00%    $2.50  $5.00
   Sell  7/18/2017 18:15  Profit Target  $1,337.9    $50.00  $5,045.00    ($50.00)  100.00%  50.00%  $2.50  $5.00
 244  Buy  7/19/2017 10:30  Buy  $1,336.4  $0.00  1  $55.00  0.05%  $70.00  28.00%    $2.50  $5.00
   Sell  7/19/2017 11:00  Profit Target  $1,337.1    $70.00  $5,100.00    ($180.00)  100.00%  28.00%  $2.50  $5.00
 245  Buy  7/24/2017 02:45  Buy  $1,348.4  $0.00  1  $25.00  0.03%  $40.00  80.00%    $2.50  $5.00
   Sell  7/24/2017 02:45  Profit Target  $1,348.8    $40.00  $5,125.00    ($10.00)  100.00%  80.00%  $2.50  $5.00
 246  Buy  7/24/2017 11:15  Buy  $1,350.7  $0.00  1  $45.00  0.04%  $60.00  66.67%    $2.50  $5.00
   Sell  7/24/2017 11:15  Profit Target  $1,351.3    $60.00  $5,170.00    ($30.00)  100.00%  66.67%  $2.50  $5.00
 247  Sell Short  7/25/2017 08:45  Sell  $1,348.7  $0.00  1  $55.00  0.05%  $70.00  63.64%    $2.50  $5.00
   Buy to Cover  7/25/2017 09:00  Profit Target  $1,348.0    $70.00  $5,225.00    ($40.00)  100.00%  63.64%  $2.50  $5.00
 248  Sell Short  7/25/2017 13:30  Sell  $1,347.3  $0.00  1  $55.00  0.05%  $70.00  43.75%    $2.50  $5.00
   Buy to Cover  7/25/2017 14:15  Profit Target  $1,346.6    $70.00  $5,280.00    ($90.00)  100.00%  43.75%  $2.50  $5.00
 249  Sell Short  7/26/2017 04:30  Sell  $1,341.2  $0.00  1  $35.00  0.04%  $50.00  45.45%    $2.50  $5.00
   Buy to Cover  7/26/2017 04:45  Profit Target  $1,340.7    $50.00  $5,315.00    ($60.00)  100.00%  45.45%  $2.50  $5.00
 250  Sell Short  7/26/2017 05:45  Sell  $1,341.8  $0.00  1  $45.00  0.04%  $60.00  75.00%    $2.50  $5.00
   Buy to Cover  7/26/2017 05:45  Profit Target  $1,341.2    $60.00  $5,360.00    ($20.00)  100.00%  75.00%  $2.50  $5.00
 251  Buy  7/27/2017 03:45  Buy  $1,357.1  $0.00  1  $35.00  0.04%  $50.00  100.00%    $2.50  $5.00
   Sell  7/27/2017 03:45  Profit Target  $1,357.6    $50.00  $5,395.00    $0.00  100.00%  100.00%  $2.50  $5.00
 252  Sell Short  8/2/2017 20:30  Sell  $1,359.1  $0.00  1  $55.00  0.05%  $70.00  63.64%    $2.50  $5.00
   Buy to Cover  8/2/2017 20:30  Profit Target  $1,358.4    $70.00  $5,450.00    ($40.00)  100.00%  63.64%  $2.50  $5.00
 253  Sell Short  8/15/2017 07:15  Sell  $1,369.7  $0.00  1  $35.00  0.04%  $50.00  62.50%    $2.50  $5.00
   Buy to Cover  8/15/2017 07:30  Profit Target  $1,369.2    $50.00  $5,485.00    ($30.00)  100.00%  62.50%  $2.50  $5.00
 254  Buy  8/17/2017 04:45  Buy  $1,382.2  $0.00  1  $35.00  0.04%  $50.00  83.33%    $2.50  $5.00
   Sell  8/17/2017 04:45  Profit Target  $1,382.7    $50.00  $5,520.00    ($10.00)  100.00%  83.33%  $2.50  $5.00
 255  Sell Short  8/18/2017 14:15  Sell  $1,384.5  $0.00  1  $145.00  0.12%  $160.00  94.12%    $2.50  $5.00
   Buy to Cover  8/18/2017 14:15  Profit Target  $1,382.9    $160.00  $5,665.00    ($10.00)  100.00%  94.12%  $2.50  $5.00
 256  Sell Short  8/21/2017 03:45  Sell  $1,382.9  $0.00  1  $35.00  0.04%  $50.00  26.32%    $2.50  $5.00
   Buy to Cover  8/21/2017 05:30  Profit Target  $1,382.4    $50.00  $5,700.00    ($140.00)  100.00%  26.32%  $2.50  $5.00
 257  Sell Short  8/22/2017 06:45  Sell  $1,380.6  $0.00  1  $45.00  0.04%  $60.00  33.33%    $2.50  $5.00
   Buy to Cover  8/22/2017 07:15  Profit Target  $1,380.0    $60.00  $5,745.00    ($120.00)  100.00%  33.33%  $2.50  $5.00
 258  Sell Short  8/22/2017 09:30  Sell  $1,382.1  $0.00  1  $45.00  0.04%  $60.00  100.00%    $2.50  $5.00
   Buy to Cover  8/22/2017 09:30  Profit Target  $1,381.5    $60.00  $5,790.00    $0.00  100.00%  100.00%  $2.50  $5.00
 259  Sell Short  8/22/2017 23:30  Sell  $1,380.7  $0.00  1  $35.00  0.04%  $50.00  35.71%    $2.50  $5.00
   Buy to Cover  8/23/2017 00:15  Profit Target  $1,380.2    $50.00  $5,825.00    ($90.00)  100.00%  35.71%  $2.50  $5.00
 260  Sell Short  8/24/2017 18:15  Sell  $1,381.0  $0.00  1  $25.00  0.03%  $40.00  50.00%    $2.50  $5.00
   Buy to Cover  8/24/2017 18:45  Profit Target  $1,380.6    $40.00  $5,850.00    ($40.00)  100.00%  50.00%  $2.50  $5.00
 261  Sell Short  8/24/2017 20:15  Sell  $1,381.2  $0.00  1  $25.00  0.03%  $40.00  40.00%    $2.50  $5.00
   Buy to Cover  8/24/2017 20:30  Profit Target  $1,380.8    $40.00  $5,875.00    ($60.00)  100.00%  40.00%  $2.50  $5.00
 262  Sell Short  8/24/2017 23:30  Sell  $1,381.2  $0.00  1  $15.00  0.02%  $30.00  25.00%    $2.50  $5.00
   Buy to Cover  8/25/2017 02:15  Profit Target  $1,380.9    $30.00  $5,890.00    ($90.00)  100.00%  25.00%  $2.50  $5.00
 263  Buy  9/4/2017 23:15  Buy  $1,430.7  $0.00  1  $55.00  0.05%  $70.00  41.18%    $2.50  $5.00
   Sell  9/4/2017 23:30  Profit Target  $1,431.4    $70.00  $5,945.00    ($100.00)  100.00%  41.18%  $2.50  $5.00
 264  Buy  9/8/2017 02:45  Buy  $1,448.0  $0.00  1  $65.00  0.06%  $80.00  32.00%    $2.50  $5.00
   Sell  9/8/2017 03:00  Profit Target  $1,448.8    $80.00  $6,010.00    ($170.00)  100.00%  32.00%  $2.50  $5.00
 265  Sell Short  9/8/2017 14:30  Sell  $1,441.6  $0.00  1  $85.00  0.07%  $100.00  90.91%    $2.50  $5.00
   Buy to Cover  9/8/2017 14:45  Profit Target  $1,440.6    $100.00  $6,095.00    ($10.00)  100.00%  90.91%  $2.50  $5.00
 266  Sell Short  9/11/2017 10:30  Sell  $1,429.0  $0.00  1  $65.00  0.06%  $80.00  80.00%    $2.50  $5.00
   Buy to Cover  9/11/2017 10:30  Profit Target  $1,428.2    $80.00  $6,160.00    ($20.00)  100.00%  80.00%  $2.50  $5.00
 267  Sell Short  9/12/2017 08:15  Sell  $1,419.3  $0.00  1  ($545.00)  -0.37%  $50.00  7.46%    $2.50  $5.00
   Buy to Cover  9/12/2017 14:45  Exit Short  $1,424.6    ($530.00)  $5,615.00    ($620.00)  13.43%  -79.10%  $2.50  $5.00
 268  Sell Short  9/19/2017 14:00  Sell  $1,400.5  $0.00  1  ($465.00)  -0.32%  $10.00  2.04%    $2.50  $5.00
   Buy to Cover  9/19/2017 22:15  Exit Short  $1,405.0    ($450.00)  $5,150.00    ($480.00)  6.12%  -91.84%  $2.50  $5.00
 269  Sell Short  9/21/2017 18:45  Sell  $1,385.2  $0.00  1  $45.00  0.04%  $60.00  100.00%    $2.50  $5.00
   Buy to Cover  9/21/2017 19:00  Profit Target  $1,384.6    $60.00  $5,195.00    $0.00  100.00%  100.00%  $2.50  $5.00
 270  Buy  9/25/2017 18:45  Buy  $1,400.7  $0.00  1  $65.00  0.06%  $80.00  100.00%    $2.50  $5.00
   Sell  9/25/2017 19:00  Profit Target  $1,401.5    $80.00  $5,260.00    $0.00  100.00%  100.00%  $2.50  $5.00
 271  Sell Short  9/26/2017 14:15  Sell  $1,392.8  $0.00  1  $95.00  0.08%  $110.00  100.00%    $2.50  $5.00
   Buy to Cover  9/26/2017 14:15  Profit Target  $1,391.7    $110.00  $5,355.00    $0.00  100.00%  100.00%  $2.50  $5.00
 272  Sell Short  9/28/2017 04:00  Sell  $1,374.7  $0.00  1  $55.00  0.05%  $70.00  100.00%    $2.50  $5.00
   Buy to Cover  9/28/2017 04:00  Profit Target  $1,374.0    $70.00  $5,410.00    $0.00  100.00%  100.00%  $2.50  $5.00
 273  Buy  9/29/2017 09:45  Buy  $1,379.1  $0.00  1  ($365.00)  -0.25%  $20.00  3.64%    $2.50  $5.00
   Sell  9/29/2017 10:15  Exit Long  $1,375.6    ($350.00)  $5,045.00    ($530.00)  32.73%  -63.64%  $2.50  $5.00
 274  Sell Short  10/2/2017 06:45  Sell  $1,366.3  $0.00  1  $45.00  0.04%  $60.00  66.67%    $2.50  $5.00
   Buy to Cover  10/2/2017 06:45  Profit Target  $1,365.7    $60.00  $5,090.00    ($30.00)  100.00%  66.67%  $2.50  $5.00
 275  Sell Short  10/2/2017 12:15  Sell  $1,367.1  $0.00  1  $75.00  0.07%  $90.00  47.37%    $2.50  $5.00
   Buy to Cover  10/2/2017 13:15  Profit Target  $1,366.2    $90.00  $5,165.00    ($100.00)  100.00%  47.37%  $2.50  $5.00
 276  Sell Short  10/3/2017 03:15  Sell  $1,364.2  $0.00  1  $35.00  0.04%  $50.00  83.33%    $2.50  $5.00
   Buy to Cover  10/3/2017 03:15  Profit Target  $1,363.7    $50.00  $5,200.00    ($10.00)  100.00%  83.33%  $2.50  $5.00
 277  Sell Short  10/3/2017 06:15  Sell  $1,363.1  $0.00  1  $45.00  0.04%  $60.00  42.86%    $2.50  $5.00
   Buy to Cover  10/3/2017 07:45  Profit Target  $1,362.5    $60.00  $5,245.00    ($80.00)  100.00%  42.86%  $2.50  $5.00
 278  Buy  10/4/2017 03:15  Buy  $1,367.8  $0.00  1  $25.00  0.03%  $40.00  50.00%    $2.50  $5.00
   Sell  10/4/2017 03:15  Profit Target  $1,368.2    $40.00  $5,270.00    ($40.00)  100.00%  50.00%  $2.50  $5.00
 279  Sell Short  10/4/2017 11:00  Sell  $1,368.2  $0.00  1  $85.00  0.07%  $100.00  83.33%    $2.50  $5.00
   Buy to Cover  10/4/2017 11:00  Profit Target  $1,367.2    $100.00  $5,355.00    ($20.00)  100.00%  83.33%  $2.50  $5.00
 280  Sell Short  10/5/2017 20:00  Sell  $1,361.2  $0.00  1  $35.00  0.04%  $50.00  83.33%    $2.50  $5.00
   Buy to Cover  10/5/2017 20:15  Profit Target  $1,360.7    $50.00  $5,390.00    ($10.00)  100.00%  83.33%  $2.50  $5.00
 281  Buy  10/9/2017 03:45  Buy  $1,371.7  $0.00  1  $55.00  0.05%  $70.00  87.50%    $2.50  $5.00
   Sell  10/9/2017 04:00  Profit Target  $1,372.4    $70.00  $5,445.00    ($10.00)  100.00%  87.50%  $2.50  $5.00
 282  Buy  10/9/2017 21:00  Buy  $1,374.3  $0.00  1  $25.00  0.03%  $40.00  80.00%    $2.50  $5.00
   Sell  10/9/2017 21:00  Profit Target  $1,374.7    $40.00  $5,470.00    ($10.00)  100.00%  80.00%  $2.50  $5.00
 283  Buy  10/13/2017 10:45  Buy  $1,390.9  $0.00  1  $85.00  0.07%  $100.00  62.50%    $2.50  $5.00
   Sell  10/13/2017 11:00  Profit Target  $1,391.9    $100.00  $5,555.00    ($60.00)  100.00%  62.50%  $2.50  $5.00
 284  Sell Short  10/17/2017 12:30  Sell  $1,376.5  $0.00  1  $75.00  0.07%  $90.00  45.00%    $2.50  $5.00
   Buy to Cover  10/17/2017 13:30  Profit Target  $1,375.6    $90.00  $5,630.00    ($110.00)  100.00%  45.00%  $2.50  $5.00
 285  Sell Short  10/18/2017 09:15  Sell  $1,371.2  $0.00  1  $25.00  0.03%  $40.00  9.52%    $2.50  $5.00
   Buy to Cover  10/18/2017 21:30  Profit Target  $1,370.8    $40.00  $5,655.00    ($380.00)  100.00%  9.52%  $2.50  $5.00
 286  Buy  10/19/2017 09:15  Buy  $1,375.9  $0.00  1  $75.00  0.07%  $90.00  81.82%    $2.50  $5.00
   Sell  10/19/2017 09:15  Profit Target  $1,376.8    $90.00  $5,730.00    ($20.00)  100.00%  81.82%  $2.50  $5.00
 287  Buy  10/19/2017 10:45  Buy  $1,377.3  $0.00  1  $75.00  0.07%  $90.00  90.00%    $2.50  $5.00
   Sell  10/19/2017 10:45  Profit Target  $1,378.2    $90.00  $5,805.00    ($10.00)  100.00%  90.00%  $2.50  $5.00
 288  Buy  10/19/2017 15:00  Buy  $1,377.5  $0.00  1  $45.00  0.04%  $60.00  46.15%    $2.50  $5.00
   Sell  10/19/2017 16:00  Profit Target  $1,378.1    $60.00  $5,850.00    ($70.00)  100.00%  46.15%  $2.50  $5.00
 289  Buy  10/19/2017 22:15  Buy  $1,375.9  $0.00  1  $45.00  0.04%  $60.00  100.00%    $2.50  $5.00
   Sell  10/19/2017 22:15  Profit Target  $1,376.5    $60.00  $5,895.00    $0.00  100.00%  100.00%  $2.50  $5.00
 290  Sell Short  10/20/2017 16:30  Sell  $1,372.0  $0.00  1  $55.00  0.05%  $70.00  87.50%    $2.50  $5.00
   Buy to Cover  10/20/2017 17:00  Profit Target  $1,371.3    $70.00  $5,950.00    ($10.00)  100.00%  87.50%  $2.50  $5.00
 291  Buy  10/24/2017 02:00  Buy  $1,372.3  $0.00  1  $25.00  0.03%  $40.00  57.14%    $2.50  $5.00
   Sell  10/24/2017 02:00  Profit Target  $1,372.7    $40.00  $5,975.00    ($30.00)  100.00%  57.14%  $2.50  $5.00
 292  Buy  10/26/2017 03:30  Buy  $1,370.3  $0.00  1  $35.00  0.04%  $50.00  100.00%    $2.50  $5.00
   Sell  10/26/2017 03:30  Profit Target  $1,370.8    $50.00  $6,010.00    $0.00  100.00%  100.00%  $2.50  $5.00
 293  Buy  10/30/2017 08:15  Buy  $1,361.1  $0.00  1  $35.00  0.04%  $50.00  62.50%    $2.50  $5.00
   Sell  10/30/2017 08:30  Profit Target  $1,361.6    $50.00  $6,045.00    ($30.00)  100.00%  62.50%  $2.50  $5.00
 294  Sell Short  10/31/2017 11:45  Sell  $1,361.0  $0.00  1  $55.00  0.05%  $70.00  70.00%    $2.50  $5.00
   Buy to Cover  10/31/2017 12:00  Profit Target  $1,360.3    $70.00  $6,100.00    ($30.00)  100.00%  70.00%  $2.50  $5.00
 295  Sell Short  10/31/2017 14:15  Sell  $1,360.6  $0.00  1  $25.00  0.03%  $40.00  17.39%    $2.50  $5.00
   Buy to Cover  10/31/2017 19:45  Profit Target  $1,360.2    $40.00  $6,125.00    ($190.00)  100.00%  17.39%  $2.50  $5.00
 296  Sell Short  11/1/2017 01:45  Sell  $1,360.3  $0.00  1  $15.00  0.02%  $30.00  100.00%    $2.50  $5.00
   Buy to Cover  11/1/2017 01:45  Profit Target  $1,360.0    $30.00  $6,140.00    $0.00  100.00%  100.00%  $2.50  $5.00
 297  Sell Short  11/3/2017 13:30  Sell  $1,359.1  $0.00  1  $95.00  0.08%  $110.00  84.62%    $2.50  $5.00
   Buy to Cover  11/3/2017 13:45  Profit Target  $1,358.0    $110.00  $6,235.00    ($20.00)  100.00%  84.62%  $2.50  $5.00
 298  Buy  11/6/2017 19:15  Buy  $1,370.5  $0.00  1  $25.00  0.03%  $40.00  57.14%    $2.50  $5.00
   Sell  11/6/2017 19:15  Profit Target  $1,370.9    $40.00  $6,260.00    ($30.00)  100.00%  57.14%  $2.50  $5.00
 299  Buy  11/9/2017 09:30  Buy  $1,375.3  $0.00  1  $55.00  0.05%  $70.00  100.00%    $2.50  $5.00
   Sell  11/9/2017 09:30  Profit Target  $1,376.0    $70.00  $6,315.00    $0.00  100.00%  100.00%  $2.50  $5.00
 300  Buy  11/22/2017 05:00  Buy  $1,372.6  $0.00  1  $45.00  0.04%  $60.00  33.33%    $2.50  $5.00
   Sell  11/22/2017 05:45  Profit Target  $1,373.2    $60.00  $6,360.00    ($120.00)  100.00%  33.33%  $2.50  $5.00
 301  Buy  11/22/2017 16:00  Buy  $1,381.4  $0.00  1  $45.00  0.04%  $60.00  46.15%    $2.50  $5.00
   Sell  11/22/2017 17:00  Profit Target  $1,382.0    $60.00  $6,405.00    ($70.00)  100.00%  46.15%  $2.50  $5.00
 302  Sell Short  12/6/2017 12:15  Sell  $1,351.6  $0.00  1  $45.00  0.04%  $70.00  36.84%    $2.50  $5.00
   Buy to Cover  12/6/2017 15:15  Profit Target  $1,351.0    $60.00  $6,450.00    ($120.00)  94.74%  31.58%  $2.50  $5.00
 303  Sell Short  12/6/2017 21:45  Sell  $1,350.9  $0.00  1  $25.00  0.03%  $40.00  40.00%    $2.50  $5.00
   Buy to Cover  12/6/2017 23:30  Profit Target  $1,350.5    $40.00  $6,475.00    ($60.00)  100.00%  40.00%  $2.50  $5.00
 304  Sell Short  12/7/2017 16:15  Sell  $1,335.1  $0.00  1  $65.00  0.06%  $80.00  100.00%    $2.50  $5.00
   Buy to Cover  12/7/2017 16:15  Profit Target  $1,334.3    $80.00  $6,540.00    $0.00  100.00%  100.00%  $2.50  $5.00
 305  Sell Short  12/12/2017 08:15  Sell  $1,329.7  $0.00  1  $25.00  0.03%  $40.00  30.77%    $2.50  $5.00
   Buy to Cover  12/12/2017 08:30  Profit Target  $1,329.3    $40.00  $6,565.00    ($90.00)  100.00%  30.77%  $2.50  $5.00
 306  Buy  12/18/2017 14:00  Buy  $1,349.8  $0.00  1  $25.00  0.03%  $50.00  33.33%    $2.50  $5.00
   Sell  12/18/2017 17:00  Profit Target  $1,350.2    $40.00  $6,590.00    ($100.00)  93.33%  26.67%  $2.50  $5.00
 307  Buy  12/19/2017 04:45  Buy  $1,351.3  $0.00  1  $25.00  0.03%  $40.00  44.44%    $2.50  $5.00
   Sell  12/19/2017 05:00  Profit Target  $1,351.7    $40.00  $6,615.00    ($50.00)  100.00%  44.44%  $2.50  $5.00
 308  Buy  12/19/2017 08:15  Buy  $1,351.7  $0.00  1  ($285.00)  -0.20%  $10.00  3.33%    $2.50  $5.00
   Sell  12/19/2017 09:45  Exit Long  $1,349.0    ($270.00)  $6,330.00    ($290.00)  6.67%  -90.00%  $2.50  $5.00
 309  Buy  12/22/2017 16:00  Buy  $1,363.4  $0.00  1  $25.00  0.03%  $40.00  66.67%    $2.50  $5.00
   Sell  12/22/2017 16:30  Profit Target  $1,363.8    $40.00  $6,355.00    ($20.00)  100.00%  66.67%  $2.50  $5.00
 310  Buy  12/26/2017 07:15  Buy  $1,366.9  $0.00  1  $15.00  0.02%  $30.00  60.00%    $2.50  $5.00
   Sell  12/26/2017 07:15  Profit Target  $1,367.2    $30.00  $6,370.00    ($20.00)  100.00%  60.00%  $2.50  $5.00
 311  Buy  12/29/2017 14:30  Buy  $1,389.7  $0.00  1  $65.00  0.06%  $80.00  100.00%    $2.50  $5.00
   Sell  12/29/2017 14:30  Profit Target  $1,390.5    $80.00  $6,435.00    $0.00  100.00%  100.00%  $2.50  $5.00
 312  Buy  1/2/2018 07:15  Buy  $1,397.0  $0.00  1  $35.00  0.04%  $50.00  83.33%    $2.50  $5.00
   Sell  1/2/2018 07:15  Profit Target  $1,397.5    $50.00  $6,470.00    ($10.00)  100.00%  83.33%  $2.50  $5.00
 313  Buy  1/2/2018 10:45  Buy  $1,399.1  $0.00  1  $55.00  0.05%  $70.00  63.64%    $2.50  $5.00
   Sell  1/2/2018 11:15  Profit Target  $1,399.8    $70.00  $6,525.00    ($40.00)  100.00%  63.64%  $2.50  $5.00
 314  Sell Short  1/3/2018 15:15  Sell  $1,399.5  $0.00  1  $85.00  0.07%  $100.00  20.83%    $2.50  $5.00
   Buy to Cover  1/3/2018 18:45  Profit Target  $1,398.5    $100.00  $6,610.00    ($380.00)  100.00%  20.83%  $2.50  $5.00
 315  Sell Short  1/4/2018 01:15  Sell  $1,396.4  $0.00  1  $35.00  0.04%  $50.00  41.67%    $2.50  $5.00
   Buy to Cover  1/4/2018 01:15  Profit Target  $1,395.9    $50.00  $6,645.00    ($70.00)  100.00%  41.67%  $2.50  $5.00
 316  Buy  1/5/2018 16:00  Buy  $1,404.9  $0.00  1  $45.00  0.04%  $60.00  85.71%    $2.50  $5.00
   Sell  1/5/2018 16:00  Profit Target  $1,405.5    $60.00  $6,690.00    ($10.00)  100.00%  85.71%  $2.50  $5.00
 317  Buy  1/8/2018 08:15  Buy  $1,404.4  $0.00  1  $45.00  0.04%  $60.00  30.00%    $2.50  $5.00
   Sell  1/8/2018 08:30  Profit Target  $1,405.0    $60.00  $6,735.00    ($140.00)  100.00%  30.00%  $2.50  $5.00
 318  Buy  1/8/2018 09:45  Buy  $1,405.2  $0.00  1  $55.00  0.05%  $70.00  87.50%    $2.50  $5.00
   Sell  1/8/2018 09:45  Profit Target  $1,405.9    $70.00  $6,790.00    ($10.00)  100.00%  87.50%  $2.50  $5.00
 319  Sell Short  1/9/2018 21:15  Sell  $1,397.0  $0.00  1  $45.00  0.04%  $60.00  85.71%    $2.50  $5.00
   Buy to Cover  1/9/2018 21:15  Profit Target  $1,396.4    $60.00  $6,835.00    ($10.00)  100.00%  85.71%  $2.50  $5.00
 320  Buy  1/16/2018 22:30  Buy  $1,423.5  $0.00  1  $65.00  0.06%  $80.00  100.00%    $2.50  $5.00
   Sell  1/16/2018 22:30  Profit Target  $1,424.3    $80.00  $6,900.00    $0.00  100.00%  100.00%  $2.50  $5.00
 321  Sell Short  1/17/2018 12:45  Sell  $1,420.7  $0.00  1  ($465.00)  -0.32%  $70.00  11.67%    $2.50  $5.00
   Buy to Cover  1/17/2018 14:00  Exit Short  $1,425.2    ($450.00)  $6,435.00    ($530.00)  13.33%  -75.00%  $2.50  $5.00
 322  Sell Short  1/18/2018 03:15  Sell  $1,413.1  $0.00  1  $55.00  0.05%  $70.00  30.43%    $2.50  $5.00
   Buy to Cover  1/18/2018 04:15  Profit Target  $1,412.4    $70.00  $6,490.00    ($160.00)  100.00%  30.43%  $2.50  $5.00
 323  Sell Short  1/18/2018 15:00  Sell  $1,413.2  $0.00  1  $75.00  0.06%  $90.00  39.13%    $2.50  $5.00
   Buy to Cover  1/18/2018 15:30  Profit Target  $1,412.3    $90.00  $6,565.00    ($140.00)  100.00%  39.13%  $2.50  $5.00
 324  Sell Short  1/18/2018 18:30  Sell  $1,412.9  $0.00  1  $55.00  0.05%  $70.00  50.00%    $2.50  $5.00
   Buy to Cover  1/18/2018 19:45  Profit Target  $1,412.2    $70.00  $6,620.00    ($70.00)  100.00%  50.00%  $2.50  $5.00
 325  Sell Short  1/22/2018 03:30  Sell  $1,416.3  $0.00  1  $45.00  0.04%  $60.00  85.71%    $2.50  $5.00
   Buy to Cover  1/22/2018 03:30  Profit Target  $1,415.7    $60.00  $6,665.00    ($10.00)  100.00%  85.71%  $2.50  $5.00
 326  Buy  1/25/2018 02:30  Buy  $1,444.6  $0.00  1  $65.00  0.06%  $80.00  50.00%    $2.50  $5.00
   Sell  1/25/2018 02:30  Profit Target  $1,445.4    $80.00  $6,730.00    ($80.00)  100.00%  50.00%  $2.50  $5.00
 327  Sell Short  1/25/2018 20:00  Sell  $1,432.4  $0.00  1  $65.00  0.06%  $80.00  8.42%    $2.50  $5.00
   Buy to Cover  1/29/2018 00:15  Profit Target  $1,431.6    $80.00  $6,795.00    ($870.00)  100.00%  8.42%  $2.50  $5.00
 328  Sell Short  1/29/2018 05:15  Sell  $1,430.7  $0.00  1  $55.00  0.05%  $70.00  33.33%    $2.50  $5.00
   Buy to Cover  1/29/2018 06:15  Profit Target  $1,430.0    $70.00  $6,850.00    ($140.00)  100.00%  33.33%  $2.50  $5.00
 329  Sell Short  1/29/2018 13:15  Sell  $1,424.9  $0.00  1  $75.00  0.06%  $90.00  56.25%    $2.50  $5.00
   Buy to Cover  1/29/2018 13:30  Profit Target  $1,424.0    $90.00  $6,925.00    ($70.00)  100.00%  56.25%  $2.50  $5.00
 330  Sell Short  1/29/2018 23:30  Sell  $1,421.1  $0.00  1  $65.00  0.06%  $80.00  72.73%    $2.50  $5.00
   Buy to Cover  1/29/2018 23:30  Profit Target  $1,420.3    $80.00  $6,990.00    ($30.00)  100.00%  72.73%  $2.50  $5.00
 331  Sell Short  1/30/2018 04:30  Sell  $1,422.9  $0.00  1  $55.00  0.05%  $70.00  77.78%    $2.50  $5.00
   Buy to Cover  1/30/2018 04:30  Profit Target  $1,422.2    $70.00  $7,045.00    ($20.00)  100.00%  77.78%  $2.50  $5.00
 332  Buy  1/30/2018 10:45  Buy  $1,427.5  $0.00  1  ($465.00)  -0.32%  $40.00  7.41%    $2.50  $5.00
   Sell  1/30/2018 11:45  Exit Long  $1,423.0    ($450.00)  $6,580.00    ($500.00)  9.26%  -83.33%  $2.50  $5.00
 333  Sell Short  2/7/2018 10:15  Sell  $1,407.3  $0.00  1  $85.00  0.07%  $100.00  58.82%    $2.50  $5.00
   Buy to Cover  2/7/2018 10:15  Profit Target  $1,406.3    $100.00  $6,665.00    ($70.00)  100.00%  58.82%  $2.50  $5.00
 334  Buy  2/12/2018 06:30  Buy  $1,402.3  $0.00  1  $45.00  0.04%  $60.00  60.00%    $2.50  $5.00
   Sell  2/12/2018 06:45  Profit Target  $1,402.9    $60.00  $6,710.00    ($40.00)  100.00%  60.00%  $2.50  $5.00
 335  Buy  2/12/2018 19:15  Buy  $1,404.8  $0.00  1  $55.00  0.05%  $70.00  100.00%    $2.50  $5.00
   Sell  2/12/2018 19:15  Profit Target  $1,405.5    $70.00  $6,765.00    $0.00  100.00%  100.00%  $2.50  $5.00
 336  Buy  2/16/2018 06:15  Buy  $1,441.5  $0.00  1  ($485.00)  -0.33%  $40.00  6.45%    $2.50  $5.00
   Sell  2/16/2018 09:30  Exit Long  $1,436.8    ($470.00)  $6,280.00    ($580.00)  17.74%  -75.81%  $2.50  $5.00
 337  Sell Short  2/21/2018 19:15  Sell  $1,408.9  $0.00  1  $115.00  0.09%  $130.00  100.00%    $2.50  $5.00
   Buy to Cover  2/21/2018 19:15  Profit Target  $1,407.6    $130.00  $6,395.00    $0.00  100.00%  100.00%  $2.50  $5.00
 338  Sell Short  2/22/2018 08:15  Sell  $1,405.9  $0.00  1  $45.00  0.04%  $60.00  26.09%    $2.50  $5.00
   Buy to Cover  2/22/2018 08:45  Profit Target  $1,405.3    $60.00  $6,440.00    ($170.00)  100.00%  26.09%  $2.50  $5.00
 339  Buy  2/26/2018 04:15  Buy  $1,419.9  $0.00  1  $65.00  0.06%  $80.00  61.54%    $2.50  $5.00
   Sell  2/26/2018 04:15  Profit Target  $1,420.7    $80.00  $6,505.00    ($50.00)  100.00%  61.54%  $2.50  $5.00
 340  Buy  2/26/2018 07:30  Buy  $1,419.4  $0.00  1  $45.00  0.04%  $60.00  100.00%    $2.50  $5.00
   Sell  2/26/2018 07:30  Profit Target  $1,420.0    $60.00  $6,550.00    $0.00  100.00%  100.00%  $2.50  $5.00
 341  Sell Short  2/26/2018 15:00  Sell  $1,414.7  $0.00  1  $55.00  0.05%  $70.00  100.00%    $2.50  $5.00
   Buy to Cover  2/26/2018 15:00  Profit Target  $1,414.0    $70.00  $6,605.00    $0.00  100.00%  100.00%  $2.50  $5.00
 342  Sell Short  2/26/2018 19:45  Sell  $1,415.8  $0.00  1  $35.00  0.04%  $50.00  83.33%    $2.50  $5.00
   Buy to Cover  2/26/2018 19:45  Profit Target  $1,415.3    $50.00  $6,640.00    ($10.00)  100.00%  83.33%  $2.50  $5.00
 343  Sell Short  2/27/2018 00:45  Sell  $1,414.6  $0.00  1  $35.00  0.04%  $50.00  41.67%    $2.50  $5.00
   Buy to Cover  2/27/2018 01:15  Profit Target  $1,414.1    $50.00  $6,675.00    ($70.00)  100.00%  41.67%  $2.50  $5.00
 344  Buy  3/1/2018 21:30  Buy  $1,397.4  $0.00  1  $65.00  0.06%  $80.00  80.00%    $2.50  $5.00
   Sell  3/1/2018 21:30  Profit Target  $1,398.2    $80.00  $6,740.00    ($20.00)  100.00%  80.00%  $2.50  $5.00
 345  Buy  3/1/2018 23:45  Buy  $1,397.0  $0.00  1  $35.00  0.04%  $50.00  71.43%    $2.50  $5.00
   Sell  3/1/2018 23:45  Profit Target  $1,397.5    $50.00  $6,775.00    ($20.00)  100.00%  71.43%  $2.50  $5.00
 346  Buy  3/2/2018 11:15  Buy  $1,401.3  $0.00  1  $95.00  0.08%  $110.00  50.00%    $2.50  $5.00
   Sell  3/2/2018 11:45  Profit Target  $1,402.4    $110.00  $6,870.00    ($110.00)  100.00%  50.00%  $2.50  $5.00
 347  Buy  3/2/2018 15:45  Buy  $1,402.9  $0.00  1  $65.00  0.06%  $80.00  36.36%    $2.50  $5.00
   Sell  3/2/2018 16:15  Profit Target  $1,403.7    $80.00  $6,935.00    ($140.00)  100.00%  36.36%  $2.50  $5.00
 348  Buy  3/5/2018 07:15  Buy  $1,404.6  $0.00  1  $45.00  0.04%  $60.00  60.00%    $2.50  $5.00
   Sell  3/5/2018 07:30  Profit Target  $1,405.2    $60.00  $6,980.00    ($40.00)  100.00%  60.00%  $2.50  $5.00
 349  Buy  3/6/2018 13:00  Buy  $1,416.8  $0.00  1  $255.00  0.19%  $270.00  44.26%    $2.50  $5.00
   Sell  3/6/2018 18:15  Profit Target  $1,419.5    $270.00  $7,235.00    ($340.00)  100.00%  44.26%  $2.50  $5.00
 350  Buy  3/6/2018 20:00  Buy  $1,418.3  $0.00  1  ($615.00)  -0.42%  $50.00  6.94%    $2.50  $5.00
   Sell  3/7/2018 07:00  Exit Long  $1,412.3    ($600.00)  $6,620.00    ($670.00)  9.72%  -83.33%  $2.50  $5.00
 351  Sell Short  3/7/2018 16:30  Sell  $1,406.5  $0.00  1  $55.00  0.05%  $70.00  50.00%    $2.50  $5.00
   Buy to Cover  3/7/2018 19:00  Profit Target  $1,405.8    $70.00  $6,675.00    ($70.00)  100.00%  50.00%  $2.50  $5.00
 352  Sell Short  3/7/2018 20:00  Sell  $1,406.9  $0.00  1  $35.00  0.04%  $50.00  14.71%    $2.50  $5.00
   Buy to Cover  3/8/2018 04:15  Profit Target  $1,406.4    $50.00  $6,710.00    ($290.00)  100.00%  14.71%  $2.50  $5.00
 353  Sell Short  3/8/2018 08:30  Sell  $1,406.2  $0.00  1  $45.00  0.04%  $60.00  37.50%    $2.50  $5.00
   Buy to Cover  3/8/2018 08:45  Profit Target  $1,405.6    $60.00  $6,755.00    ($100.00)  100.00%  37.50%  $2.50  $5.00
 354  Buy  3/14/2018 03:00  Buy  $1,405.9  $0.00  1  $35.00  0.04%  $50.00  71.43%    $2.50  $5.00
   Sell  3/14/2018 03:00  Profit Target  $1,406.4    $50.00  $6,790.00    ($20.00)  100.00%  71.43%  $2.50  $5.00
 355  Sell Short  3/16/2018 12:30  Sell  $1,394.3  $0.00  1  $75.00  0.06%  $90.00  90.00%    $2.50  $5.00
   Buy to Cover  3/16/2018 12:30  Profit Target  $1,393.4    $90.00  $6,865.00    ($10.00)  100.00%  90.00%  $2.50  $5.00
 356  Sell Short  3/19/2018 05:30  Sell  $1,390.7  $0.00  1  $35.00  0.04%  $50.00  20.00%    $2.50  $5.00
   Buy to Cover  3/19/2018 07:30  Profit Target  $1,390.2    $50.00  $6,900.00    ($200.00)  100.00%  20.00%  $2.50  $5.00
 357  Sell Short  3/20/2018 11:45  Sell  $1,392.2  $0.00  1  $75.00  0.06%  $90.00  64.29%    $2.50  $5.00
   Buy to Cover  3/20/2018 11:45  Profit Target  $1,391.3    $90.00  $6,975.00    ($50.00)  100.00%  64.29%  $2.50  $5.00
 358  Buy  3/21/2018 21:45  Buy  $1,412.1  $0.00  1  $35.00  0.04%  $50.00  9.62%    $2.50  $5.00
   Sell  3/22/2018 03:45  Profit Target  $1,412.6    $50.00  $7,010.00    ($470.00)  100.00%  9.62%  $2.50  $5.00
 359  Buy  3/22/2018 05:15  Buy  $1,412.1  $0.00  1  ($725.00)  -0.50%  $60.00  7.41%    $2.50  $5.00
   Sell  3/22/2018 13:30  Exit Long  $1,405.0    ($710.00)  $6,285.00    ($750.00)  4.94%  -87.65%  $2.50  $5.00
 360  Buy  3/26/2018 01:45  Buy  $1,426.9  $0.00  1  $35.00  0.04%  $50.00  12.50%    $2.50  $5.00
   Sell  3/26/2018 05:00  Profit Target  $1,427.4    $50.00  $6,320.00    ($350.00)  100.00%  12.50%  $2.50  $5.00
 361  Buy  3/27/2018 01:30  Buy  $1,433.2  $0.00  1  $35.00  0.03%  $50.00  26.32%    $2.50  $5.00
   Sell  3/27/2018 02:15  Profit Target  $1,433.7    $50.00  $6,355.00    ($140.00)  100.00%  26.32%  $2.50  $5.00
 362  Sell Short  3/28/2018 16:30  Sell  $1,405.0  $0.00  1  $65.00  0.06%  $80.00  100.00%    $2.50  $5.00
   Buy to Cover  3/28/2018 16:30  Profit Target  $1,404.2    $80.00  $6,420.00    $0.00  100.00%  100.00%  $2.50  $5.00
 363  Sell Short  3/28/2018 21:45  Sell  $1,405.6  $0.00  1  $25.00  0.03%  $40.00  26.67%    $2.50  $5.00
   Buy to Cover  3/29/2018 02:15  Profit Target  $1,405.2    $40.00  $6,445.00    ($110.00)  100.00%  26.67%  $2.50  $5.00
 364  Sell Short  4/3/2018 16:30  Sell  $1,410.6  $0.00  1  $55.00  0.05%  $70.00  77.78%    $2.50  $5.00
   Buy to Cover  4/3/2018 16:45  Profit Target  $1,409.9    $70.00  $6,500.00    ($20.00)  100.00%  77.78%  $2.50  $5.00
 365  Buy  4/9/2018 02:45  Buy  $1,408.6  $0.00  1  $35.00  0.04%  $50.00  50.00%    $2.50  $5.00
   Sell  4/9/2018 02:45  Profit Target  $1,409.1    $50.00  $6,535.00    ($50.00)  100.00%  50.00%  $2.50  $5.00
 366  Buy  4/9/2018 21:45  Buy  $1,413.4  $0.00  1  $35.00  0.04%  $50.00  62.50%    $2.50  $5.00
   Sell  4/9/2018 21:45  Profit Target  $1,413.9    $50.00  $6,570.00    ($30.00)  100.00%  62.50%  $2.50  $5.00
 367  Sell Short  4/12/2018 19:15  Sell  $1,415.2  $0.00  1  $55.00  0.05%  $70.00  87.50%    $2.50  $5.00
   Buy to Cover  4/12/2018 19:15  Profit Target  $1,414.5    $70.00  $6,625.00    ($10.00)  100.00%  87.50%  $2.50  $5.00
 368  Sell Short  4/13/2018 04:00  Sell  $1,416.8  $0.00  1  $35.00  0.04%  $50.00  55.56%    $2.50  $5.00
   Buy to Cover  4/13/2018 04:00  Profit Target  $1,416.3    $50.00  $6,660.00    ($40.00)  100.00%  55.56%  $2.50  $5.00
 369  Buy  4/16/2018 22:30  Buy  $1,423.9  $0.00  1  $35.00  0.04%  $50.00  55.56%    $2.50  $5.00
   Sell  4/16/2018 22:30  Profit Target  $1,424.4    $50.00  $6,695.00    ($40.00)  100.00%  55.56%  $2.50  $5.00
 370  Sell Short  4/19/2018 13:00  Sell  $1,421.9  $0.00  1  $85.00  0.07%  $100.00  37.04%    $2.50  $5.00
   Buy to Cover  4/19/2018 14:45  Profit Target  $1,420.9    $100.00  $6,780.00    ($170.00)  100.00%  37.04%  $2.50  $5.00
 371  Sell Short  4/20/2018 07:45  Sell  $1,418.8  $0.00  1  $45.00  0.04%  $60.00  100.00%    $2.50  $5.00
   Buy to Cover  4/20/2018 07:45  Profit Target  $1,418.2    $60.00  $6,825.00    $0.00  100.00%  100.00%  $2.50  $5.00
 372  Sell Short  4/20/2018 11:30  Sell  $1,414.6  $0.00  1  $85.00  0.07%  $100.00  58.82%    $2.50  $5.00
   Buy to Cover  4/20/2018 11:30  Profit Target  $1,413.6    $100.00  $6,910.00    ($70.00)  100.00%  58.82%  $2.50  $5.00
 373  Sell Short  5/1/2018 18:45  Sell  $1,379.7  $0.00  1  $35.00  0.04%  $50.00  41.67%    $2.50  $5.00
   Buy to Cover  5/1/2018 19:15  Profit Target  $1,379.2    $50.00  $6,945.00    ($70.00)  100.00%  41.67%  $2.50  $5.00
 374  Sell Short  5/2/2018 14:15  Sell  $1,380.9  $0.00  1  $55.00  0.05%  $70.00  7.95%    $2.50  $5.00
   Buy to Cover  5/2/2018 14:15  Profit Target  $1,380.2    $70.00  $7,000.00    ($810.00)  100.00%  7.95%  $2.50  $5.00
 375  Buy  5/4/2018 09:45  Buy  $1,383.9  $0.00  1  $65.00  0.06%  $80.00  44.44%    $2.50  $5.00
   Sell  5/4/2018 09:45  Profit Target  $1,384.7    $80.00  $7,065.00    ($100.00)  100.00%  44.44%  $2.50  $5.00
 376  Buy  5/8/2018 21:00  Buy  $1,388.1  $0.00  1  $35.00  0.04%  $50.00  100.00%    $2.50  $5.00
   Sell  5/8/2018 21:00  Profit Target  $1,388.6    $50.00  $7,100.00    $0.00  100.00%  100.00%  $2.50  $5.00
 377  Buy  5/8/2018 21:15  Buy  $1,387.6  $0.00  1  ($535.00)  -0.37%  $20.00  3.64%    $2.50  $5.00
   Sell  5/9/2018 03:15  Exit Long  $1,382.4    ($520.00)  $6,565.00    ($530.00)  1.82%  -94.55%  $2.50  $5.00
 378  Buy  5/9/2018 23:15  Buy  $1,387.6  $0.00  1  $35.00  0.04%  $50.00  100.00%    $2.50  $5.00
   Sell  5/9/2018 23:15  Profit Target  $1,388.1    $50.00  $6,600.00    $0.00  100.00%  100.00%  $2.50  $5.00
 379  Buy  5/10/2018 01:45  Buy  $1,388.0  $0.00  1  $35.00  0.04%  $50.00  55.56%    $2.50  $5.00
   Sell  5/10/2018 01:45  Profit Target  $1,388.5    $50.00  $6,635.00    ($40.00)  100.00%  55.56%  $2.50  $5.00
 380  Sell Short  5/15/2018 18:45  Sell  $1,366.4  $0.00  1  $55.00  0.05%  $70.00  77.78%    $2.50  $5.00
   Buy to Cover  5/15/2018 18:45  Profit Target  $1,365.7    $70.00  $6,690.00    ($20.00)  100.00%  77.78%  $2.50  $5.00
 381  Sell Short  5/16/2018 09:45  Sell  $1,364.7  $0.00  1  $75.00  0.07%  $90.00  69.23%    $2.50  $5.00
   Buy to Cover  5/16/2018 09:45  Profit Target  $1,363.8    $90.00  $6,765.00    ($40.00)  100.00%  69.23%  $2.50  $5.00
 382  Buy  5/21/2018 22:00  Buy  $1,364.4  $0.00  1  $25.00  0.03%  $40.00  100.00%    $2.50  $5.00
   Sell  5/21/2018 22:00  Profit Target  $1,364.8    $40.00  $6,790.00    $0.00  100.00%  100.00%  $2.50  $5.00
 383  Buy  5/22/2018 09:30  Buy  $1,367.2  $0.00  1  $45.00  0.04%  $60.00  50.00%    $2.50  $5.00
   Sell  5/22/2018 09:30  Profit Target  $1,367.8    $60.00  $6,835.00    ($60.00)  100.00%  50.00%  $2.50  $5.00
 384  Buy  5/24/2018 06:30  Buy  $1,369.3  $0.00  1  $45.00  0.04%  $60.00  66.67%    $2.50  $5.00
   Sell  5/24/2018 06:30  Profit Target  $1,369.9    $60.00  $6,880.00    ($30.00)  100.00%  66.67%  $2.50  $5.00
 385  Buy  5/24/2018 20:00  Buy  $1,377.9  $0.00  1  $25.00  0.03%  $40.00  100.00%    $2.50  $5.00
   Sell  5/24/2018 20:00  Profit Target  $1,378.3    $40.00  $6,905.00    $0.00  100.00%  100.00%  $2.50  $5.00
 386  Buy  5/24/2018 20:45  Buy  $1,376.9  $0.00  1  $15.00  0.02%  $30.00  15.00%    $2.50  $5.00
   Sell  5/25/2018 03:00  Profit Target  $1,377.2    $30.00  $6,920.00    ($170.00)  100.00%  15.00%  $2.50  $5.00
 387  Buy  5/25/2018 10:00  Buy  $1,377.8  $0.00  1  $65.00  0.06%  $80.00  30.77%    $2.50  $5.00
   Sell  5/25/2018 10:15  Profit Target  $1,378.6    $80.00  $6,985.00    ($180.00)  100.00%  30.77%  $2.50  $5.00
 388  Sell Short  5/29/2018 10:45  Sell  $1,371.2  $0.00  1  ($575.00)  -0.41%  $70.00  10.00%    $2.50  $5.00
   Buy to Cover  5/29/2018 12:00  Exit Short  $1,376.8    ($560.00)  $6,410.00    ($630.00)  10.00%  -80.00%  $2.50  $5.00
 389  Sell Short  6/1/2018 03:45  Sell  $1,372.3  $0.00  1  $35.00  0.04%  $50.00  100.00%    $2.50  $5.00
   Buy to Cover  6/1/2018 03:45  Profit Target  $1,371.8    $50.00  $6,445.00    $0.00  100.00%  100.00%  $2.50  $5.00
 390  Sell Short  6/5/2018 03:00  Sell  $1,364.4  $0.00  1  $35.00  0.04%  $50.00  17.24%    $2.50  $5.00
   Buy to Cover  6/5/2018 03:45  Profit Target  $1,363.9    $50.00  $6,480.00    ($240.00)  100.00%  17.24%  $2.50  $5.00
 391  Sell Short  6/5/2018 08:15  Sell  $1,364.1  $0.00  1  $45.00  0.04%  $60.00  16.67%    $2.50  $5.00
   Buy to Cover  6/5/2018 10:15  Profit Target  $1,363.5    $60.00  $6,525.00    ($300.00)  100.00%  16.67%  $2.50  $5.00
 392  Sell Short  6/12/2018 10:00  Sell  $1,370.7  $0.00  1  $55.00  0.05%  $70.00  100.00%    $2.50  $5.00
   Buy to Cover  6/12/2018 10:00  Profit Target  $1,370.0    $70.00  $6,580.00    $0.00  100.00%  100.00%  $2.50  $5.00
 393  Sell Short  6/13/2018 05:15  Sell  $1,366.5  $0.00  1  $35.00  0.04%  $50.00  35.71%    $2.50  $5.00
   Buy to Cover  6/13/2018 08:00  Profit Target  $1,366.0    $50.00  $6,615.00    ($90.00)  100.00%  35.71%  $2.50  $5.00
 394  Buy  6/13/2018 20:45  Buy  $1,371.0  $0.00  1  $45.00  0.04%  $60.00  75.00%    $2.50  $5.00
   Sell  6/13/2018 21:15  Profit Target  $1,371.6    $60.00  $6,660.00    ($20.00)  100.00%  75.00%  $2.50  $5.00
 395  Sell Short  6/18/2018 14:15  Sell  $1,350.8  $0.00  1  $45.00  0.04%  $60.00  30.00%    $2.50  $5.00
   Buy to Cover  6/18/2018 14:45  Profit Target  $1,350.2    $60.00  $6,705.00    ($140.00)  100.00%  30.00%  $2.50  $5.00
 396  Sell Short  6/20/2018 07:15  Sell  $1,343.7  $0.00  1  $45.00  0.04%  $60.00  13.95%    $2.50  $5.00
   Buy to Cover  6/20/2018 13:00  Profit Target  $1,343.1    $60.00  $6,750.00    ($370.00)  100.00%  13.95%  $2.50  $5.00
 397  Sell Short  6/20/2018 21:15  Sell  $1,340.4  $0.00  1  $25.00  0.03%  $40.00  50.00%    $2.50  $5.00
   Buy to Cover  6/20/2018 21:15  Profit Target  $1,340.0    $40.00  $6,775.00    ($40.00)  100.00%  50.00%  $2.50  $5.00
 398  Sell Short  6/21/2018 04:00  Sell  $1,335.3  $0.00  1  $45.00  0.04%  $60.00  60.00%    $2.50  $5.00
   Buy to Cover  6/21/2018 04:00  Profit Target  $1,334.7    $60.00  $6,820.00    ($40.00)  100.00%  60.00%  $2.50  $5.00
 399  Sell Short  6/27/2018 02:15  Sell  $1,326.6  $0.00  1  $45.00  0.05%  $60.00  85.71%    $2.50  $5.00
   Buy to Cover  6/27/2018 02:15  Profit Target  $1,326.0    $60.00  $6,865.00    ($10.00)  100.00%  85.71%  $2.50  $5.00
 400  Sell Short  6/28/2018 23:00  Sell  $1,318.8  $0.00  1  $35.00  0.04%  $50.00  45.45%    $2.50  $5.00
   Buy to Cover  6/28/2018 23:00  Profit Target  $1,318.3    $50.00  $6,900.00    ($60.00)  100.00%  45.45%  $2.50  $5.00
 401  Sell Short  7/2/2018 14:30  Sell  $1,312.6  $0.00  1  $55.00  0.05%  $70.00  87.50%    $2.50  $5.00
   Buy to Cover  7/2/2018 14:30  Profit Target  $1,311.9    $70.00  $6,955.00    ($10.00)  100.00%  87.50%  $2.50  $5.00
 402  Buy  7/3/2018 12:45  Buy  $1,323.7  $0.00  1  $65.00  0.06%  $80.00  44.44%    $2.50  $5.00
   Sell  7/3/2018 13:15  Profit Target  $1,324.5    $80.00  $7,020.00    ($100.00)  100.00%  44.44%  $2.50  $5.00
 403  Buy  7/3/2018 23:45  Buy  $1,327.0  $0.00  1  $55.00  0.05%  $70.00  100.00%    $2.50  $5.00
   Sell  7/3/2018 23:45  Profit Target  $1,327.7    $70.00  $7,075.00    $0.00  100.00%  100.00%  $2.50  $5.00
 404  Sell Short  7/5/2018 07:45  Sell  $1,323.0  $0.00  1  ($395.00)  -0.29%  $30.00  6.52%    $2.50  $5.00
   Buy to Cover  7/5/2018 10:45  Exit Short  $1,326.8    ($380.00)  $6,680.00    ($430.00)  10.87%  -82.61%  $2.50  $5.00
 405  Buy  7/9/2018 09:00  Buy  $1,333.2  $0.00  1  $35.00  0.04%  $50.00  31.25%    $2.50  $5.00
   Sell  7/9/2018 09:45  Profit Target  $1,333.7    $50.00  $6,715.00    ($110.00)  100.00%  31.25%  $2.50  $5.00
 406  Sell Short  7/12/2018 08:15  Sell  $1,313.4  $0.00  1  $35.00  0.04%  $50.00  71.43%    $2.50  $5.00
   Buy to Cover  7/12/2018 08:15  Profit Target  $1,312.9    $50.00  $6,750.00    ($20.00)  100.00%  71.43%  $2.50  $5.00
 407  Sell Short  7/13/2018 06:15  Sell  $1,310.9  $0.00  1  $45.00  0.05%  $60.00  60.00%    $2.50  $5.00
   Buy to Cover  7/13/2018 06:30  Profit Target  $1,310.3    $60.00  $6,795.00    ($40.00)  100.00%  60.00%  $2.50  $5.00
 408  Sell Short  7/16/2018 14:15  Sell  $1,309.2  $0.00  1  $35.00  0.04%  $50.00  50.00%    $2.50  $5.00
   Buy to Cover  7/16/2018 15:00  Profit Target  $1,308.7    $50.00  $6,830.00    ($50.00)  100.00%  50.00%  $2.50  $5.00
 409  Sell Short  7/16/2018 22:00  Sell  $1,308.4  $0.00  1  ($345.00)  -0.25%  $30.00  7.89%    $2.50  $5.00
   Buy to Cover  7/17/2018 03:15  Exit Short  $1,311.7    ($330.00)  $6,485.00    ($350.00)  5.26%  -86.84%  $2.50  $5.00
 410  Sell Short  7/19/2018 09:30  Sell  $1,284.2  $0.00  1  $65.00  0.06%  $80.00  80.00%    $2.50  $5.00
   Buy to Cover  7/19/2018 09:30  Profit Target  $1,283.4    $80.00  $6,550.00    ($20.00)  100.00%  80.00%  $2.50  $5.00
 411  Buy  7/19/2018 14:45  Buy  $1,291.3  $0.00  1  $95.00  0.09%  $110.00  50.00%    $2.50  $5.00
   Sell  7/19/2018 18:15  Profit Target  $1,292.4    $110.00  $6,645.00    ($110.00)  100.00%  50.00%  $2.50  $5.00
 412  Buy  7/20/2018 12:00  Buy  $1,297.0  $0.00  1  $75.00  0.07%  $90.00  64.29%    $2.50  $5.00
   Sell  7/20/2018 12:00  Profit Target  $1,297.9    $90.00  $6,720.00    ($50.00)  100.00%  64.29%  $2.50  $5.00
 413  Buy  7/23/2018 02:15  Buy  $1,298.9  $0.00  1  $35.00  0.04%  $50.00  100.00%    $2.50  $5.00
   Sell  7/23/2018 02:15  Profit Target  $1,299.4    $50.00  $6,755.00    $0.00  100.00%  100.00%  $2.50  $5.00
 414  Sell Short  7/24/2018 03:45  Sell  $1,292.0  $0.00  1  ($365.00)  -0.27%  $0.00  0.00%    $2.50  $5.00
   Buy to Cover  7/24/2018 06:30  Exit Short  $1,295.5    ($350.00)  $6,390.00    ($390.00)  10.26%  -89.74%  $2.50  $5.00
 415  Sell Short  8/2/2018 09:15  Sell  $1,285.6  $0.00  1  $55.00  0.05%  $70.00  87.50%    $2.50  $5.00
   Buy to Cover  8/2/2018 09:15  Profit Target  $1,284.9    $70.00  $6,445.00    ($10.00)  100.00%  87.50%  $2.50  $5.00
 416  Sell Short  8/3/2018 04:45  Sell  $1,274.6  $0.00  1  $45.00  0.05%  $60.00  85.71%    $2.50  $5.00
   Buy to Cover  8/3/2018 04:45  Profit Target  $1,274.0    $60.00  $6,490.00    ($10.00)  100.00%  85.71%  $2.50  $5.00
 417  Buy  8/3/2018 13:00  Buy  $1,283.4  $0.00  1  ($305.00)  -0.23%  $30.00  8.82%    $2.50  $5.00
   Sell  8/6/2018 02:30  Exit Long  $1,280.5    ($290.00)  $6,185.00    ($310.00)  5.88%  -85.29%  $2.50  $5.00
 418  Buy  8/10/2018 12:00  Buy  $1,279.4  $0.00  1  ($485.00)  -0.37%  $50.00  8.33%    $2.50  $5.00
   Sell  8/13/2018 00:30  Exit Long  $1,274.7    ($470.00)  $5,700.00    ($550.00)  13.33%  -78.33%  $2.50  $5.00
 419  Sell Short  8/13/2018 08:30  Sell  $1,266.5  $0.00  1  $75.00  0.07%  $90.00  81.82%    $2.50  $5.00
   Buy to Cover  8/13/2018 08:30  Profit Target  $1,265.6    $90.00  $5,775.00    ($20.00)  100.00%  81.82%  $2.50  $5.00
 420  Sell Short  8/13/2018 22:00  Sell  $1,261.5  $0.00  1  $35.00  0.04%  $50.00  62.50%    $2.50  $5.00
   Buy to Cover  8/13/2018 22:00  Profit Target  $1,261.0    $50.00  $5,810.00    ($30.00)  100.00%  62.50%  $2.50  $5.00
 421  Sell Short  8/14/2018 02:30  Sell  $1,261.8  $0.00  1  $35.00  0.04%  $50.00  62.50%    $2.50  $5.00
   Buy to Cover  8/14/2018 02:45  Profit Target  $1,261.3    $50.00  $5,845.00    ($30.00)  100.00%  62.50%  $2.50  $5.00
 422  Buy  8/16/2018 09:00  Buy  $1,243.3  $0.00  1  $65.00  0.06%  $80.00  24.24%    $2.50  $5.00
   Sell  8/16/2018 09:45  Profit Target  $1,244.1    $80.00  $5,910.00    ($250.00)  100.00%  24.24%  $2.50  $5.00
 423  Buy  8/21/2018 03:45  Buy  $1,260.0  $0.00  1  $35.00  0.04%  $50.00  50.00%    $2.50  $5.00
   Sell  8/21/2018 03:45  Profit Target  $1,260.5    $50.00  $5,945.00    ($50.00)  100.00%  50.00%  $2.50  $5.00
 424  Buy  8/21/2018 22:15  Buy  $1,261.2  $0.00  1  $45.00  0.05%  $60.00  66.67%    $2.50  $5.00
   Sell  8/21/2018 22:15  Profit Target  $1,261.8    $60.00  $5,990.00    ($30.00)  100.00%  66.67%  $2.50  $5.00
 425  Sell Short  8/23/2018 21:30  Sell  $1,252.1  $0.00  1  $35.00  0.04%  $50.00  100.00%    $2.50  $5.00
   Buy to Cover  8/23/2018 21:30  Profit Target  $1,251.6    $50.00  $6,025.00    $0.00  100.00%  100.00%  $2.50  $5.00
 426  Buy  8/27/2018 02:45  Buy  $1,271.4  $0.00  1  $45.00  0.05%  $60.00  17.14%    $2.50  $5.00
   Sell  8/27/2018 08:30  Profit Target  $1,272.0    $60.00  $6,070.00    ($290.00)  100.00%  17.14%  $2.50  $5.00
 427  Buy  8/27/2018 21:30  Buy  $1,275.4  $0.00  1  $25.00  0.03%  $40.00  16.67%    $2.50  $5.00
   Sell  8/28/2018 02:30  Profit Target  $1,275.8    $40.00  $6,095.00    ($200.00)  100.00%  16.67%  $2.50  $5.00
 428  Buy  8/28/2018 07:45  Buy  $1,277.3  $0.00  1  $45.00  0.05%  $60.00  24.00%    $2.50  $5.00
   Sell  8/28/2018 08:00  Profit Target  $1,277.9    $60.00  $6,140.00    ($190.00)  100.00%  24.00%  $2.50  $5.00
 429  Sell Short  8/28/2018 20:30  Sell  $1,268.5  $0.00  1  $45.00  0.05%  $60.00  100.00%    $2.50  $5.00
   Buy to Cover  8/28/2018 20:30  Profit Target  $1,267.9    $60.00  $6,185.00    $0.00  100.00%  100.00%  $2.50  $5.00
 430  Sell Short  9/3/2018 09:00  Sell  $1,266.3  $0.00  1  $45.00  0.05%  $60.00  85.71%    $2.50  $5.00
   Buy to Cover  9/3/2018 09:00  Profit Target  $1,265.7    $60.00  $6,230.00    ($10.00)  100.00%  85.71%  $2.50  $5.00
 431  Buy  9/6/2018 09:30  Buy  $1,267.6  $0.00  1  $65.00  0.06%  $80.00  72.73%    $2.50  $5.00
   Sell  9/6/2018 09:45  Profit Target  $1,268.4    $80.00  $6,295.00    ($30.00)  100.00%  72.73%  $2.50  $5.00
 432  Sell Short  9/7/2018 14:45  Sell  $1,261.3  $0.00  1  $65.00  0.06%  $80.00  100.00%    $2.50  $5.00
   Buy to Cover  9/7/2018 14:45  Profit Target  $1,260.5    $80.00  $6,360.00    $0.00  100.00%  100.00%  $2.50  $5.00
 433  Sell Short  9/10/2018 09:30  Sell  $1,261.7  $0.00  1  $55.00  0.06%  $70.00  77.78%    $2.50  $5.00
   Buy to Cover  9/10/2018 09:30  Profit Target  $1,261.0    $70.00  $6,415.00    ($20.00)  100.00%  77.78%  $2.50  $5.00
 434  Sell Short  9/10/2018 23:45  Sell  $1,258.6  $0.00  1  $25.00  0.03%  $40.00  80.00%    $2.50  $5.00
   Buy to Cover  9/10/2018 23:45  Profit Target  $1,258.2    $40.00  $6,440.00    ($10.00)  100.00%  80.00%  $2.50  $5.00
 435  Buy  9/11/2018 21:45  Buy  $1,259.9  $0.00  1  $35.00  0.04%  $50.00  13.89%    $2.50  $5.00
   Sell  9/12/2018 03:45  Profit Target  $1,260.4    $50.00  $6,475.00    ($310.00)  100.00%  13.89%  $2.50  $5.00
 436  Sell Short  9/14/2018 10:00  Sell  $1,267.0  $0.00  1  $55.00  0.06%  $70.00  63.64%    $2.50  $5.00
   Buy to Cover  9/14/2018 10:00  Profit Target  $1,266.3    $70.00  $6,530.00    ($40.00)  100.00%  63.64%  $2.50  $5.00
 437  Buy  9/20/2018 11:30  Buy  $1,267.6  $0.00  1  $65.00  0.06%  $80.00  50.00%    $2.50  $5.00
   Sell  9/20/2018 12:15  Profit Target  $1,268.4    $80.00  $6,595.00    ($80.00)  100.00%  50.00%  $2.50  $5.00
 438  Sell Short  9/21/2018 10:30  Sell  $1,262.0  $0.00  1  ($195.00)  -0.14%  $80.00  22.22%    $2.50  $5.00
   Buy to Cover  9/21/2018 10:45  Exit Short  $1,263.8    ($180.00)  $6,400.00    ($280.00)  27.78%  -50.00%  $2.50  $5.00
 439  Sell Short  9/26/2018 13:30  Sell  $1,260.7  $0.00  1  $65.00  0.06%  $80.00  66.67%    $2.50  $5.00
   Buy to Cover  9/26/2018 13:30  Profit Target  $1,259.9    $80.00  $6,465.00    ($40.00)  100.00%  66.67%  $2.50  $5.00
 440  Sell Short  9/27/2018 10:45  Sell  $1,250.4  $0.00  1  $65.00  0.06%  $80.00  80.00%    $2.50  $5.00
   Buy to Cover  9/27/2018 10:45  Profit Target  $1,249.6    $80.00  $6,530.00    ($20.00)  100.00%  80.00%  $2.50  $5.00
 441  Buy  9/28/2018 17:00  Buy  $1,254.3  $0.00  1  $45.00  0.05%  $60.00  75.00%    $2.50  $5.00
   Sell  9/28/2018 17:00  Profit Target  $1,254.9    $60.00  $6,575.00    ($20.00)  100.00%  75.00%  $2.50  $5.00
 442  Buy  10/1/2018 20:15  Buy  $1,252.0  $0.00  1  $25.00  0.03%  $40.00  50.00%    $2.50  $5.00
   Sell  10/1/2018 20:15  Profit Target  $1,252.4    $40.00  $6,600.00    ($40.00)  100.00%  50.00%  $2.50  $5.00
 443  Buy  10/2/2018 05:30  Buy  $1,254.9  $0.00  1  $55.00  0.06%  $70.00  77.78%    $2.50  $5.00
   Sell  10/2/2018 05:30  Profit Target  $1,255.6    $70.00  $6,655.00    ($20.00)  100.00%  77.78%  $2.50  $5.00
 444  Buy  10/3/2018 01:30  Buy  $1,269.0  $0.00  1  $35.00  0.04%  $50.00  83.33%    $2.50  $5.00
   Sell  10/3/2018 01:30  Profit Target  $1,269.5    $50.00  $6,690.00    ($10.00)  100.00%  83.33%  $2.50  $5.00
 445  Buy  10/4/2018 11:45  Buy  $1,265.3  $0.00  1  ($355.00)  -0.27%  $10.00  2.33%    $2.50  $5.00
   Sell  10/4/2018 12:45  Exit Long  $1,261.9    ($340.00)  $6,335.00    ($420.00)  18.60%  -79.07%  $2.50  $5.00
 446  Buy  10/11/2018 19:45  Buy  $1,284.7  $0.00  1  $55.00  0.05%  $70.00  10.14%    $2.50  $5.00
   Sell  10/12/2018 07:45  Profit Target  $1,285.4    $70.00  $6,390.00    ($620.00)  100.00%  10.14%  $2.50  $5.00
 447  Sell Short  10/17/2018 02:30  Sell  $1,285.5  $0.00  1  $35.00  0.04%  $50.00  55.56%    $2.50  $5.00
   Buy to Cover  10/17/2018 02:45  Profit Target  $1,285.0    $50.00  $6,425.00    ($40.00)  100.00%  55.56%  $2.50  $5.00
 448  Buy  10/19/2018 00:30  Buy  $1,289.3  $0.00  1  $35.00  0.04%  $50.00  83.33%    $2.50  $5.00
   Sell  10/19/2018 00:45  Profit Target  $1,289.8    $50.00  $6,460.00    ($10.00)  100.00%  83.33%  $2.50  $5.00
 449  Sell Short  10/22/2018 15:45  Sell  $1,284.7  $0.00  1  $35.00  0.04%  $50.00  100.00%    $2.50  $5.00
   Buy to Cover  10/22/2018 15:45  Profit Target  $1,284.2    $50.00  $6,495.00    $0.00  100.00%  100.00%  $2.50  $5.00
 450  Buy  10/23/2018 10:30  Buy  $1,296.8  $0.00  1  $75.00  0.07%  $90.00  100.00%    $2.50  $5.00
   Sell  10/23/2018 10:30  Profit Target  $1,297.7    $90.00  $6,570.00    $0.00  100.00%  100.00%  $2.50  $5.00
 451  Sell Short  10/24/2018 09:00  Sell  $1,291.4  $0.00  1  $55.00  0.05%  $70.00  87.50%    $2.50  $5.00
   Buy to Cover  10/24/2018 09:00  Profit Target  $1,290.7    $70.00  $6,625.00    ($10.00)  100.00%  87.50%  $2.50  $5.00
 452  Sell Short  10/25/2018 22:15  Sell  $1,293.3  $0.00  1  $35.00  0.04%  $50.00  71.43%    $2.50  $5.00
   Buy to Cover  10/25/2018 22:15  Profit Target  $1,292.8    $50.00  $6,660.00    ($20.00)  100.00%  71.43%  $2.50  $5.00
 453  Sell Short  10/29/2018 12:00  Sell  $1,291.8  $0.00  1  $55.00  0.05%  $70.00  87.50%    $2.50  $5.00
   Buy to Cover  10/29/2018 12:00  Profit Target  $1,291.1    $70.00  $6,715.00    ($10.00)  100.00%  87.50%  $2.50  $5.00
 454  Sell Short  10/30/2018 01:15  Sell  $1,288.8  $0.00  1  $35.00  0.04%  $50.00  83.33%    $2.50  $5.00
   Buy to Cover  10/30/2018 01:15  Profit Target  $1,288.3    $50.00  $6,750.00    ($10.00)  100.00%  83.33%  $2.50  $5.00
 455  Sell Short  10/30/2018 08:45  Sell  $1,283.8  $0.00  1  $55.00  0.05%  $70.00  70.00%    $2.50  $5.00
   Buy to Cover  10/30/2018 08:45  Profit Target  $1,283.1    $70.00  $6,805.00    ($30.00)  100.00%  70.00%  $2.50  $5.00
 456  Sell Short  10/31/2018 06:45  Sell  $1,277.8  $0.00  1  $55.00  0.05%  $70.00  29.17%    $2.50  $5.00
   Buy to Cover  10/31/2018 08:30  Profit Target  $1,277.1    $70.00  $6,860.00    ($170.00)  100.00%  29.17%  $2.50  $5.00
 457  Sell Short  10/31/2018 11:45  Sell  $1,276.4  $0.00  1  $75.00  0.07%  $90.00  36.00%    $2.50  $5.00
   Buy to Cover  10/31/2018 12:30  Profit Target  $1,275.5    $90.00  $6,935.00    ($160.00)  100.00%  36.00%  $2.50  $5.00
 458  Sell Short  10/31/2018 16:00  Sell  $1,275.8  $0.00  1  $45.00  0.05%  $60.00  26.09%    $2.50  $5.00
   Buy to Cover  10/31/2018 17:00  Profit Target  $1,275.2    $60.00  $6,980.00    ($170.00)  100.00%  26.09%  $2.50  $5.00
 459  Buy  11/2/2018 07:45  Buy  $1,295.5  $0.00  1  $55.00  0.05%  $70.00  87.50%    $2.50  $5.00
   Sell  11/2/2018 07:45  Profit Target  $1,296.2    $70.00  $7,035.00    ($10.00)  100.00%  87.50%  $2.50  $5.00
 460  Sell Short  11/8/2018 03:15  Sell  $1,285.1  $0.00  1  $45.00  0.05%  $60.00  50.00%    $2.50  $5.00
   Buy to Cover  11/8/2018 03:15  Profit Target  $1,284.5    $60.00  $7,080.00    ($60.00)  100.00%  50.00%  $2.50  $5.00
 461  Sell Short  11/8/2018 10:00  Sell  $1,284.9  $0.00  1  $65.00  0.06%  $80.00  57.14%    $2.50  $5.00
   Buy to Cover  11/8/2018 10:00  Profit Target  $1,284.1    $80.00  $7,145.00    ($60.00)  100.00%  57.14%  $2.50  $5.00
 462  Sell Short  11/13/2018 08:00  Sell  $1,260.4  $0.00  1  ($245.00)  -0.18%  $60.00  13.64%    $2.50  $5.00
   Buy to Cover  11/13/2018 08:45  Exit Short  $1,262.7    ($230.00)  $6,900.00    ($380.00)  34.09%  -52.27%  $2.50  $5.00
 463  Buy  11/16/2018 04:15  Buy  $1,275.2  $0.00  1  $35.00  0.04%  $50.00  62.50%    $2.50  $5.00
   Sell  11/16/2018 04:15  Profit Target  $1,275.7    $50.00  $6,935.00    ($30.00)  100.00%  62.50%  $2.50  $5.00
 464  Buy  11/20/2018 09:30  Buy  $1,285.0  $0.00  1  $65.00  0.06%  $80.00  53.33%    $2.50  $5.00
   Sell  11/20/2018 09:30  Profit Target  $1,285.8    $80.00  $7,000.00    ($70.00)  100.00%  53.33%  $2.50  $5.00
 465  Buy  11/21/2018 11:30  Buy  $1,286.5  $0.00  1  $65.00  0.06%  $80.00  100.00%    $2.50  $5.00
   Sell  11/21/2018 11:30  Profit Target  $1,287.3    $80.00  $7,065.00    $0.00  100.00%  100.00%  $2.50  $5.00
 466  Buy  11/22/2018 09:00  Buy  $1,287.5  $0.00  1  $25.00  0.03%  $40.00  28.57%    $2.50  $5.00
   Sell  11/22/2018 09:30  Profit Target  $1,287.9    $40.00  $7,090.00    ($100.00)  100.00%  28.57%  $2.50  $5.00
 467  Sell Short  11/23/2018 09:30  Sell  $1,283.8  $0.00  1  $55.00  0.05%  $70.00  36.84%    $2.50  $5.00
   Buy to Cover  11/23/2018 10:00  Profit Target  $1,283.1    $70.00  $7,145.00    ($120.00)  100.00%  36.84%  $2.50  $5.00
 468  Sell Short  11/27/2018 14:00  Sell  $1,273.5  $0.00  1  $75.00  0.07%  $90.00  69.23%    $2.50  $5.00
   Buy to Cover  11/27/2018 14:15  Profit Target  $1,272.6    $90.00  $7,220.00    ($40.00)  100.00%  69.23%  $2.50  $5.00
 469  Sell Short  11/27/2018 20:15  Sell  $1,273.2  $0.00  1  $25.00  0.03%  $40.00  80.00%    $2.50  $5.00
   Buy to Cover  11/27/2018 20:15  Profit Target  $1,272.8    $40.00  $7,245.00    ($10.00)  100.00%  80.00%  $2.50  $5.00
 470  Sell Short  11/28/2018 01:45  Sell  $1,273.3  $0.00  1  $25.00  0.03%  $40.00  57.14%    $2.50  $5.00
   Buy to Cover  11/28/2018 01:45  Profit Target  $1,272.9    $40.00  $7,270.00    ($30.00)  100.00%  57.14%  $2.50  $5.00
 471  Buy  11/28/2018 14:15  Buy  $1,280.2  $0.00  1  $115.00  0.10%  $130.00  68.42%    $2.50  $5.00
   Sell  11/28/2018 14:45  Profit Target  $1,281.5    $130.00  $7,385.00    ($60.00)  100.00%  68.42%  $2.50  $5.00
 472  Buy  12/3/2018 14:00  Buy  $1,290.2  $0.00  1  $25.00  0.03%  $70.00  24.14%    $2.50  $5.00
   Sell  12/3/2018 20:15  Profit Target  $1,290.6    $40.00  $7,410.00    ($220.00)  89.66%  13.79%  $2.50  $5.00
 473  Buy  12/4/2018 14:15  Buy  $1,296.8  $0.00  1  $45.00  0.05%  $60.00  24.00%    $2.50  $5.00
   Sell  12/4/2018 18:15  Profit Target  $1,297.4    $60.00  $7,455.00    ($190.00)  100.00%  24.00%  $2.50  $5.00
 474  Buy  12/6/2018 01:45  Buy  $1,296.1  $0.00  1  ($215.00)  -0.15%  $20.00  8.33%    $2.50  $5.00
   Sell  12/6/2018 02:15  Exit Long  $1,294.1    ($200.00)  $7,240.00    ($220.00)  8.33%  -83.33%  $2.50  $5.00
 475  Buy  12/6/2018 11:45  Buy  $1,299.6  $0.00  1  $85.00  0.08%  $100.00  100.00%    $2.50  $5.00
   Sell  12/6/2018 11:45  Profit Target  $1,300.6    $100.00  $7,325.00    $0.00  100.00%  100.00%  $2.50  $5.00
 476  Buy  12/10/2018 02:45  Buy  $1,305.8  $0.00  1  $35.00  0.04%  $50.00  100.00%    $2.50  $5.00
   Sell  12/10/2018 02:45  Profit Target  $1,306.3    $50.00  $7,360.00    $0.00  100.00%  100.00%  $2.50  $5.00
 477  Buy  12/10/2018 04:15  Buy  $1,304.5  $0.00  1  $35.00  0.04%  $50.00  83.33%    $2.50  $5.00
   Sell  12/10/2018 04:15  Profit Target  $1,305.0    $50.00  $7,395.00    ($10.00)  100.00%  83.33%  $2.50  $5.00
 478  Buy  12/19/2018 01:45  Buy  $1,306.2  $0.00  1  $15.00  0.02%  $30.00  75.00%    $2.50  $5.00
   Sell  12/19/2018 01:45  Profit Target  $1,306.5    $30.00  $7,410.00    ($10.00)  100.00%  75.00%  $2.50  $5.00
 479  Buy  12/19/2018 11:15  Buy  $1,311.0  $0.00  1  $65.00  0.06%  $80.00  88.89%    $2.50  $5.00
   Sell  12/19/2018 11:15  Profit Target  $1,311.8    $80.00  $7,475.00    ($10.00)  100.00%  88.89%  $2.50  $5.00
 480  Buy  12/26/2018 10:00  Buy  $1,330.2  $0.00  1  $65.00  0.06%  $80.00  57.14%    $2.50  $5.00
   Sell  12/26/2018 10:15  Profit Target  $1,331.0    $80.00  $7,540.00    ($60.00)  100.00%  57.14%  $2.50  $5.00
 481  Sell Short  12/26/2018 18:45  Sell  $1,324.5  $0.00  1  $35.00  0.04%  $50.00  14.29%    $2.50  $5.00
   Buy to Cover  12/27/2018 00:15  Profit Target  $1,324.0    $50.00  $7,575.00    ($300.00)  100.00%  14.29%  $2.50  $5.00
 482  Sell Short  12/27/2018 03:45  Sell  $1,324.5  $0.00  1  ($395.00)  -0.29%  $20.00  4.55%    $2.50  $5.00
   Buy to Cover  12/27/2018 05:00  Exit Short  $1,328.3    ($380.00)  $7,180.00    ($420.00)  9.09%  -86.36%  $2.50  $5.00
 483  Buy  12/27/2018 15:30  Buy  $1,330.6  $0.00  1  $35.00  0.04%  $70.00  33.33%    $2.50  $5.00
   Sell  12/27/2018 20:15  Profit Target  $1,331.1    $50.00  $7,215.00    ($140.00)  90.48%  23.81%  $2.50  $5.00
 484  Buy  12/28/2018 03:45  Buy  $1,332.3  $0.00  1  $35.00  0.04%  $50.00  83.33%    $2.50  $5.00
   Sell  12/28/2018 03:45  Profit Target  $1,332.8    $50.00  $7,250.00    ($10.00)  100.00%  83.33%  $2.50  $5.00
 485  Buy  1/2/2019 07:00  Buy  $1,341.4  $0.00  1  $55.00  0.05%  $70.00  20.59%    $2.50  $5.00
   Sell  1/2/2019 08:30  Profit Target  $1,342.1    $70.00  $7,305.00    ($270.00)  100.00%  20.59%  $2.50  $5.00
 486  Buy  1/3/2019 22:45  Buy  $1,350.0  $0.00  1  $45.00  0.04%  $60.00  27.27%    $2.50  $5.00
   Sell  1/4/2019 00:45  Profit Target  $1,350.6    $60.00  $7,350.00    ($160.00)  100.00%  27.27%  $2.50  $5.00
 487  Sell Short  1/9/2019 04:00  Sell  $1,336.8  $0.00  1  $35.00  0.04%  $50.00  71.43%    $2.50  $5.00
   Buy to Cover  1/9/2019 04:00  Profit Target  $1,336.3    $50.00  $7,385.00    ($20.00)  100.00%  71.43%  $2.50  $5.00
 488  Buy  1/10/2019 04:30  Buy  $1,346.9  $0.00  1  $45.00  0.04%  $60.00  24.00%    $2.50  $5.00
   Sell  1/10/2019 06:30  Profit Target  $1,347.5    $60.00  $7,430.00    ($190.00)  100.00%  24.00%  $2.50  $5.00
 489  Buy  1/14/2019 08:00  Buy  $1,346.9  $0.00  1  $45.00  0.04%  $60.00  100.00%    $2.50  $5.00
   Sell  1/14/2019 08:00  Profit Target  $1,347.5    $60.00  $7,475.00    $0.00  100.00%  100.00%  $2.50  $5.00
 490  Sell Short  1/15/2019 23:45  Sell  $1,342.3  $0.00  1  $25.00  0.03%  $40.00  100.00%    $2.50  $5.00
   Buy to Cover  1/15/2019 23:45  Profit Target  $1,341.9    $40.00  $7,500.00    $0.00  100.00%  100.00%  $2.50  $5.00
 491  Sell Short  1/18/2019 10:30  Sell  $1,336.3  $0.00  1  $55.00  0.05%  $70.00  35.00%    $2.50  $5.00
   Buy to Cover  1/18/2019 10:30  Profit Target  $1,335.6    $70.00  $7,555.00    ($130.00)  100.00%  35.00%  $2.50  $5.00
 492  Sell Short  1/21/2019 02:00  Sell  $1,334.9  $0.00  1  $25.00  0.03%  $40.00  57.14%    $2.50  $5.00
   Buy to Cover  1/21/2019 02:15  Profit Target  $1,334.5    $40.00  $7,580.00    ($30.00)  100.00%  57.14%  $2.50  $5.00
 493  Buy  2/1/2019 09:15  Buy  $1,371.0  $0.00  1  $45.00  0.04%  $60.00  46.15%    $2.50  $5.00
   Sell  2/1/2019 09:15  Profit Target  $1,371.6    $60.00  $7,625.00    ($70.00)  100.00%  46.15%  $2.50  $5.00
 494  Sell Short  2/7/2019 02:00  Sell  $1,355.2  $0.00  1  $25.00  0.03%  $40.00  66.67%    $2.50  $5.00
   Buy to Cover  2/7/2019 02:00  Profit Target  $1,354.8    $40.00  $7,650.00    ($20.00)  100.00%  66.67%  $2.50  $5.00
 495  Buy  2/7/2019 16:15  Buy  $1,359.9  $0.00  1  $35.00  0.04%  $50.00  100.00%    $2.50  $5.00
   Sell  2/7/2019 16:30  Profit Target  $1,360.4    $50.00  $7,685.00    $0.00  100.00%  100.00%  $2.50  $5.00
 496  Buy  2/7/2019 21:30  Buy  $1,359.8  $0.00  1  $15.00  0.02%  $30.00  33.33%    $2.50  $5.00
   Sell  2/7/2019 21:45  Profit Target  $1,360.1    $30.00  $7,700.00    ($60.00)  100.00%  33.33%  $2.50  $5.00
 497  Buy  2/8/2019 09:45  Buy  $1,363.1  $0.00  1  $35.00  0.04%  $50.00  100.00%    $2.50  $5.00
   Sell  2/8/2019 09:45  Profit Target  $1,363.6    $50.00  $7,735.00    $0.00  100.00%  100.00%  $2.50  $5.00
 498  Buy  2/12/2019 04:00  Buy  $1,361.1  $0.00  1  $35.00  0.04%  $50.00  100.00%    $2.50  $5.00
   Sell  2/12/2019 04:00  Profit Target  $1,361.6    $50.00  $7,770.00    $0.00  100.00%  100.00%  $2.50  $5.00
 499  Buy  2/20/2019 12:00  Buy  $1,394.0  $0.00  1  $55.00  0.05%  $70.00  100.00%    $2.50  $5.00
   Sell  2/20/2019 12:00  Profit Target  $1,394.7    $70.00  $7,825.00    $0.00  100.00%  100.00%  $2.50  $5.00
 500  Buy  2/20/2019 14:00  Buy  $1,393.8  $0.00  1  ($545.00)  -0.38%  $10.00  1.75%    $2.50  $5.00
   Sell  2/20/2019 14:30  Exit Long  $1,388.5    ($530.00)  $7,280.00    ($560.00)  5.26%  -92.98%  $2.50  $5.00
 501  Sell Short  2/20/2019 19:15  Sell  $1,389.9  $0.00  1  $65.00  0.06%  $80.00  72.73%    $2.50  $5.00
   Buy to Cover  2/20/2019 19:45  Profit Target  $1,389.1    $80.00  $7,345.00    ($30.00)  100.00%  72.73%  $2.50  $5.00
 502  Sell Short  2/20/2019 23:30  Sell  $1,389.5  $0.00  1  $35.00  0.04%  $50.00  71.43%    $2.50  $5.00
   Buy to Cover  2/20/2019 23:45  Profit Target  $1,389.0    $50.00  $7,380.00    ($20.00)  100.00%  71.43%  $2.50  $5.00
 503  Sell Short  2/21/2019 06:15  Sell  $1,385.0  $0.00  1  $55.00  0.05%  $70.00  100.00%    $2.50  $5.00
   Buy to Cover  2/21/2019 06:15  Profit Target  $1,384.3    $70.00  $7,435.00    $0.00  100.00%  100.00%  $2.50  $5.00
 504  Sell Short  2/21/2019 18:45  Sell  $1,374.0  $0.00  1  $45.00  0.04%  $60.00  31.58%    $2.50  $5.00
   Buy to Cover  2/21/2019 19:45  Profit Target  $1,373.4    $60.00  $7,480.00    ($130.00)  100.00%  31.58%  $2.50  $5.00
 505  Sell Short  2/28/2019 02:15  Sell  $1,367.9  $0.00  1  $15.00  0.02%  $30.00  37.50%    $2.50  $5.00
   Buy to Cover  2/28/2019 02:15  Profit Target  $1,367.6    $30.00  $7,495.00    ($50.00)  100.00%  37.50%  $2.50  $5.00
 506  Sell Short  3/1/2019 05:30  Sell  $1,356.6  $0.00  1  $45.00  0.04%  $60.00  25.00%    $2.50  $5.00
   Buy to Cover  3/1/2019 07:15  Profit Target  $1,356.0    $60.00  $7,540.00    ($180.00)  100.00%  25.00%  $2.50  $5.00
 507  Sell Short  3/1/2019 10:00  Sell  $1,356.0  $0.00  1  $75.00  0.07%  $90.00  18.75%    $2.50  $5.00
   Buy to Cover  3/1/2019 10:45  Profit Target  $1,355.1    $90.00  $7,615.00    ($390.00)  100.00%  18.75%  $2.50  $5.00
 508  Sell Short  3/4/2019 09:00  Sell  $1,336.4  $0.00  1  $65.00  0.06%  $80.00  72.73%    $2.50  $5.00
   Buy to Cover  3/4/2019 09:00  Profit Target  $1,335.6    $80.00  $7,680.00    ($30.00)  100.00%  72.73%  $2.50  $5.00
 509  Sell Short  3/4/2019 11:45  Sell  $1,334.4  $0.00  1  $45.00  0.04%  $70.00  18.92%    $2.50  $5.00
   Buy to Cover  3/4/2019 16:30  Profit Target  $1,333.8    $60.00  $7,725.00    ($300.00)  97.30%  16.22%  $2.50  $5.00
 510  Sell Short  3/4/2019 18:45  Sell  $1,335.2  $0.00  1  $35.00  0.04%  $50.00  100.00%    $2.50  $5.00
   Buy to Cover  3/4/2019 18:45  Profit Target  $1,334.7    $50.00  $7,760.00    $0.00  100.00%  100.00%  $2.50  $5.00
 511  Sell Short  3/4/2019 21:15  Sell  $1,335.0  $0.00  1  $25.00  0.03%  $40.00  80.00%    $2.50  $5.00
   Buy to Cover  3/4/2019 21:15  Profit Target  $1,334.6    $40.00  $7,785.00    ($10.00)  100.00%  80.00%  $2.50  $5.00
 512  Sell Short  3/6/2019 15:00  Sell  $1,333.2  $0.00  1  $15.00  0.02%  $30.00  11.11%    $2.50  $5.00
   Buy to Cover  3/7/2019 00:45  Profit Target  $1,332.9    $30.00  $7,800.00    ($240.00)  100.00%  11.11%  $2.50  $5.00
 513  Sell Short  3/7/2019 03:45  Sell  $1,332.3  $0.00  1  $45.00  0.05%  $60.00  20.69%    $2.50  $5.00
   Buy to Cover  3/7/2019 08:00  Profit Target  $1,331.7    $60.00  $7,845.00    ($230.00)  100.00%  20.69%  $2.50  $5.00
 514  Buy  3/8/2019 06:15  Buy  $1,340.1  $0.00  1  $45.00  0.04%  $60.00  35.29%    $2.50  $5.00
   Sell  3/8/2019 07:00  Profit Target  $1,340.7    $60.00  $7,890.00    ($110.00)  100.00%  35.29%  $2.50  $5.00
 515  Buy  3/8/2019 10:15  Buy  $1,342.7  $0.00  1  $75.00  0.07%  $90.00  81.82%    $2.50  $5.00
   Sell  3/8/2019 10:15  Profit Target  $1,343.6    $90.00  $7,965.00    ($20.00)  100.00%  81.82%  $2.50  $5.00
 516  Buy  3/13/2019 11:15  Buy  $1,353.4  $0.00  1  $45.00  0.04%  $60.00  85.71%    $2.50  $5.00
   Sell  3/13/2019 11:15  Profit Target  $1,354.0    $60.00  $8,010.00    ($10.00)  100.00%  85.71%  $2.50  $5.00
 517  Buy  3/15/2019 11:45  Buy  $1,349.1  $0.00  1  $55.00  0.05%  $70.00  87.50%    $2.50  $5.00
   Sell  3/15/2019 11:45  Profit Target  $1,349.8    $70.00  $8,065.00    ($10.00)  100.00%  87.50%  $2.50  $5.00
 518  Buy  3/19/2019 03:30  Buy  $1,351.6  $0.00  1  $25.00  0.03%  $40.00  100.00%    $2.50  $5.00
   Sell  3/19/2019 03:30  Profit Target  $1,352.0    $40.00  $8,090.00    $0.00  100.00%  100.00%  $2.50  $5.00
 519  Buy  3/20/2019 10:15  Buy  $1,352.4  $0.00  1  ($285.00)  -0.20%  $40.00  11.43%    $2.50  $5.00
   Sell  3/20/2019 11:00  Exit Long  $1,349.7    ($270.00)  $7,805.00    ($310.00)  11.43%  -77.14%  $2.50  $5.00
 520  Sell Short  3/26/2019 13:15  Sell  $1,362.0  $0.00  1  $75.00  0.07%  $90.00  56.25%    $2.50  $5.00
   Buy to Cover  3/26/2019 13:15  Profit Target  $1,361.1    $90.00  $7,880.00    ($70.00)  100.00%  56.25%  $2.50  $5.00
 521  Sell Short  3/27/2019 11:45  Sell  $1,358.5  $0.00  1  $85.00  0.07%  $100.00  66.67%    $2.50  $5.00
   Buy to Cover  3/27/2019 12:00  Profit Target  $1,357.5    $100.00  $7,965.00    ($50.00)  100.00%  66.67%  $2.50  $5.00
 522  Sell Short  3/28/2019 00:45  Sell  $1,355.8  $0.00  1  $25.00  0.03%  $40.00  17.39%    $2.50  $5.00
   Buy to Cover  3/28/2019 04:00  Profit Target  $1,355.4    $40.00  $7,990.00    ($190.00)  100.00%  17.39%  $2.50  $5.00
 523  Sell Short  4/2/2019 06:15  Sell  $1,332.9  $0.00  1  $45.00  0.05%  $60.00  75.00%    $2.50  $5.00
   Buy to Cover  4/2/2019 06:30  Profit Target  $1,332.3    $60.00  $8,035.00    ($20.00)  100.00%  75.00%  $2.50  $5.00
 524  Buy  4/5/2019 10:15  Buy  $1,333.0  $0.00  1  $95.00  0.08%  $110.00  64.71%    $2.50  $5.00
   Sell  4/5/2019 10:15  Profit Target  $1,334.1    $110.00  $8,130.00    ($60.00)  100.00%  64.71%  $2.50  $5.00
 525  Buy  4/9/2019 20:30  Buy  $1,348.0  $0.00  1  $25.00  0.03%  $40.00  100.00%    $2.50  $5.00
   Sell  4/9/2019 20:30  Profit Target  $1,348.4    $40.00  $8,155.00    $0.00  100.00%  100.00%  $2.50  $5.00
 526  Buy  4/10/2019 03:45  Buy  $1,348.0  $0.00  1  $35.00  0.04%  $50.00  25.00%    $2.50  $5.00
   Sell  4/10/2019 04:30  Profit Target  $1,348.5    $50.00  $8,190.00    ($150.00)  100.00%  25.00%  $2.50  $5.00
 527  Sell Short  4/11/2019 20:00  Sell  $1,336.1  $0.00  1  $25.00  0.03%  $40.00  100.00%    $2.50  $5.00
   Buy to Cover  4/11/2019 20:00  Profit Target  $1,335.7    $40.00  $8,215.00    $0.00  100.00%  100.00%  $2.50  $5.00
 528  Sell Short  4/16/2019 11:15  Sell  $1,319.4  $0.00  1  $85.00  0.08%  $100.00  47.62%    $2.50  $5.00
   Buy to Cover  4/16/2019 11:30  Profit Target  $1,318.4    $100.00  $8,300.00    ($110.00)  100.00%  47.62%  $2.50  $5.00
 529  Sell Short  4/17/2019 06:45  Sell  $1,319.0  $0.00  1  $45.00  0.05%  $60.00  75.00%    $2.50  $5.00
   Buy to Cover  4/17/2019 06:45  Profit Target  $1,318.4    $60.00  $8,345.00    ($20.00)  100.00%  75.00%  $2.50  $5.00
 530  Sell Short  4/18/2019 03:45  Sell  $1,316.1  $0.00  1  $25.00  0.03%  $40.00  40.00%    $2.50  $5.00
   Buy to Cover  4/18/2019 03:45  Profit Target  $1,315.7    $40.00  $8,370.00    ($60.00)  100.00%  40.00%  $2.50  $5.00
 531  Buy  4/25/2019 23:30  Buy  $1,322.5  $0.00  1  $25.00  0.03%  $40.00  28.57%    $2.50  $5.00
   Sell  4/26/2019 02:30  Profit Target  $1,322.9    $40.00  $8,395.00    ($100.00)  100.00%  28.57%  $2.50  $5.00
 532  Buy  4/26/2019 05:30  Buy  $1,323.5  $0.00  1  $35.00  0.04%  $50.00  83.33%    $2.50  $5.00
   Sell  4/26/2019 05:30  Profit Target  $1,324.0    $50.00  $8,430.00    ($10.00)  100.00%  83.33%  $2.50  $5.00
 533  Sell Short  5/1/2019 03:45  Sell  $1,321.9  $0.00  1  ($235.00)  -0.17%  $40.00  14.29%    $2.50  $5.00
   Buy to Cover  5/1/2019 06:00  Exit Short  $1,324.1    ($220.00)  $8,195.00    ($240.00)  7.14%  -78.57%  $2.50  $5.00
 534  Sell Short  5/2/2019 11:15  Sell  $1,310.7  $0.00  1  $75.00  0.07%  $90.00  64.29%    $2.50  $5.00
   Buy to Cover  5/2/2019 11:15  Profit Target  $1,309.8    $90.00  $8,270.00    ($50.00)  100.00%  64.29%  $2.50  $5.00
 535  Buy  5/3/2019 12:15  Buy  $1,320.8  $0.00  1  $95.00  0.08%  $110.00  73.33%    $2.50  $5.00
   Sell  5/3/2019 12:45  Profit Target  $1,321.9    $110.00  $8,365.00    ($40.00)  100.00%  73.33%  $2.50  $5.00
 536  Buy  5/6/2019 15:15  Buy  $1,322.6  $0.00  1  $25.00  0.03%  $40.00  23.53%    $2.50  $5.00
   Sell  5/6/2019 18:15  Profit Target  $1,323.0    $40.00  $8,390.00    ($130.00)  100.00%  23.53%  $2.50  $5.00
 537  Buy  5/6/2019 21:45  Buy  $1,323.1  $0.00  1  $25.00  0.03%  $40.00  57.14%    $2.50  $5.00
   Sell  5/6/2019 21:45  Profit Target  $1,323.5    $40.00  $8,415.00    ($30.00)  100.00%  57.14%  $2.50  $5.00
 538  Buy  5/8/2019 04:00  Buy  $1,327.0  $0.00  1  $25.00  0.03%  $40.00  66.67%    $2.50  $5.00
   Sell  5/8/2019 04:00  Profit Target  $1,327.4    $40.00  $8,440.00    ($20.00)  100.00%  66.67%  $2.50  $5.00
 539  Buy  5/8/2019 09:30  Buy  $1,329.0  $0.00  1  ($225.00)  -0.16%  $10.00  3.45%    $2.50  $5.00
   Sell  5/8/2019 10:15  Exit Long  $1,326.9    ($210.00)  $8,215.00    ($280.00)  24.14%  -72.41%  $2.50  $5.00
 540  Buy  5/10/2019 09:45  Buy  $1,326.9  $0.00  1  $45.00  0.05%  $60.00  100.00%    $2.50  $5.00
   Sell  5/10/2019 09:45  Profit Target  $1,327.5    $60.00  $8,260.00    $0.00  100.00%  100.00%  $2.50  $5.00
 541  Sell Short  5/17/2019 05:00  Sell  $1,327.0  $0.00  1  $35.00  0.04%  $50.00  55.56%    $2.50  $5.00
   Buy to Cover  5/17/2019 05:30  Profit Target  $1,326.5    $50.00  $8,295.00    ($40.00)  100.00%  55.56%  $2.50  $5.00
 542  Sell Short  5/17/2019 07:45  Sell  $1,326.7  $0.00  1  $35.00  0.04%  $50.00  38.46%    $2.50  $5.00
   Buy to Cover  5/17/2019 08:00  Profit Target  $1,326.2    $50.00  $8,330.00    ($80.00)  100.00%  38.46%  $2.50  $5.00
 543  Sell Short  5/20/2019 07:30  Sell  $1,316.8  $0.00  1  $45.00  0.05%  $60.00  85.71%    $2.50  $5.00
   Buy to Cover  5/20/2019 07:30  Profit Target  $1,316.2    $60.00  $8,375.00    ($10.00)  100.00%  85.71%  $2.50  $5.00
 544  Sell Short  5/21/2019 10:45  Sell  $1,312.4  $0.00  1  ($245.00)  -0.18%  $40.00  14.29%    $2.50  $5.00
   Buy to Cover  5/21/2019 17:00  Exit Short  $1,314.7    ($230.00)  $8,130.00    ($240.00)  3.57%  -82.14%  $2.50  $5.00
 545  Buy  5/23/2019 09:45  Buy  $1,319.6  $0.00  1  $55.00  0.05%  $70.00  63.64%    $2.50  $5.00
   Sell  5/23/2019 09:45  Profit Target  $1,320.3    $70.00  $8,185.00    ($40.00)  100.00%  63.64%  $2.50  $5.00
 546  Sell Short  5/28/2019 11:15  Sell  $1,318.0  $0.00  1  $75.00  0.07%  $90.00  69.23%    $2.50  $5.00
   Buy to Cover  5/28/2019 11:30  Profit Target  $1,317.1    $90.00  $8,260.00    ($40.00)  100.00%  69.23%  $2.50  $5.00
 547  Sell Short  5/28/2019 14:45  Sell  $1,318.1  $0.00  1  $45.00  0.05%  $60.00  85.71%    $2.50  $5.00
   Buy to Cover  5/28/2019 14:45  Profit Target  $1,317.5    $60.00  $8,305.00    ($10.00)  100.00%  85.71%  $2.50  $5.00
 548  Buy  5/31/2019 10:15  Buy  $1,336.2  $0.00  1  $65.00  0.06%  $80.00  44.44%    $2.50  $5.00
   Sell  5/31/2019 10:15  Profit Target  $1,337.0    $80.00  $8,370.00    ($100.00)  100.00%  44.44%  $2.50  $5.00
 549  Buy  6/3/2019 09:45  Buy  $1,354.3  $0.00  1  $55.00  0.05%  $70.00  25.93%    $2.50  $5.00
   Sell  6/3/2019 10:00  Profit Target  $1,355.0    $70.00  $8,425.00    ($200.00)  100.00%  25.93%  $2.50  $5.00
 550  Buy  6/3/2019 22:45  Buy  $1,363.4  $0.00  1  $35.00  0.04%  $50.00  19.23%    $2.50  $5.00
   Sell  6/4/2019 01:45  Profit Target  $1,363.9    $50.00  $8,460.00    ($210.00)  100.00%  19.23%  $2.50  $5.00
 551  Sell Short  6/7/2019 03:45  Sell  $1,373.0  $0.00  1  ($195.00)  -0.13%  $30.00  13.04%    $2.50  $5.00
   Buy to Cover  6/7/2019 04:45  Exit Short  $1,374.8    ($180.00)  $8,265.00    ($200.00)  8.70%  -78.26%  $2.50  $5.00
 552  Buy  6/7/2019 10:15  Buy  $1,379.7  $0.00  1  $95.00  0.08%  $110.00  55.00%    $2.50  $5.00
   Sell  6/7/2019 10:15  Profit Target  $1,380.8    $110.00  $8,360.00    ($90.00)  100.00%  55.00%  $2.50  $5.00
 553  Sell Short  6/11/2019 09:15  Sell  $1,362.4  $0.00  1  $45.00  0.04%  $60.00  60.00%    $2.50  $5.00
   Buy to Cover  6/11/2019 09:15  Profit Target  $1,361.8    $60.00  $8,405.00    ($40.00)  100.00%  60.00%  $2.50  $5.00
 554  Buy  6/11/2019 21:00  Buy  $1,364.9  $0.00  1  $15.00  0.02%  $30.00  100.00%    $2.50  $5.00
   Sell  6/11/2019 21:00  Profit Target  $1,365.2    $30.00  $8,420.00    $0.00  100.00%  100.00%  $2.50  $5.00
 555  Buy  6/12/2019 06:30  Buy  $1,374.2  $0.00  1  ($515.00)  -0.36%  $50.00  7.81%    $2.50  $5.00
   Sell  6/12/2019 09:45  Exit Long  $1,369.2    ($500.00)  $7,905.00    ($590.00)  14.06%  -78.12%  $2.50  $5.00
 556  Buy  6/14/2019 05:30  Buy  $1,391.5  $0.00  1  $75.00  0.06%  $90.00  52.94%    $2.50  $5.00
   Sell  6/14/2019 05:45  Profit Target  $1,392.4    $90.00  $7,980.00    ($80.00)  100.00%  52.94%  $2.50  $5.00
 557  Buy  6/18/2019 03:45  Buy  $1,383.1  $0.00  1  $45.00  0.04%  $60.00  85.71%    $2.50  $5.00
   Sell  6/18/2019 03:45  Profit Target  $1,383.7    $60.00  $8,025.00    ($10.00)  100.00%  85.71%  $2.50  $5.00
 558  Sell Short  6/18/2019 11:30  Sell  $1,386.9  $0.00  1  $145.00  0.12%  $160.00  100.00%    $2.50  $5.00
   Buy to Cover  6/18/2019 11:30  Profit Target  $1,385.3    $160.00  $8,170.00    $0.00  100.00%  100.00%  $2.50  $5.00
 559  Buy  6/24/2019 09:00  Buy  $1,444.1  $0.00  1  $85.00  0.07%  $100.00  66.67%    $2.50  $5.00
   Sell  6/24/2019 09:00  Profit Target  $1,445.1    $100.00  $8,255.00    ($50.00)  100.00%  66.67%  $2.50  $5.00
 560  Buy  6/25/2019 01:45  Buy  $1,469.2  $0.00  1  ($735.00)  -0.49%  $0.00  0.00%    $2.50  $5.00
   Sell  6/25/2019 02:00  Exit Long  $1,462.0    ($720.00)  $7,520.00    ($1,060.00)  32.08%  -67.92%  $2.50  $5.00
 561  Sell Short  6/26/2019 09:00  Sell  $1,449.0  $0.00  1  $145.00  0.11%  $160.00  59.26%    $2.50  $5.00
   Buy to Cover  6/26/2019 09:00  Profit Target  $1,447.4    $160.00  $7,665.00    ($110.00)  100.00%  59.26%  $2.50  $5.00
 562  Sell Short  6/26/2019 10:45  Sell  $1,446.6  $0.00  1  $75.00  0.06%  $150.00  17.65%    $2.50  $5.00
   Buy to Cover  6/26/2019 18:15  Profit Target  $1,445.7    $90.00  $7,740.00    ($700.00)  92.94%  10.59%  $2.50  $5.00
 563  Sell Short  7/9/2019 07:30  Sell  $1,427.0  $0.00  1  $85.00  0.07%  $100.00  62.50%    $2.50  $5.00
   Buy to Cover  7/9/2019 07:45  Profit Target  $1,426.0    $100.00  $7,825.00    ($60.00)  100.00%  62.50%  $2.50  $5.00
 564  Sell Short  7/16/2019 13:00  Sell  $1,444.4  $0.00  1  $135.00  0.10%  $150.00  22.73%    $2.50  $5.00
   Buy to Cover  7/16/2019 13:45  Profit Target  $1,442.9    $150.00  $7,960.00    ($510.00)  100.00%  22.73%  $2.50  $5.00
 565  Sell Short  7/16/2019 21:30  Sell  $1,441.8  $0.00  1  $45.00  0.04%  $60.00  31.58%    $2.50  $5.00
   Buy to Cover  7/16/2019 22:45  Profit Target  $1,441.2    $60.00  $8,005.00    ($130.00)  100.00%  31.58%  $2.50  $5.00
 566  Sell Short  7/17/2019 08:15  Sell  $1,440.6  $0.00  1  ($355.00)  -0.24%  $50.00  11.36%    $2.50  $5.00
   Buy to Cover  7/17/2019 09:30  Exit Short  $1,444.0    ($340.00)  $7,650.00    ($390.00)  11.36%  -77.27%  $2.50  $5.00
 567  Sell Short  7/22/2019 11:15  Sell  $1,462.6  $0.00  1  $85.00  0.07%  $100.00  55.56%    $2.50  $5.00
   Buy to Cover  7/22/2019 11:15  Profit Target  $1,461.6    $100.00  $7,735.00    ($80.00)  100.00%  55.56%  $2.50  $5.00
 568  Buy  7/23/2019 11:15  Buy  $1,459.3  $0.00  1  $115.00  0.09%  $130.00  68.42%    $2.50  $5.00
   Sell  7/23/2019 11:15  Profit Target  $1,460.6    $130.00  $7,850.00    ($60.00)  100.00%  68.42%  $2.50  $5.00
 569  Buy  7/24/2019 10:45  Buy  $1,460.8  $0.00  1  $55.00  0.05%  $70.00  11.86%    $2.50  $5.00
   Sell  7/24/2019 18:15  Profit Target  $1,461.5    $70.00  $7,905.00    ($520.00)  100.00%  11.86%  $2.50  $5.00
 570  Sell Short  7/25/2019 18:45  Sell  $1,451.0  $0.00  1  $65.00  0.06%  $80.00  100.00%    $2.50  $5.00
   Buy to Cover  7/25/2019 19:00  Profit Target  $1,450.2    $80.00  $7,970.00    $0.00  100.00%  100.00%  $2.50  $5.00
 571  Buy  8/2/2019 14:15  Buy  $1,476.8  $0.00  1  $935.00  0.64%  $950.00  73.64%    $2.50  $5.00
   Sell  8/5/2019 00:15  Profit Target  $1,486.3    $950.00  $8,905.00    ($340.00)  100.00%  73.64%  $2.50  $5.00
 572  Buy  8/13/2019 07:15  Buy  $1,560.2  $0.00  1  $115.00  0.08%  $130.00  37.14%    $2.50  $5.00
   Sell  8/13/2019 07:45  Profit Target  $1,561.5    $130.00  $9,020.00    ($220.00)  100.00%  37.14%  $2.50  $5.00
 573  Sell Short  8/13/2019 11:00  Sell  $1,531.4  $0.00  1  $75.00  0.06%  $240.00  22.64%    $2.50  $5.00
   Buy to Cover  8/13/2019 21:30  Profit Target  $1,530.5    $90.00  $9,095.00    ($820.00)  85.85%  8.49%  $2.50  $5.00
 574  Buy  8/15/2019 22:15  Buy  $1,554.1  $0.00  1  $85.00  0.06%  $100.00  71.43%    $2.50  $5.00
   Sell  8/15/2019 22:15  Profit Target  $1,555.1    $100.00  $9,180.00    ($40.00)  100.00%  71.43%  $2.50  $5.00
 575  Sell Short  8/23/2019 08:00  Sell  $1,527.9  $0.00  1  $45.00  0.04%  $60.00  75.00%    $2.50  $5.00
   Buy to Cover  8/23/2019 08:00  Profit Target  $1,527.3    $60.00  $9,225.00    ($20.00)  100.00%  75.00%  $2.50  $5.00
 576  Buy  8/27/2019 15:30  Buy  $1,569.4  $0.00  1  $115.00  0.08%  $130.00  92.86%    $2.50  $5.00
   Sell  8/27/2019 15:30  Profit Target  $1,570.7    $130.00  $9,340.00    ($10.00)  100.00%  92.86%  $2.50  $5.00
 577  Buy  8/28/2019 09:00  Buy  $1,572.8  $0.00  1  $95.00  0.07%  $110.00  73.33%    $2.50  $5.00
   Sell  8/28/2019 09:00  Profit Target  $1,573.9    $110.00  $9,435.00    ($40.00)  100.00%  73.33%  $2.50  $5.00
 578  Sell Short  8/29/2019 16:00  Sell  $1,557.4  $0.00  1  $85.00  0.06%  $100.00  24.39%    $2.50  $5.00
   Buy to Cover  8/29/2019 20:15  Profit Target  $1,556.4    $100.00  $9,520.00    ($310.00)  100.00%  24.39%  $2.50  $5.00
 579  Buy  9/3/2019 13:00  Buy  $1,575.1  $0.00  1  $165.00  0.11%  $180.00  62.07%    $2.50  $5.00
   Sell  9/3/2019 13:00  Profit Target  $1,576.9    $180.00  $9,685.00    ($110.00)  100.00%  62.07%  $2.50  $5.00
 580  Buy  9/3/2019 15:30  Buy  $1,573.5  $0.00  1  $105.00  0.08%  $120.00  92.31%    $2.50  $5.00
   Sell  9/3/2019 15:45  Profit Target  $1,574.7    $120.00  $9,790.00    ($10.00)  100.00%  92.31%  $2.50  $5.00
 581  Sell Short  9/5/2019 11:45  Sell  $1,551.1  $0.00  1  $215.00  0.15%  $230.00  65.71%    $2.50  $5.00
   Buy to Cover  9/5/2019 11:45  Profit Target  $1,548.8    $230.00  $10,005.00    ($120.00)  100.00%  65.71%  $2.50  $5.00
 582  Sell Short  9/10/2019 21:45  Sell  $1,522.2  $0.00  1  $65.00  0.05%  $80.00  57.14%    $2.50  $5.00
   Buy to Cover  9/10/2019 21:45  Profit Target  $1,521.4    $80.00  $10,070.00    ($60.00)  100.00%  57.14%  $2.50  $5.00
 583  Sell Short  9/13/2019 03:15  Sell  $1,534.4  $0.00  1  $55.00  0.05%  $70.00  46.67%    $2.50  $5.00
   Buy to Cover  9/13/2019 03:15  Profit Target  $1,533.7    $70.00  $10,125.00    ($80.00)  100.00%  46.67%  $2.50  $5.00
 584  Buy  9/24/2019 22:15  Buy  $1,559.1  $0.00  1  $65.00  0.05%  $80.00  88.89%    $2.50  $5.00
   Sell  9/24/2019 22:15  Profit Target  $1,559.9    $80.00  $10,190.00    ($10.00)  100.00%  88.89%  $2.50  $5.00
 585  Sell Short  10/1/2019 05:30  Sell  $1,492.1  $0.00  1  $115.00  0.09%  $130.00  18.06%    $2.50  $5.00
   Buy to Cover  10/1/2019 08:45  Profit Target  $1,490.8    $130.00  $10,305.00    ($590.00)  100.00%  18.06%  $2.50  $5.00
 586  Buy  10/3/2019 06:15  Buy  $1,528.0  $0.00  1  $105.00  0.08%  $120.00  52.17%    $2.50  $5.00
   Sell  10/3/2019 06:30  Profit Target  $1,529.2    $120.00  $10,410.00    ($110.00)  100.00%  52.17%  $2.50  $5.00
 587  Buy  10/3/2019 08:30  Buy  $1,528.8  $0.00  1  $95.00  0.07%  $110.00  30.56%    $2.50  $5.00
   Sell  10/3/2019 09:00  Profit Target  $1,529.9    $110.00  $10,505.00    ($250.00)  100.00%  30.56%  $2.50  $5.00
 588  Sell Short  10/4/2019 10:45  Sell  $1,533.7  $0.00  1  $205.00  0.14%  $220.00  45.83%    $2.50  $5.00
   Buy to Cover  10/4/2019 11:45  Profit Target  $1,531.5    $220.00  $10,710.00    ($260.00)  100.00%  45.83%  $2.50  $5.00
 589  Sell Short  10/7/2019 10:15  Sell  $1,529.0  $0.00  1  $75.00  0.06%  $90.00  75.00%    $2.50  $5.00
   Buy to Cover  10/7/2019 10:15  Profit Target  $1,528.1    $90.00  $10,785.00    ($30.00)  100.00%  75.00%  $2.50  $5.00
 590  Buy  10/9/2019 16:15  Buy  $1,534.3  $0.00  1  $105.00  0.08%  $120.00  33.33%    $2.50  $5.00
   Sell  10/9/2019 18:30  Profit Target  $1,535.5    $120.00  $10,890.00    ($240.00)  100.00%  33.33%  $2.50  $5.00
 591  Sell Short  10/10/2019 21:45  Sell  $1,522.2  $0.00  1  $65.00  0.05%  $80.00  38.10%    $2.50  $5.00
   Buy to Cover  10/10/2019 23:45  Profit Target  $1,521.4    $80.00  $10,955.00    ($130.00)  100.00%  38.10%  $2.50  $5.00
 592  Buy  10/14/2019 15:15  Buy  $1,517.5  $0.00  1  $45.00  0.04%  $60.00  35.29%    $2.50  $5.00
   Sell  10/14/2019 15:30  Profit Target  $1,518.1    $60.00  $11,000.00    ($110.00)  100.00%  35.29%  $2.50  $5.00
 593  Buy  10/15/2019 01:15  Buy  $1,519.6  $0.00  1  $55.00  0.05%  $70.00  12.07%    $2.50  $5.00
   Sell  10/15/2019 05:00  Profit Target  $1,520.3    $70.00  $11,055.00    ($510.00)  100.00%  12.07%  $2.50  $5.00
 594  Buy  10/15/2019 07:30  Buy  $1,519.7  $0.00  1  $85.00  0.07%  $100.00  83.33%    $2.50  $5.00
   Sell  10/15/2019 07:30  Profit Target  $1,520.7    $100.00  $11,140.00    ($20.00)  100.00%  83.33%  $2.50  $5.00
 595  Buy  10/17/2019 14:45  Buy  $1,518.8  $0.00  1  $45.00  0.04%  $100.00  30.30%    $2.50  $5.00
   Sell  10/17/2019 18:30  Profit Target  $1,519.4    $60.00  $11,185.00    ($230.00)  87.88%  18.18%  $2.50  $5.00
 596  Buy  10/21/2019 00:30  Buy  $1,515.2  $0.00  1  $35.00  0.03%  $50.00  50.00%    $2.50  $5.00
   Sell  10/21/2019 01:30  Profit Target  $1,515.7    $50.00  $11,220.00    ($50.00)  100.00%  50.00%  $2.50  $5.00
 597  Sell Short  10/28/2019 02:15  Sell  $1,530.0  $0.00  1  $35.00  0.03%  $50.00  50.00%    $2.50  $5.00
   Buy to Cover  10/28/2019 02:15  Profit Target  $1,529.5    $50.00  $11,255.00    ($50.00)  100.00%  50.00%  $2.50  $5.00
 598  Sell Short  10/28/2019 16:30  Sell  $1,517.7  $0.00  1  $65.00  0.05%  $80.00  100.00%    $2.50  $5.00
   Buy to Cover  10/28/2019 16:30  Profit Target  $1,516.9    $80.00  $11,320.00    $0.00  100.00%  100.00%  $2.50  $5.00
 599  Sell Short  10/29/2019 04:15  Sell  $1,518.4  $0.00  1  $35.00  0.03%  $50.00  62.50%    $2.50  $5.00
   Buy to Cover  10/29/2019 04:15  Profit Target  $1,517.9    $50.00  $11,355.00    ($30.00)  100.00%  62.50%  $2.50  $5.00
 600  Buy  11/1/2019 06:15  Buy  $1,536.1  $0.00  1  ($575.00)  -0.36%  $10.00  1.11%    $2.50  $5.00
   Sell  11/1/2019 09:00  Exit Long  $1,530.5    ($560.00)  $10,780.00    ($890.00)  36.67%  -62.22%  $2.50  $5.00
 601  Sell Short  11/5/2019 02:45  Sell  $1,530.8  $0.00  1  $45.00  0.04%  $60.00  66.67%    $2.50  $5.00
   Buy to Cover  11/5/2019 02:45  Profit Target  $1,530.2    $60.00  $10,825.00    ($30.00)  100.00%  66.67%  $2.50  $5.00
 602  Sell Short  11/11/2019 11:45  Sell  $1,477.9  $0.00  1  $25.00  0.03%  $90.00  26.47%    $2.50  $5.00
   Buy to Cover  11/11/2019 22:15  Profit Target  $1,477.5    $40.00  $10,850.00    ($250.00)  85.29%  11.76%  $2.50  $5.00
 603  Sell Short  11/12/2019 04:15  Sell  $1,475.2  $0.00  1  $85.00  0.07%  $100.00  21.74%    $2.50  $5.00
   Buy to Cover  11/12/2019 06:30  Profit Target  $1,474.2    $100.00  $10,935.00    ($360.00)  100.00%  21.74%  $2.50  $5.00
 604  Buy  11/13/2019 08:45  Buy  $1,485.8  $0.00  1  $75.00  0.06%  $90.00  100.00%    $2.50  $5.00
   Sell  11/13/2019 08:45  Profit Target  $1,486.7    $90.00  $11,010.00    $0.00  100.00%  100.00%  $2.50  $5.00
 605  Buy  11/13/2019 11:45  Buy  $1,485.8  $0.00  1  $75.00  0.06%  $90.00  26.47%    $2.50  $5.00
   Sell  11/13/2019 14:00  Profit Target  $1,486.7    $90.00  $11,085.00    ($250.00)  100.00%  26.47%  $2.50  $5.00
 606  Buy  11/13/2019 15:15  Buy  $1,486.2  $0.00  1  $65.00  0.05%  $80.00  40.00%    $2.50  $5.00
   Sell  11/13/2019 16:15  Profit Target  $1,487.0    $80.00  $11,150.00    ($120.00)  100.00%  40.00%  $2.50  $5.00
 607  Buy  11/14/2019 15:00  Buy  $1,493.5  $0.00  1  ($545.00)  -0.35%  $70.00  11.11%    $2.50  $5.00
   Sell  11/14/2019 22:45  Exit Long  $1,488.2    ($530.00)  $10,605.00    ($560.00)  4.76%  -84.13%  $2.50  $5.00
 608  Buy  11/18/2019 21:15  Buy  $1,492.0  $0.00  1  $45.00  0.04%  $60.00  100.00%    $2.50  $5.00
   Sell  11/18/2019 21:15  Profit Target  $1,492.6    $60.00  $10,650.00    $0.00  100.00%  100.00%  $2.50  $5.00
 609  Buy  11/20/2019 02:45  Buy  $1,495.4  $0.00  1  $35.00  0.03%  $50.00  71.43%    $2.50  $5.00
   Sell  11/20/2019 02:45  Profit Target  $1,495.9    $50.00  $10,685.00    ($20.00)  100.00%  71.43%  $2.50  $5.00
 610  Buy  11/26/2019 21:15  Buy  $1,481.3  $0.00  1  $25.00  0.03%  $40.00  33.33%    $2.50  $5.00
   Sell  11/26/2019 22:45  Profit Target  $1,481.7    $40.00  $10,710.00    ($80.00)  100.00%  33.33%  $2.50  $5.00
 611  Buy  12/3/2019 14:00  Buy  $1,498.4  $0.00  1  $95.00  0.07%  $110.00  100.00%    $2.50  $5.00
   Sell  12/3/2019 14:00  Profit Target  $1,499.5    $110.00  $10,805.00    $0.00  100.00%  100.00%  $2.50  $5.00
 612  Sell Short  12/6/2019 03:45  Sell  $1,493.5  $0.00  1  $35.00  0.03%  $50.00  23.81%    $2.50  $5.00
   Buy to Cover  12/6/2019 04:30  Profit Target  $1,493.0    $50.00  $10,840.00    ($160.00)  100.00%  23.81%  $2.50  $5.00
 613  Sell Short  12/9/2019 20:15  Sell  $1,480.6  $0.00  1  $25.00  0.03%  $40.00  100.00%    $2.50  $5.00
   Buy to Cover  12/9/2019 20:15  Profit Target  $1,480.2    $40.00  $10,865.00    $0.00  100.00%  100.00%  $2.50  $5.00
 614  Sell Short  12/12/2019 15:15  Sell  $1,488.7  $0.00  1  $305.00  0.21%  $320.00  78.05%    $2.50  $5.00
   Buy to Cover  12/12/2019 18:15  Profit Target  $1,485.5    $320.00  $11,170.00    ($90.00)  100.00%  78.05%  $2.50  $5.00
 615  Sell Short  12/12/2019 20:45  Sell  $1,488.6  $0.00  1  $95.00  0.07%  $110.00  73.33%    $2.50  $5.00
   Buy to Cover  12/12/2019 20:45  Profit Target  $1,487.5    $110.00  $11,265.00    ($40.00)  100.00%  73.33%  $2.50  $5.00
 616  Sell Short  12/17/2019 13:00  Sell  $1,496.3  $0.00  1  $55.00  0.05%  $70.00  77.78%    $2.50  $5.00
   Buy to Cover  12/17/2019 13:30  Profit Target  $1,495.6    $70.00  $11,320.00    ($20.00)  100.00%  77.78%  $2.50  $5.00
 617  Sell Short  12/17/2019 23:00  Sell  $1,495.5  $0.00  1  $15.00  0.02%  $30.00  30.00%    $2.50  $5.00
   Buy to Cover  12/18/2019 00:45  Profit Target  $1,495.2    $30.00  $11,335.00    ($70.00)  100.00%  30.00%  $2.50  $5.00
 618  Sell Short  12/18/2019 09:30  Sell  $1,492.5  $0.00  1  ($425.00)  -0.27%  $50.00  9.09%    $2.50  $5.00
   Buy to Cover  12/18/2019 11:00  Exit Short  $1,496.6    ($410.00)  $10,910.00    ($500.00)  16.36%  -74.55%  $2.50  $5.00
 619  Buy  12/26/2019 14:45  Buy  $1,529.1  $0.00  1  $65.00  0.05%  $80.00  80.00%    $2.50  $5.00
   Sell  12/26/2019 15:15  Profit Target  $1,529.9    $80.00  $10,975.00    ($20.00)  100.00%  80.00%  $2.50  $5.00
 620  Buy  12/26/2019 20:00  Buy  $1,529.1  $0.00  1  $45.00  0.04%  $60.00  85.71%    $2.50  $5.00
   Sell  12/26/2019 20:00  Profit Target  $1,529.7    $60.00  $11,020.00    ($10.00)  100.00%  85.71%  $2.50  $5.00
 621  Buy  12/27/2019 15:00  Buy  $1,530.8  $0.00  1  $55.00  0.05%  $70.00  70.00%    $2.50  $5.00
   Sell  12/27/2019 15:00  Profit Target  $1,531.5    $70.00  $11,075.00    ($30.00)  100.00%  70.00%  $2.50  $5.00
 622  Sell Short  1/2/2020 01:15  Sell  $1,537.5  $0.00  1  $25.00  0.03%  $40.00  40.00%    $2.50  $5.00
   Buy to Cover  1/2/2020 01:30  Profit Target  $1,537.1    $40.00  $11,100.00    ($60.00)  100.00%  40.00%  $2.50  $5.00
 623  Buy  1/2/2020 10:15  Buy  $1,543.7  $0.00  1  $65.00  0.05%  $80.00  61.54%    $2.50  $5.00
   Sell  1/2/2020 10:15  Profit Target  $1,544.5    $80.00  $11,165.00    ($50.00)  100.00%  61.54%  $2.50  $5.00
 624  Buy  1/6/2020 10:15  Buy  $1,589.6  $0.00  1  $95.00  0.07%  $110.00  78.57%    $2.50  $5.00
   Sell  1/6/2020 10:15  Profit Target  $1,590.7    $110.00  $11,260.00    ($30.00)  100.00%  78.57%  $2.50  $5.00
 625  Sell Short  1/7/2020 00:45  Sell  $1,577.7  $0.00  1  ($875.00)  -0.55%  $10.00  1.02%    $2.50  $5.00
   Buy to Cover  1/7/2020 03:15  Exit Short  $1,586.3    ($860.00)  $10,385.00    ($970.00)  11.22%  -87.76%  $2.50  $5.00
 626  Sell Short  1/14/2020 01:45  Sell  $1,555.0  $0.00  1  $55.00  0.05%  $70.00  63.64%    $2.50  $5.00
   Buy to Cover  1/14/2020 01:45  Profit Target  $1,554.3    $70.00  $10,440.00    ($40.00)  100.00%  63.64%  $2.50  $5.00
 627  Buy  1/15/2020 02:00  Buy  $1,566.1  $0.00  1  $45.00  0.04%  $60.00  60.00%    $2.50  $5.00
   Sell  1/15/2020 02:15  Profit Target  $1,566.7    $60.00  $10,485.00    ($40.00)  100.00%  60.00%  $2.50  $5.00
 628  Buy  1/16/2020 01:00  Buy  $1,568.2  $0.00  1  $35.00  0.03%  $50.00  20.00%    $2.50  $5.00
   Sell  1/16/2020 03:15  Profit Target  $1,568.7    $50.00  $10,520.00    ($200.00)  100.00%  20.00%  $2.50  $5.00
 629  Buy  1/16/2020 08:45  Buy  $1,570.1  $0.00  1  ($675.00)  -0.42%  $30.00  4.00%    $2.50  $5.00
   Sell  1/16/2020 11:00  Exit Long  $1,563.5    ($660.00)  $9,845.00    ($720.00)  8.00%  -88.00%  $2.50  $5.00
 630  Buy  1/17/2020 09:00  Buy  $1,570.9  $0.00  1  $65.00  0.05%  $80.00  30.77%    $2.50  $5.00
   Sell  1/17/2020 09:30  Profit Target  $1,571.7    $80.00  $9,910.00    ($180.00)  100.00%  30.77%  $2.50  $5.00
 631  Buy  1/20/2020 07:45  Buy  $1,574.0  $0.00  1  $25.00  0.03%  $40.00  100.00%    $2.50  $5.00
   Sell  1/20/2020 08:00  Profit Target  $1,574.4    $40.00  $9,935.00    $0.00  100.00%  100.00%  $2.50  $5.00
 632  Buy  1/24/2020 13:00  Buy  $1,585.6  $0.00  1  $145.00  0.10%  $160.00  61.54%    $2.50  $5.00
   Sell  1/24/2020 13:15  Profit Target  $1,587.2    $160.00  $10,080.00    ($100.00)  100.00%  61.54%  $2.50  $5.00
 633  Buy  1/31/2020 12:15  Buy  $1,596.4  $0.00  1  $125.00  0.09%  $140.00  40.00%    $2.50  $5.00
   Sell  1/31/2020 12:30  Profit Target  $1,597.8    $140.00  $10,205.00    ($210.00)  100.00%  40.00%  $2.50  $5.00
 634  Sell Short  2/3/2020 11:30  Sell  $1,589.6  $0.00  1  $115.00  0.08%  $130.00  26.53%    $2.50  $5.00
   Buy to Cover  2/3/2020 13:00  Profit Target  $1,588.3    $130.00  $10,320.00    ($360.00)  100.00%  26.53%  $2.50  $5.00
 635  Sell Short  2/4/2020 05:45  Sell  $1,582.9  $0.00  1  $85.00  0.06%  $100.00  34.48%    $2.50  $5.00
   Buy to Cover  2/4/2020 07:30  Profit Target  $1,581.9    $100.00  $10,405.00    ($190.00)  100.00%  34.48%  $2.50  $5.00
 636  Sell Short  2/4/2020 19:15  Sell  $1,566.9  $0.00  1  $55.00  0.04%  $70.00  63.64%    $2.50  $5.00
   Buy to Cover  2/4/2020 19:15  Profit Target  $1,566.2    $70.00  $10,460.00    ($40.00)  100.00%  63.64%  $2.50  $5.00
 637  Buy  2/7/2020 10:45  Buy  $1,582.1  $0.00  1  $125.00  0.09%  $140.00  24.14%    $2.50  $5.00
   Sell  2/7/2020 13:45  Profit Target  $1,583.5    $140.00  $10,585.00    ($440.00)  100.00%  24.14%  $2.50  $5.00
 638  Buy  2/10/2020 10:15  Buy  $1,584.3  $0.00  1  $65.00  0.05%  $80.00  66.67%    $2.50  $5.00
   Sell  2/10/2020 10:15  Profit Target  $1,585.1    $80.00  $10,650.00    ($40.00)  100.00%  66.67%  $2.50  $5.00
 639  Buy  2/10/2020 16:00  Buy  $1,585.1  $0.00  1  $45.00  0.04%  $60.00  100.00%    $2.50  $5.00
   Sell  2/10/2020 16:00  Profit Target  $1,585.7    $60.00  $10,695.00    $0.00  100.00%  100.00%  $2.50  $5.00
 640  Sell Short  2/11/2020 12:15  Sell  $1,578.8  $0.00  1  $35.00  0.03%  $110.00  25.58%    $2.50  $5.00
   Buy to Cover  2/11/2020 20:45  Profit Target  $1,578.3    $50.00  $10,730.00    ($320.00)  86.05%  11.63%  $2.50  $5.00
 641  Sell Short  2/12/2020 04:45  Sell  $1,577.7  $0.00  1  $55.00  0.04%  $70.00  58.33%    $2.50  $5.00
   Buy to Cover  2/12/2020 05:15  Profit Target  $1,577.0    $70.00  $10,785.00    ($50.00)  100.00%  58.33%  $2.50  $5.00
 642  Buy  2/14/2020 06:00  Buy  $1,587.7  $0.00  1  $45.00  0.04%  $60.00  66.67%    $2.50  $5.00
   Sell  2/14/2020 06:15  Profit Target  $1,588.3    $60.00  $10,830.00    ($30.00)  100.00%  66.67%  $2.50  $5.00
 643  Buy  2/17/2020 01:30  Buy  $1,594.0  $0.00  1  $35.00  0.03%  $50.00  71.43%    $2.50  $5.00
   Sell  2/17/2020 01:45  Profit Target  $1,594.5    $50.00  $10,865.00    ($20.00)  100.00%  71.43%  $2.50  $5.00
 644  Buy  2/18/2020 18:30  Buy  $1,613.4  $0.00  1  $45.00  0.04%  $60.00  24.00%    $2.50  $5.00
   Sell  2/18/2020 20:00  Profit Target  $1,614.0    $60.00  $10,910.00    ($190.00)  100.00%  24.00%  $2.50  $5.00
 645  Buy  2/19/2020 08:00  Buy  $1,619.9  $0.00  1  $65.00  0.05%  $80.00  40.00%    $2.50  $5.00
   Sell  2/19/2020 08:30  Profit Target  $1,620.7    $80.00  $10,975.00    ($120.00)  100.00%  40.00%  $2.50  $5.00
 646  Buy  2/19/2020 19:45  Buy  $1,620.4  $0.00  1  $75.00  0.06%  $90.00  100.00%    $2.50  $5.00
   Sell  2/19/2020 19:45  Profit Target  $1,621.3    $90.00  $11,050.00    $0.00  100.00%  100.00%  $2.50  $5.00
 647  Buy  2/21/2020 11:30  Buy  $1,654.2  $0.00  1  $155.00  0.10%  $170.00  50.00%    $2.50  $5.00
   Sell  2/21/2020 11:30  Profit Target  $1,655.9    $170.00  $11,205.00    ($170.00)  100.00%  50.00%  $2.50  $5.00
 648  Buy  2/21/2020 14:45  Buy  $1,656.3  $0.00  1  $125.00  0.08%  $140.00  42.42%    $2.50  $5.00
   Sell  2/21/2020 15:30  Profit Target  $1,657.7    $140.00  $11,330.00    ($190.00)  100.00%  42.42%  $2.50  $5.00
 649  Buy  3/6/2020 09:00  Buy  $1,684.8  $0.00  1  $235.00  0.15%  $250.00  27.47%    $2.50  $5.00
   Sell  3/6/2020 09:15  Profit Target  $1,687.3    $250.00  $11,565.00    ($660.00)  100.00%  27.47%  $2.50  $5.00
 650  Sell Short  3/6/2020 11:30  Sell  $1,677.5  $0.00  1  $435.00  0.27%  $450.00  54.22%    $2.50  $5.00
   Buy to Cover  3/6/2020 11:45  Profit Target  $1,673.0    $450.00  $12,000.00    ($380.00)  100.00%  54.22%  $2.50  $5.00
 651  Sell Short  3/11/2020 18:45  Sell  $1,650.2  $0.00  1  $235.00  0.15%  $250.00  80.65%    $2.50  $5.00
   Buy to Cover  3/11/2020 18:45  Profit Target  $1,647.7    $250.00  $12,235.00    ($60.00)  100.00%  80.65%  $2.50  $5.00
 652  Buy  3/17/2020 13:00  Buy  $1,535.4  $0.00  1  $575.00  0.38%  $590.00  72.84%    $2.50  $5.00
   Sell  3/17/2020 13:30  Profit Target  $1,541.3    $590.00  $12,810.00    ($220.00)  100.00%  72.84%  $2.50  $5.00
 653  Buy  3/17/2020 19:15  Buy  $1,543.3  $0.00  1  $345.00  0.23%  $360.00  100.00%    $2.50  $5.00
   Sell  3/17/2020 19:15  Profit Target  $1,546.9    $360.00  $13,155.00    $0.00  100.00%  100.00%  $2.50  $5.00
 654  Sell Short  3/19/2020 03:00  Sell  $1,495.1  $0.00  1  $345.00  0.24%  $360.00  23.53%    $2.50  $5.00
   Buy to Cover  3/19/2020 03:45  Profit Target  $1,491.5    $360.00  $13,500.00    ($1,170.00)  100.00%  23.53%  $2.50  $5.00
 655  Sell Short  3/23/2020 04:15  Sell  $1,502.7  $0.00  1  $175.00  0.13%  $190.00  63.33%    $2.50  $5.00
   Buy to Cover  3/23/2020 04:15  Profit Target  $1,500.8    $190.00  $13,675.00    ($110.00)  100.00%  63.33%  $2.50  $5.00
 656  Buy  3/24/2020 21:15  Buy  $1,686.2  $0.00  1  $355.00  0.22%  $370.00  100.00%    $2.50  $5.00
   Sell  3/24/2020 21:15  Profit Target  $1,689.9    $370.00  $14,030.00    $0.00  100.00%  100.00%  $2.50  $5.00
 657  Sell Short  4/7/2020 22:00  Sell  $1,681.7  $0.00  1  $135.00  0.09%  $150.00  71.43%    $2.50  $5.00
   Buy to Cover  4/7/2020 22:30  Profit Target  $1,680.2    $150.00  $14,165.00    ($60.00)  100.00%  71.43%  $2.50  $5.00
 658  Buy  4/9/2020 14:15  Buy  $1,738.5  $0.00  1  $205.00  0.13%  $250.00  17.86%    $2.50  $5.00
   Sell  4/13/2020 02:30  Profit Target  $1,740.7    $220.00  $14,370.00    ($1,150.00)  97.86%  15.71%  $2.50  $5.00
 659  Sell Short  4/17/2020 11:30  Sell  $1,710.7  $0.00  1  $285.00  0.18%  $300.00  69.77%    $2.50  $5.00
   Buy to Cover  4/17/2020 12:00  Profit Target  $1,707.7    $300.00  $14,655.00    ($130.00)  100.00%  69.77%  $2.50  $5.00
 660  Buy  4/22/2020 08:15  Buy  $1,713.6  $0.00  1  $275.00  0.17%  $290.00  51.79%    $2.50  $5.00
   Sell  4/22/2020 08:15  Profit Target  $1,716.5    $290.00  $14,930.00    ($270.00)  100.00%  51.79%  $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 Miner - Advantage Pro - Miner ( Version 4 ), @GC, 15 min., 1/4/2016 12:15:00 AM - 4/23/2020 5:00:00 PM
TradeStation Periodical Returns: Annual 
 
Mark-To-Market Period Analysis:

Period

 Net Profit % Gain Profit Factor # Trades % Profitable

Last 12 month

 $6,560.00 6.05% 2.17 130 90.77%
1/1/2020 $3,855.00 3.47% 3.49 39 94.87%
1/1/2019 $3,825.00 3.57% 1.78 137 91.24%
1/1/2018 $815.00 0.77% 1.11 173 90.17%
1/1/2017 $3,305.00 3.20% 1.65 175 92.57%
1/1/2016 $3,130.00 3.13% 1.46 136 91.91%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
1/1/2020 - Today $3,855.00 3.47% 3.49 39 94.87%
1/1/2019 - 1/1/2020 $7,680.00 7.16% 2.19 176 92.05%
1/1/2018 - 1/1/2020 $8,495.00 7.98% 1.62 349 91.12%
1/1/2017 - 1/1/2020 $11,800.00 11.44% 1.63 524 91.60%
1/1/2016 - 1/1/2020 $14,930.00 14.93% 1.58 660 91.67%

Created by TradeStation: 4/25/2020 4:06:36 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: Daily Analysis
TradeStation Strategy Performance Report Advantage Miner - Advantage Pro - Miner ( Version 4 ), @GC, 15 min., 1/4/2016 12:15:00 AM - 4/23/2020 5:00:00 PM
TradeStation Periodical Returns: Daily
 
Mark-To-Market Period Analysis:

Period

 Net Profit % Gain Profit Factor # Trades % Profitable
4/22/2020 $275.00 0.24% 100.00 1 100.00%
4/17/2020 $285.00 0.25% 100.00 1 100.00%
4/13/2020 $2.50 0.00% 100.00 1 100.00%
4/12/2020 $0.00 0.00% 0.00 1 0.00%
4/11/2020 $0.00 0.00% 0.00 1 0.00%
4/10/2020 $0.00 0.00% 0.00 1 0.00%
4/9/2020 $202.50 0.18% 100.00 1 100.00%
4/7/2020 $135.00 0.12% 100.00 1 100.00%
3/24/2020 $355.00 0.31% 100.00 1 100.00%
3/23/2020 $175.00 0.15% 100.00 1 100.00%
3/19/2020 $345.00 0.30% 100.00 1 100.00%
3/17/2020 $920.00 0.82% 100.00 2 100.00%
3/11/2020 $235.00 0.21% 100.00 1 100.00%
3/6/2020 $670.00 0.60% 100.00 2 100.00%
2/21/2020 $280.00 0.25% 100.00 2 100.00%
2/19/2020 $140.00 0.13% 100.00 2 100.00%
2/18/2020 $45.00 0.04% 100.00 1 100.00%
2/17/2020 $35.00 0.03% 100.00 1 100.00%
2/14/2020 $45.00 0.04% 100.00 1 100.00%
2/12/2020 $55.00 0.05% 100.00 1 100.00%
2/11/2020 $35.00 0.03% 100.00 1 100.00%
2/10/2020 $110.00 0.10% 100.00 2 100.00%
2/7/2020 $125.00 0.11% 100.00 1 100.00%
2/4/2020 $140.00 0.13% 100.00 2 100.00%
2/3/2020 $115.00 0.10% 100.00 1 100.00%
1/31/2020 $125.00 0.11% 100.00 1 100.00%
1/24/2020 $145.00 0.13% 100.00 1 100.00%
1/20/2020 $25.00 0.02% 100.00 1 100.00%
1/17/2020 $65.00 0.06% 100.00 1 100.00%
1/16/2020 ($640.00) -0.58% 0.05 2 50.00%
1/15/2020 $45.00 0.04% 100.00 1 100.00%
1/14/2020 $55.00 0.05% 100.00 1 100.00%
1/7/2020 ($875.00) -0.79% 0.00 1 0.00%
1/6/2020 $95.00 0.09% 100.00 1 100.00%
1/2/2020 $90.00 0.08% 100.00 2 100.00%
12/27/2019 $55.00 0.05% 100.00 1 100.00%
12/26/2019 $110.00 0.10% 100.00 2 100.00%
12/18/2019 ($382.50) -0.34% 0.10 2 50.00%
12/17/2019 $27.50 0.02% 2.00 2 50.00%
12/12/2019 $400.00 0.36% 100.00 2 100.00%
 
Mark-To-Market Rolling Period Analysis:

Period

 Net Profit % Gain Profit Factor # Trades % Profitable
4/22/2020 - 4/22/2020 $275.00 0.24% 100.00 1 100.00%
4/21/2020 - 4/22/2020 $275.00 0.24% 100.00 1 100.00%
4/20/2020 - 4/22/2020 $275.00 0.24% 100.00 1 100.00%
4/19/2020 - 4/22/2020 $275.00 0.24% 100.00 1 100.00%
4/18/2020 - 4/22/2020 $275.00 0.24% 100.00 1 100.00%
4/17/2020 - 4/22/2020 $560.00 0.49% 100.00 2 100.00%
4/16/2020 - 4/22/2020 $560.00 0.49% 100.00 2 100.00%
4/15/2020 - 4/22/2020 $560.00 0.49% 100.00 2 100.00%
4/14/2020 - 4/22/2020 $560.00 0.49% 100.00 2 100.00%
4/13/2020 - 4/22/2020 $562.50 0.49% 100.00 3 100.00%
4/12/2020 - 4/22/2020 $562.50 0.49% 100.00 3 100.00%
4/11/2020 - 4/22/2020 $562.50 0.49% 100.00 3 100.00%
4/10/2020 - 4/22/2020 $562.50 0.49% 100.00 3 100.00%
4/9/2020 - 4/22/2020 $765.00 0.67% 100.00 3 100.00%
4/8/2020 - 4/22/2020 $765.00 0.67% 100.00 3 100.00%
4/7/2020 - 4/22/2020 $900.00 0.79% 100.00 4 100.00%
4/6/2020 - 4/22/2020 $900.00 0.79% 100.00 4 100.00%
4/5/2020 - 4/22/2020 $900.00 0.79% 100.00 4 100.00%
4/4/2020 - 4/22/2020 $900.00 0.79% 100.00 4 100.00%
4/3/2020 - 4/22/2020 $900.00 0.79% 100.00 4 100.00%
4/2/2020 - 4/22/2020 $900.00 0.79% 100.00 4 100.00%
4/1/2020 - 4/22/2020 $900.00 0.79% 100.00 4 100.00%
3/31/2020 - 4/22/2020 $900.00 0.79% 100.00 4 100.00%
3/30/2020 - 4/22/2020 $900.00 0.79% 100.00 4 100.00%
3/29/2020 - 4/22/2020 $900.00 0.79% 100.00 4 100.00%
3/28/2020 - 4/22/2020 $900.00 0.79% 100.00 4 100.00%
3/27/2020 - 4/22/2020 $900.00 0.79% 100.00 4 100.00%
3/26/2020 - 4/22/2020 $900.00 0.79% 100.00 4 100.00%
3/25/2020 - 4/22/2020 $900.00 0.79% 100.00 4 100.00%
3/24/2020 - 4/22/2020 $1,255.00 1.10% 100.00 5 100.00%
3/23/2020 - 4/22/2020 $1,430.00 1.26% 100.00 6 100.00%
3/22/2020 - 4/22/2020 $1,430.00 1.26% 100.00 6 100.00%
3/21/2020 - 4/22/2020 $1,430.00 1.26% 100.00 6 100.00%
3/20/2020 - 4/22/2020 $1,430.00 1.26% 100.00 6 100.00%
3/19/2020 - 4/22/2020 $1,775.00 1.57% 100.00 7 100.00%
3/18/2020 - 4/22/2020 $1,775.00 1.57% 100.00 7 100.00%
3/17/2020 - 4/22/2020 $2,695.00 2.40% 100.00 9 100.00%
3/16/2020 - 4/22/2020 $2,695.00 2.40% 100.00 9 100.00%
3/15/2020 - 4/22/2020 $2,695.00 2.40% 100.00 9 100.00%
3/14/2020 - 4/22/2020 $2,695.00 2.40% 100.00 9 100.00%

Created by TradeStation: 4/25/2020 4:06:36 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: Monthly Analysis
TradeStation Strategy Performance Report Advantage Miner - Advantage Pro - Miner ( Version 4 ), @GC, 15 min., 1/4/2016 12:15:00 AM - 4/23/2020 5:00:00 PM
TradeStation Periodical Returns: Monthly

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

%Profitable
January $55.00 0.06% 91.04%
February $180.00 0.17% 91.18%
March $745.00 0.70% 93.15%
April $517.00 0.49% 97.67%
May $201.88 0.19% 87.88%
June $174.37 0.17% 90.00%
July ($31.25) -0.03% 87.80%
August $575.00 0.55% 94.00%
September ($36.25) -0.03% 86.67%
October $593.75 0.56% 95.65%
November $201.88 0.19% 90.00%
December $181.87 0.17% 90.00%
 
Mark-To-Market Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

4/1/2020 $900.00 0.79% 100.00 4 100.00%
3/1/2020 $2,700.00 2.43% 100.00 8 100.00%
2/1/2020 $1,125.00 1.02% 100.00 15 100.00%
1/1/2020 ($870.00) -0.78% 0.44 12 83.33%
12/1/2019 $365.00 0.33% 1.86 11 90.91%
11/1/2019 ($645.00) -0.58% 0.42 11 81.82%
10/1/2019 $1,165.00 1.06% 100.00 15 100.00%
9/1/2019 $670.00 0.61% 100.00 6 100.00%
8/1/2019 $1,550.00 1.44% 100.00 8 100.00%
7/1/2019 $230.00 0.21% 1.65 8 87.50%
6/1/2019 ($630.00) -0.58% 0.56 14 78.57%
5/1/2019 ($60.00) -0.06% 0.91 16 81.25%
4/1/2019 $440.00 0.41% 100.00 10 100.00%
3/1/2019 $495.00 0.46% 2.74 17 94.12%
2/1/2019 ($85.00) -0.08% 0.84 13 92.31%
1/1/2019 $330.00 0.31% 100.00 8 100.00%
12/1/2018 ($135.00) -0.13% 0.78 13 84.62%
11/1/2018 $405.00 0.38% 2.65 13 92.31%
10/1/2018 $405.00 0.38% 2.14 17 94.12%
9/1/2018 $390.00 0.37% 3.00 12 91.67%
8/1/2018 ($205.00) -0.19% 0.74 15 86.67%
7/1/2018 ($510.00) -0.48% 0.54 14 78.57%
6/1/2018 $490.00 0.46% 100.00 12 100.00%
5/1/2018 ($500.00) -0.47% 0.55 16 87.50%
4/1/2018 $465.00 0.44% 100.00 9 100.00%
3/1/2018 ($230.00) -0.22% 0.83 20 90.00%
2/1/2018 $95.00 0.09% 1.20 11 90.91%
1/1/2018 $145.00 0.14% 1.16 21 90.48%
12/1/2017 $30.00 0.03% 1.11 10 90.00%
11/1/2017 $280.00 0.26% 100.00 6 100.00%
10/1/2017 $1,080.00 1.03% 100.00 22 100.00%
9/1/2017 ($845.00) -0.80% 0.39 11 72.73%
8/1/2017 $495.00 0.47% 100.00 11 100.00%
7/1/2017 $725.00 0.69% 100.00 17 100.00%
6/1/2017 $225.00 0.22% 1.35 19 89.47%
5/1/2017 $500.00 0.48% 2.15 20 95.00%
4/1/2017 ($45.00) -0.04% 0.89 9 88.89%
3/1/2017 $780.00 0.76% 5.46 18 94.44%
2/1/2017 ($510.00) -0.49% 0.59 16 81.25%
1/1/2017 $590.00 0.57% 2.27 16 93.75%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

4/1/2020 - Today $900.00 0.79% 100.00 4 100.00%
3/1/2020 - 4/1/2020 $3,600.00 3.23% 100.00 12 100.00%
2/1/2020 - 4/1/2020 $4,725.00 4.29% 100.00 27 100.00%
1/1/2020 - 4/1/2020 $3,855.00 3.47% 3.49 39 94.87%
12/1/2019 - 4/1/2020 $4,220.00 3.81% 3.14 50 94.00%
11/1/2019 - 4/1/2020 $3,575.00 3.21% 2.16 61 91.80%
10/1/2019 - 4/1/2020 $4,740.00 4.30% 2.53 76 93.42%
9/1/2019 - 4/1/2020 $5,410.00 4.94% 2.75 82 93.90%
8/1/2019 - 4/1/2020 $6,960.00 6.45% 3.25 90 94.44%
7/1/2019 - 4/1/2020 $7,190.00 6.67% 3.08 98 93.88%
6/1/2019 - 4/1/2020 $6,560.00 6.05% 2.34 112 91.96%
5/1/2019 - 4/1/2020 $6,500.00 5.99% 2.16 128 90.63%
4/1/2019 - 4/1/2020 $6,940.00 6.43% 2.24 138 91.30%
3/1/2019 - 4/1/2020 $7,435.00 6.92% 2.26 155 91.61%
2/1/2019 - 4/1/2020 $7,350.00 6.83% 2.14 168 91.67%
1/1/2019 - 4/1/2020 $7,680.00 7.16% 2.19 176 92.05%
12/1/2018 - 4/1/2020 $7,545.00 7.03% 2.07 189 91.53%
11/1/2018 - 4/1/2020 $7,950.00 7.43% 2.09 202 91.58%
10/1/2018 - 4/1/2020 $8,355.00 7.84% 2.09 219 91.78%
9/1/2018 - 4/1/2020 $8,745.00 8.24% 2.12 231 91.77%
8/1/2018 - 4/1/2020 $8,540.00 8.03% 1.99 246 91.46%
7/1/2018 - 4/1/2020 $8,030.00 7.51% 1.83 260 90.77%
6/1/2018 - 4/1/2020 $8,520.00 8.01% 1.88 272 91.18%
5/1/2018 - 4/1/2020 $8,020.00 7.50% 1.74 288 90.97%
4/1/2018 - 4/1/2020 $8,485.00 7.97% 1.78 297 91.25%
3/1/2018 - 4/1/2020 $8,255.00 7.74% 1.68 317 91.17%
2/1/2018 - 4/1/2020 $8,350.00 7.83% 1.66 328 91.16%
1/1/2018 - 4/1/2020 $8,495.00 7.98% 1.62 349 91.12%
12/1/2017 - 4/1/2020 $8,525.00 8.01% 1.61 359 91.09%
11/1/2017 - 4/1/2020 $8,805.00 8.30% 1.63 365 91.23%
10/1/2017 - 4/1/2020 $9,885.00 9.41% 1.71 387 91.73%
9/1/2017 - 4/1/2020 $9,040.00 8.54% 1.59 398 91.21%
8/1/2017 - 4/1/2020 $9,535.00 9.05% 1.63 409 91.44%
7/1/2017 - 4/1/2020 $10,260.00 9.80% 1.67 426 91.78%
6/1/2017 - 4/1/2020 $10,485.00 10.04% 1.66 445 91.69%
5/1/2017 - 4/1/2020 $10,985.00 10.57% 1.67 465 91.83%
4/1/2017 - 4/1/2020 $10,940.00 10.52% 1.65 474 91.77%
3/1/2017 - 4/1/2020 $11,720.00 11.36% 1.69 492 91.87%
2/1/2017 - 4/1/2020 $11,210.00 10.81% 1.62 508 91.54%
1/1/2017 - 4/1/2020 $11,800.00 11.44% 1.63 524 91.60%

Created by TradeStation: 4/25/2020 4:06:36 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: Weekly Trading Analysis
TradeStation Strategy Performance Report Advantage Miner - Advantage Pro - Miner ( Version 4 ), @GC, 15 min., 1/4/2016 12:15:00 AM - 4/23/2020 5:00:00 PM
TradeStation Periodical Returns: Weekly
 
Mark-To-Market Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
4/19/2020 $275.00 0.24% 100.00 1 100.00%
4/12/2020 $287.50 0.25% 100.00 2 100.00%
4/5/2020 $337.50 0.30% 100.00 2 100.00%
3/22/2020 $530.00 0.47% 100.00 2 100.00%
3/15/2020 $1,265.00 1.13% 100.00 3 100.00%
3/8/2020 $235.00 0.21% 100.00 1 100.00%
3/1/2020 $670.00 0.60% 100.00 2 100.00%
2/16/2020 $500.00 0.45% 100.00 6 100.00%
2/9/2020 $245.00 0.22% 100.00 5 100.00%
2/2/2020 $380.00 0.34% 100.00 4 100.00%
1/26/2020 $125.00 0.11% 100.00 1 100.00%
1/19/2020 $170.00 0.15% 100.00 2 100.00%
1/12/2020 ($475.00) -0.43% 0.30 5 80.00%
1/5/2020 ($780.00) -0.70% 0.11 2 50.00%
12/29/2019 $90.00 0.08% 100.00 2 100.00%
12/22/2019 $165.00 0.15% 100.00 3 100.00%
12/15/2019 ($355.00) -0.32% 0.16 3 66.67%
12/8/2019 $425.00 0.38% 100.00 3 100.00%
12/1/2019 $130.00 0.12% 100.00 2 100.00%
11/24/2019 $25.00 0.02% 100.00 1 100.00%
11/17/2019 $80.00 0.07% 100.00 2 100.00%
11/10/2019 ($220.00) -0.20% 0.60 6 83.33%
11/3/2019 $45.00 0.04% 100.00 1 100.00%
10/27/2019 ($440.00) -0.40% 0.23 4 75.00%
10/20/2019 $35.00 0.03% 100.00 1 100.00%
10/13/2019 $230.00 0.21% 100.00 4 100.00%
10/6/2019 $245.00 0.22% 100.00 3 100.00%
9/29/2019 $520.00 0.47% 100.00 4 100.00%
9/22/2019 $65.00 0.06% 100.00 1 100.00%
9/8/2019 $120.00 0.11% 100.00 2 100.00%
9/1/2019 $485.00 0.44% 100.00 3 100.00%
8/25/2019 $295.00 0.27% 100.00 3 100.00%
8/18/2019 $45.00 0.04% 100.00 1 100.00%
8/11/2019 $275.00 0.25% 100.00 3 100.00%
8/4/2019 $1,192.50 1.11% 100.00 1 100.00%
7/28/2019 ($257.50) -0.24% 0.00 1 0.00%
7/21/2019 $320.00 0.30% 100.00 4 100.00%
7/14/2019 ($175.00) -0.16% 0.51 3 66.67%
7/7/2019 $85.00 0.08% 100.00 1 100.00%
6/23/2019 ($430.00) -0.40% 0.41 4 75.00%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
4/19/2020 - Today $275.00 0.24% 100.00 1 100.00%
4/12/2020 - 4/19/2020 $562.50 0.49% 100.00 3 100.00%
4/5/2020 - 4/19/2020 $900.00 0.79% 100.00 4 100.00%
3/29/2020 - 4/19/2020 $900.00 0.79% 100.00 4 100.00%
3/22/2020 - 4/19/2020 $1,430.00 1.26% 100.00 6 100.00%
3/15/2020 - 4/19/2020 $2,695.00 2.40% 100.00 9 100.00%
3/8/2020 - 4/19/2020 $2,930.00 2.62% 100.00 10 100.00%
3/1/2020 - 4/19/2020 $3,600.00 3.23% 100.00 12 100.00%
2/23/2020 - 4/19/2020 $3,600.00 3.23% 100.00 12 100.00%
2/16/2020 - 4/19/2020 $4,100.00 3.70% 100.00 18 100.00%
2/9/2020 - 4/19/2020 $4,345.00 3.93% 100.00 23 100.00%
2/2/2020 - 4/19/2020 $4,725.00 4.29% 100.00 27 100.00%
1/26/2020 - 4/19/2020 $4,850.00 4.41% 100.00 28 100.00%
1/19/2020 - 4/19/2020 $5,020.00 4.57% 100.00 30 100.00%
1/12/2020 - 4/19/2020 $4,545.00 4.12% 7.73 35 97.14%
1/5/2020 - 4/19/2020 $3,765.00 3.39% 3.43 37 94.59%
12/29/2019 - 4/19/2020 $3,855.00 3.47% 3.49 39 94.87%
12/22/2019 - 4/19/2020 $4,020.00 3.62% 3.59 42 95.24%
12/15/2019 - 4/19/2020 $3,665.00 3.29% 2.86 45 93.33%
12/8/2019 - 4/19/2020 $4,090.00 3.69% 3.07 48 93.75%
12/1/2019 - 4/19/2020 $4,220.00 3.81% 3.14 50 94.00%
11/24/2019 - 4/19/2020 $4,245.00 3.84% 3.15 51 94.12%
11/17/2019 - 4/19/2020 $4,325.00 3.91% 3.19 53 94.34%
11/10/2019 - 4/19/2020 $4,105.00 3.70% 2.63 59 93.22%
11/3/2019 - 4/19/2020 $4,150.00 3.75% 2.65 60 93.33%
10/27/2019 - 4/19/2020 $3,710.00 3.34% 2.20 64 92.19%
10/20/2019 - 4/19/2020 $3,745.00 3.37% 2.21 65 92.31%
10/13/2019 - 4/19/2020 $3,975.00 3.58% 2.28 69 92.75%
10/6/2019 - 4/19/2020 $4,220.00 3.81% 2.36 72 93.06%
9/29/2019 - 4/19/2020 $4,740.00 4.30% 2.53 76 93.42%
9/22/2019 - 4/19/2020 $4,805.00 4.36% 2.55 77 93.51%
9/15/2019 - 4/19/2020 $4,805.00 4.36% 2.55 77 93.51%
9/8/2019 - 4/19/2020 $4,925.00 4.48% 2.59 79 93.67%
9/1/2019 - 4/19/2020 $5,410.00 4.94% 2.75 82 93.90%
8/25/2019 - 4/19/2020 $5,705.00 5.22% 2.84 85 94.12%
8/18/2019 - 4/19/2020 $5,750.00 5.27% 2.86 86 94.19%
8/11/2019 - 4/19/2020 $6,025.00 5.53% 2.95 89 94.38%
8/4/2019 - 4/19/2020 $7,217.50 6.70% 3.33 90 94.44%
7/28/2019 - 4/19/2020 $6,960.00 6.45% 3.25 90 94.44%
7/21/2019 - 4/19/2020 $7,280.00 6.76% 3.35 94 94.68%

Created by TradeStation: 4/25/2020 4:06:36 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: 

Performance Graphs - Equity Curve Line



Performance Graphs - Equity Curve Detailed



Performance Graphs - Equity Curve Area



Performance Graphs - Equity Curve Underwater(monthly)



Performance Graphs - Equity Curve Underwater(weekly)



Performance Graphs - Monthly Net Profit



Performance Graphs - Monthly Accumulative Net Profit



Performance Graphs - Average Profit by Month

--==TSBoundary-SPR Content-Type: image/gif Content-Transfer-Encoding: base64 Content-ID: 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szbSTm3qc6KCWkA7UJzTGfd0IuSACMHyBieNJrHRLUSnjCnzoEBEKMoWF6r93SyuLbcNHNrfN0msdEtRKeMKfOgQEQoyhYXqv3dLK4ttw0c2t83SEWwMEFozkZ/z3aBARCjKFheq/d0sri23DRza3zdJrHRLUSnjCnzoEBEKMoWF6r93SyuLbcNHNrfN0msdEtRKeMKfOmWYECi8rMFX7zOllcW24aObW+bpNY6JaiU8YU+dAgIhRlCwvVfu6WVxbbho5tb5uk1jolqJTxhT50CAiFGULC9V+7pZXFtuGjm1vm62BCkUScUsUw8ugQEQoyhYXqv3dLK4ttw0c2t83Sax0S1Ep4wp86BARCjKFheq/d0sri23DRza3zdJrHRLUSnjCnzqBQiZMKzyxlzjhzpZXFtuGjm1vm6TWOiWolPGFPnQICIUZQsL1X7ullcW24aObW+bpNY6JaiU8YU+dAgIhRlCwvVfu6PluA5BQd6771fd0msdEtRKeMKfOgQEQoyhYXqv3dLK4ttw0c2t83Sax0S1Ep4wp86BARCjKFheq/d0sri23DRza3zdJrHRLUSnjCnzqQodAgKiS7V5TLpZXFtuGjm1vm6TWOiWolPGFPnQICIUZQsL1X7ug0uQoHMTSax0S1Ep4wp86BARCjKFheq/d0ElRAmVV+VX+knhY4JDcObm+3HDvceosUKZpi55OL7d7fQBACFQF5hWfd9YWOCQ3Dm5vtxw73HqDjAcGqR2zjM8/k9YIAQqAvMKz7v8/r/P+gMWGCEaoDxSl+5qENjLLuqrXbx3v61CXznCsfC5zzOvWweOnmiF7YTmzn6CS4Xx6Yat9+fWoS+c4Vj4XOeZ1630k95WJ0rOrx9BJcL49MNW+/P8nAkPYYv+L+oMXPEwQAmMbcb3E8cnc9TAq0JHLLl43+OfoIwgFlejFPs+sTBACYxtxvcTxydz1IEIopOC1r1MXf6CMIBZXoxT7P8APmKazBz74fP+aYuWlSKVwOHLkfHGoQUQZQgSAjmA7bZ0NlkcXbcstvcnHOn1YTATadiYJXzXSSvYFteJuNswuymdIEIopOC1r1MXfQmCAExjbje4njk7jkZgVgWTMzxU3zNIEIopOC1r1MXfQmCAExjbje4njk7jkZgVgWTMzxU3zNKDGAYZeVVXJsQLethMEAJjG3G9xPHJ3HIzArAsmZnipvmaQIRRScFrXqYu+hMEAJjG3G9xPHJ3HIzArAsmZnipvmaQIRRScFrXqYu+mkeFSqLkC2w32yb5NORmBWBZMzPFTfM0gQiik4LWvUxd9CYIATGNuN7ieOTuORmBWBZMzPFTfM0gQiik4LWvUxd9CYIATGNuN7ieOTuORmBWBZMzPFTfM0hWuDwZvFspJlyduhMEAJjG3G9xPHJ3HIzArAsmZnipvmaQIRRScFrXqYu+hMEAJjG3G9xPHJ3HIzArAsmZnipvmaQIRRScFrXqYu+lSMWU3a3N9uD3eHIzArAsmZnipvmaQIRRScFrXqYu+hMEAJjG3G9xPHJ3HIzArAsmZnipvmaQIRRScFrXqYu+hMEAJjG3G9xPHJ3Mcy6QIlCsCsS8bzhAhFFJwWtepi76EwQAmMbcb3E8cnccjMCsCyZmeKm+ZpAhFFJwWtepi76EwQAmMbcb3E8cnccjMCsCyZmeKm+ZpAhFFJwWtepi76eB1JCJmwqm3Pky505GYFYFkzM8VN8zSBCKKTgta9TF30zJA5jG4N7ieOTuI0gZK+EqH3dIEIopOC1r1MXfQmCAExjbje4njk7iJVgkcDcPO/zx/kxf7OEAGiJI+2k9SxcDuK0qGHHWv/aqykuUsxZZjSDbHaoDYK4CsDBfoT1CXznCsfC5zzOvWweOnmiF7YTmzn6CS4Xx6Yat9+fWoS+c4Vj4XOeZ1630k95WJ0rOrx9BJcL49MNW+/P8lETJWFMGdV+7/UGLniYIATGNuN7ieOTuepgVaEjlly8b/HP0EYQCyvRin2fWJggBMY243uJ45O56kCEUUnBa16mLv6zxjCeYo8Kk6ztjWdv0EWGDGBVFM7umjBmuCwWm6HdVY3RJ0UwRJqd4Fjy/0BiwwugUDuJpcGsGgIZ4MHj1hY4JDcObm+3HDvceosUKZpi55OL7d7fQBACFQF5hWfd9YWOCQ3Dm5vtxw73HqDjAcGqR2zjM8/k9USQalyAeaA6yi0hd5T4+SeI/r/HRLbQQFtgv39hdXQNyMOi8Gx0f5pi978IAxufGEdI9gFAN2B519jx4+ZvNeJuPTwzZ+hPUJfOcKx8LnPM69bB46eaIXthObOfoJLhfHphq3359ahL5zhWPhc55nXrfST3lYnSs6vHqRCJGBjyRxhT+UwuIRRsjpH4gA4WesBvz1/nGLYaTcEAkcqi8qjzoBzHJUTRLUWsnM0CXhcrzHC3E36mqFIBScsEZd8jedBK8gWw4m53zS7AY0iQiqE4JGndxNtCKIQDGEudrm+eDuuBmBGRZMTHFHbN0iQiqE4JGndxNtCKIQDGEudrm+eDuuBmBGRZMTHFHbN0wBhYbmnbGHjjLk0IohAMYS52ub54O64GYEZFkxMcUds3SJCKoTgkad3E20IohAMYS52ub54O64GYEZFkxMcUds3SJCKoTgkad3E21aMHAwyzlPOc7YF3cDMCMiyYmOKO2bpEhFUJwSNO7ibaEUQgGMJc7XN88HdcDMCMiyYmOKO2bpEhFUJwSNO7ibaEUQgGMJc7XN88HdcDMCMiyYmOKO2bql03FO27fa8O5vNxFEIBjCXO1zfPB3XAzAjIsmJjijtm6RIRVCcEjTu4m2hFEIBjCXO1zfPB3XAzAjIsmJjijtm6RIRVCcEjTu4m2tx4a7lbObtbjac6cDMCMiyYmOKO2bpEhFUJwSNO7ibaEUQgGMJc7XN88HdcDMCMiyYmOKO2bpEhFUJwSNO7ibaEUQgGMJc7XN88HdJB1Cc6qOSYwGHi3LpEhFUJwSNO7ibaEUQgGMJc7XN88HdcDMCMiyYmOKO2bpEhFUJwSNO7ibaEUQgGMJc7XN88HdSGWwClM4bGQ8zNS+pGkBJXylE+5pEhFUJwSNO7ibaEUQgGMJc7XN88HdQKsNjlZg42+Of6SeFjgkNw5ub7ccO9x6ixQpmmLnk4vt3t9AEAIVAXmFZ931hY4JDcObm+3HDvceoOMBwapHbOMzz+T03qGYFFXtFE6/pTFowgUlehUPu6BDhxTyVCm2z/y+tQl85wrHwuc8zr1sHjp5ohe2E5s5+gkuF8emGrffn1qEvnOFY+Fznmdet9JPeVidKzq8ens/wCTAsvxpMLqFU7q/wCcYto4pQKHaUx86i4LlW4y2y3hmzRS9UUZec4a4VmSePqTxMEAJjG3G9xPHJ3PUwKtCRyy5eN/jn6CMIBZXoxT7PrEwQAmMbcb3E8cnc9SBCKKTgta9TF3/mZnCwarH2Yx60F82rG1Jd8rj8aCitimVAfKh/nmL2xugib3U4ZTGmGlEwkLvzDRsCmhzvFZQ3lf4YcuOArKowN1mDTaBL3CDyikwXyapicPN9u2mLd+OdKEFBRVzgRJkyHnSi5IEZxfAmb40mscFlRYecC/GhQMQqyDYzuP2dJK4ttwU8SN8TSaxwWVFh5wL8aFAxCrINjO4/Z0kri23BTxI3xNMwSCCLJc3ODacPwKBiFWQbGdx+zpJXFtuCniRviaTWOCyosPOBfjQoGIVZBsZ3H7OklcW24KeJG+JpNY4LKiw84F+NXBLAVE+KbwD5OZNJK4ttwU8SN8TSaxwWVFh5wL8aFAxCrINjO4/Z0kri23BTxI3xNJrHBZUWHnAvxoUDEKsg2M7j9nSSuLbcFPEjfE15TmCJVgr4WVwaFAxCrINjO4/Z0kri23BTxI3xNJrHBZUWHnAvxoUDEKsg2M7j9nSSuLbcFPEjfE0mscFlRYecC/Gq1kaDcXLnZmMcO/CSuLbcFPEjfE0mscFlRYecC/GhQMQqyDYzuP2dJK4ttwU8SN8TSaxwWVFh5wL8aFAxCrINjO4/Z1njFbQKHNhEzfCeyIb5ZWWHlw4M6fZxpghWOMZTwmYumTIaRUSu4ENkxoDiKA1xhtYMn/ADSAa9geRDao/Z9YaXYQBmrpNY4LKiw84F+NCgYhVkGxncfs6CSgpXIKfCJ/jRhit0c1suymaPcBUUjk4dm+P4JGhkBVKUp8mnLBQ2DeQwRV5tuqInDzfftpmTfnjSIWIN5S5a5y42MH0J6hL5zhWPhc55nXrYPHTzRC9sJzZz9BJcL49MNW+/PrUJfOcKx8LnPM69SaxwG1Bj4wj86KaPxCMB5G95Qm1ZbADRWo8QeJvV9ET70F3QN9s0ec4/zzFpREgsN3QBeySANYDq7xscTT5XWILxmkznG23P1Z4mCAExjbje4njk7nqYFWhI5ZcvG/xz9BGEAsr0Yp9n+T5SkOEyPhegTBACYxtxvcTxydz+SgVSlMrA+VDRtKrCYN5lClMf8AiCQSSOCGbZx7Z6hYrA3iiM8YXP8AimLAiPnw85d1z/FacVUqcjH7vRWrVlqMIK8s/wAKyWH4VQHY8PWKIARovhMmmIzATWHgQ++d9IvU5iB25IgcPv6UYQISvYon3NIhyYA4CpDfd/5PWFjgkNw5ub7ccO9x6ixQpmmLnk4vt3t9AEAIVAXmFZ93ULESKoVJ0ri2njW+/UqAzGQwzGX3LOFFsyMMHAuL4wmiezQkhTC/f3V0CvAIYzzOMKzjQJxBTY5K+WGNj/qMFD8RVEgg5YHHN1dpDzZiPsPv/CKCJFZQlZ1T7moI522cwcIY5ZnjSYXUKp3V/wAkxYs1/WDShEC4mdFMYYIrtUG588XTKAkWWGQRibUm2lhJyKCHE4HKbXvRFN+FQj5s+fpPlkJQhU4c70/+TTAipeXygrwEiTj6s9Ql85wrHwuc8zr1sHjp5ohe2E5s59YYXUIA3V0UlJdbMtqoDnAsVtWVzbbgp5tb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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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zgrr3QeiDmGQf4Dy3RuI5BaMH9I8npAP0lQU17ok8MDHHIOCa/QPLnh2RT74FOFuj9I/IILX5k/utl60mq660VQczRPBH+cU4NJ+GdxCnRsIeBDim3wa8FeE8FeeZKDWPgDkmaXSyZMUTrgNONlFedOcUWy9Bw3icTnMMEIte6Rd4fwWNL6Fw3Yr7W6xdVBrHwByX4xLmxuAVbC07jC2mI/DbE26P0jzopMmFEasxK1hdpez3IgGYOdmlbdm+IRa1weOIsLnaVsu3E5JrvjtaG70xrNINJUmnytaP0iE7UvXuaY4RsD5LRsLZdWRMEVRIaTGa/6tn+fNfDDL1yk3s0453RMIviJTW/CyEbSeWtLpcYhOYGXo33kzUbpLwq2clOi0MQMmhMDtI0HmV4X/AOkIcJiYnJaSv8jt6YXEAc1quB6LWe0dSvFZ3KGaDRujJwQ0lACJ6LWeAeZQ0bYO+QbNAJEi9KuO0QfWaoua0MHAWN1bsTvlT8N0dE1ly65syeKLbwvXslMiLIWj9I87HNTOrMwnibxuXRZfg3eKgL8WY/223L2rMqBYbuW6U6b5eP05Wlz3SSjom1a4HVA5KHCOq/FmP9qc1kgnjbo2aJ0ETKLnukmy6x8C28x0FRf1SINLA1mkgBD4j5i27pSSP5YV57pNnhu+ll5wIB2Tg8X9gi4mpTXQXcgpgjkbdH6R5/SEfpNly8bvCVIT3CNQSUGjeYtvClZputoSJwS0kHkpc4nr5XxX91l0uJA3TYWOiRwwH04NH6R+QOe4ukuOXVBo3CFecXZRRfBE3YhB7S6RxRe4uk8EW6Nj3N4wviy6bl5Q0EnktGTo37Q3LRmDAmVDWk9Fo9Ecr33TtR1wHMi3UaXdAg5zXCTFQn3ib/8AKFLdG4jkFATGneYWhbo2uddEZIjSte0RwQOivuMp/wAe+x0alM7Ic0jrZI0b/omh2jeATWiB0V9xlQbYa0novCf2qHNI6p98mnBXWznNU2+TTgm/BD3zM77AwzG+FeaXZRXBo/SPP5EdUfU772hoa+phF7pgcFdaHZTVBrHQLvBD4lb0yg5jII52fCL9oxki5xblFEHBlRzRaN5A/dfjXXNjcULxYWzWqPw2xKLXibpT2jIOKax0SOCvNZDv5TO+JTJtomXCKcV+MA507iUPiNl0cf8AOKLToX0Mf5VBoyCe0PoHHdY9wcyplfjXXNjcUxpyLgrzGweqDmGDeT3f8TrRACu6LRvF8xY5zDBCLXukXeCZ8NsTKc+NaYQnfg0fpHn9eDq3V4bT8l4TO1eEztQJ0kwcrqLWtaw8Q1S4h9Mi1S0hlMg1BrmteeJavCZ2rwmdqn4bfovCZ2rwmdq8No+S8JnavCZ2rwmdqP4ba8l4TO1eEztQ/DbTkvCZ2rwmdq8JnavDafkvCZ2rwmdqn4bfoiRpIk5XV4TO1EfDaJ4BeEztXhM7V4TO1T8Nv0XhM7V4TO1eG0fJAnSTByurwmdq8JnavDafkvCZ2rwmdqH4bacl4TO1eEztXhM7UGjcI8+XcE4OiRwxOoAb0BUuyJn5YdWJ5ql3eZ4rdcmMOrH0lA0iBKrF0zGGlSt12YWtFRIjDGTeN2USYisfJODokcMLjSIMCFc1b85wg7jhdVpqAKb1S7Imfl58g5FZkk7zidnrGVF53XjhuyR0VXuV6T0w7Rb0Qqf/AGr0npww6zQVer03LMnrh2jHBGpg7lmSTvOGpJHDgtp0zN5ADdhu1zlRed14/wDwDH2K0lX6rqa5Qd8PayqnEirTEAyh8QXQGE0Mpt9l29lVaO4eNOKvCrfh3oQ1Z1S5Nb8OrhI1lo7o/UCJotnXvXbqdeZrNigK1gAeX+hHn9RWjbqm7mDkU/ZEkERuU6S6BdLaFD8PRCN4FUx36ZT66jmx0VbghhbmmO/SIQc27Qu/dS66XXr0HJEBmjZUbP8A5b//xAAtEAACAgAGAQMEAwADAQEAAAABEQAhIDFBUWFx8RCh8ECBkcFQsdEwYOGAcP/aAAgBAQABPyH/AK+RvBwHi5E0SnFlRqHIszIYCCGL3JxZIIMBkPIQUSKG5+mhkDWvolimm9YRNgEZvKFoCjZOk4AJJcQBA2QhwCFCzUBgC5J5TkxROEQiAaxynJiifoDADGRc5uKhRqACbJ0nABJLn9utxrSlFmo1QRlnIQUSKGdkBgD5rRLQkYRzH8aadiRQBsELEcoq4ilauGTOCkVguoHQIOWBt4OSOhkoEG9PzDvfUKEe0IoyQV6W0rzUuJrkbwPE1qF24oN2zmTrgbr83DLTGgbN5QrxQCey2h4z0fjOoQmUst55oZIQUi0HI6QpyrG+Yr8wiCIJEEkEgClW8WFlbC/ig7hhLC55aCEIOQGQNKNhQRLQ2DcRaHpLUWEdYYoagC/8ICAADMwwimeYehta4jR7RRDMjpdqA4z/ADneS/M1tcWaUEx7y5pBFr+KDuGEsLnloIelRqWWs9oIwUsio4migBZtlmD0BSTcHsiWABRzFrW8eQIABCLP+RBBIAHMd/ThTQOCEL2Bf8AMgDWvpKCBMj/8LO2Ie07kX4hLmcl7/wDg/eaiAdLzz5hmmsx0JH9J5tHm0ebR5tHm0ebR5tHm0ebR5tHm0ebR5tHm0ebR5tHm0ebR5tHm0ebR5tHm0ebR5tHm0ebR5tHm0ebR5tHm0ebR5tHm0ebR5tHm0ebR5tHm0ebR5tHm0ebR5tHm0EQmMl1/AfNb8eYaKLb++KqyDGq1x2ORdWnXvjNF5Cg/1jFl5Aw/1jqswzq9cfw2317MgJ0Zhlog2a3pjJgSC2h0xEoUCesZKIol+2N0CPeN2CPeAMRJEkcxAyliiHUegLFgjvH8Nt/AfNb8bIwJ1QxFqwHYxlsIjmsdpYXWO2sLrGGrA9DH8Nt9aZAFyVUO53EQHUX0r5TWpciH+IdgZyGctxC2EBzctqC7mfuEHXELYQHNy2oLuZ+4QdcTXhu2r9y2oLuZ+4QdcQthAc3Lagu5n7hB1xMjEAIzTr3UtqC7mfuEHXELYQHNy2oLuZ+4QdcQthAc3NQA9w3pM/cIOuIWwgObltQXcz9wg64hbCA5uW1Bdwkvh0E/K6hbCA5uW1BdzP3CDriFsIDm5bUF3M/cIOuJzAmk0C9PntLagu5n7hB1xC2EBzctqC7mfuEHXELYQHNzUwO61suZ+4QdcQthAc3Lagu5n7hB1xC2EBzctqC7nw231qXUQRqcRFS48tDKCc+a34yYEgtodMRKFAnrGSiKJftjdAj3jdgj3jBYsEd4/htvryREApoNY8eCrvsfVyuANPQzjJKA39WRgTqhiLVgOxjLYRHNY7SwusdtYXWMNWB6GP4bb+A+a3+qwnNA48ts6H65hootv74qrIMarXHY5F1ade+M0XkKD/WMWXkDD/WOqzDOr1x/DbfWoBoE2X9Mu5mV+dabcYELACnLbmGEVwWe78wlEZ3xHa1cRXyA9ThKIzviO1q4ivkB6nBRgHRtHa1cRXyA9ThKIzviO1q4ivkB6nKljKqO1q4ivkB6nCURnfEdrVxFfID1OEojO+Jujc6CK+QHqcJRGd8R2tXEV8gPU4SiM74jtauJkdAbK24zhKIzviO1q4ivkB6nCURnfEdrVxFfID1OU1jI6R2tXEV8gPU4SiM74jtauIr5AepwlEZ3xGEhBG8V8gPU4SiM74jtauIr5AepwlEZ3xHa1cT4bb61EBSTSxAESAXtaT/EaqgANg2nzW/GyMCdUMRasB2MZbCI5rHaWF1jtrC6xhqwPQx/DbfXkwnWwcUIpmo1748w0UW398VVkGNVrjsci6tOvfGaLyFB/rGLLyBh/rHVZhnV64/htv4D5rfjJgSC2h0xEoUCesZKIol+2N0CPeN2CPeMFiwR3j+G2+tRR7FS/wARDADvwH+IoSMVA/2Q4A4ITIGhAEAkB0OYjMGLUv1DZdBZwgCASA6HMRmDFqX6hsugs4CgOK2ZiMwYtS/UNl0FnCAIBIDocxGYMWpfqGy6CzhpBBJp6/BEZgxal+obLoLOEAQCQHQ5iMwYtS/UNl0FnCAIBIDocxtTBYaqX6hsugs4QBAJAdDmIzBi1L9Q2XQWcIAgEgOhzEZgxairXDf+/mEAQCQHQ5iMwYtS/UNl0FnCAIBIDocxGYMWpfqGy6CzjV0UDVxGYMWpfqGy6CzhAEAkB0OYjMGLUv1DZdBZwgCASA6HMKyRAtDbSX6hsugs4QBAJAdDmIzBi1L9Q2XQWcIAgEgOhzEZgxanw231rA6qb1CR+3PVLOHHRCpICfNb8eYaKLb++KqyDGq1x2ORdWnXvjNF5Cg/1jFl5Aw/1jqswzq9cfw238B81vxkwJBbQ6YiUKBPWMlEUS/bG6BHvG7BHvGCxYI7x/DbfXgIAEGiDrDiwCUWRrGyMCdUMRasB2MZbCI5rHaWF1jtrC6xhqwPQx/DbfUsT/YMn7TYON5O6CMwQH39GwCRpaE7ZVKaajVUARuG8+a348w0UW398VVkGNVrjsci6tOvfGaLyFB/rGLLyBh/rHVZhnV64/htvqWpMDBV+YZrw2PVs/1DmCBo+igdKHlyIKJJdO6kbBZAAtjmDADACZg0IEgkAqxxEZAzTl+4bCovOECQSAVY4iMgZpy/cNhUXnAAKEiwDnCMgZpy/cNhUXnCBIJAKscRGQM05fuGwqLzgijcDXGjiMgZpy/cNhUXnCBIJAKscRGQM05fuGwqLzhAkEgFWOIgHF6Ej58cv3DYVF5wgSCQCrHERkDNOX7hsKi84QJBIBVjiIyBmnKKLnQXwwgSCQCrHERkDNOX7hsKi84QJBIBVjiIyBmnL9w2FRecQN94F8+OIyBmnL9w2FRecIEgkAqxxEZAzTl+4bCovOECQSAVY4gBnZOZfuGwqLzhAkEgFWOJeDC6HZn9+g7QgSCQCrHERkDNOfDbfU8yLkGNBW6PauGbO1Anh+a342RgTqhiLVgOxjLYRHNY7SwusdtYXWMNWB6GP4bb6oOdq6odwVCgUhiW++AGE72KihNs1OvfHmGii2/viqsgxqtcdjkXVp174zReQoP9YxZeQMP9Y6rMM6vXH8NthZLACMWA/c82jzaPNo82jzaPNo82jzaPNo82jzaPNorEgOofJ2xsQHZ/SDI0MF3sTDFgiI+goF1lROIrtajy0IotT5rfjJgSC2h0xEoUCesZKIol+2N0CPeN2CPeMFiwR3j+G2w/NbcHu8ATL0TX3IqChFkABqN5iaWnM2Uypf2YYJIUIqZlkp2MD5PfHWuQT9iA1TUaQexn2z9noCDAAii+9GMYAslQFc/aHUGwNLvJwSxYASqteUIZFkL3isWeozi4vQxCGRZC94rFnqM4uL0MQBGsM0KMViz1GcXF6GIQyLIXvFYs9RnFxehiCSyB2zisWeozi4vQxCGRZC94rFnqM4uL0MQhkWQveK0U1BEZxcXoYhDIshe8Viz1GcXF6GIQyLIXvFYs9ShNbtWNoQyLIXvFYs9RnFxehiEMiyF7xWLPUZxcXoYitpsAisWeozi4vQxCGRZC94rFnqM4uL0MQhkWQveAxLOFUZxcXoYhDIshe8Viz1GcXF6GIQyLIXvFYs9T4bbD81txDrC0ZfjLH8nv/wAHJ6y6A/MIkGyRsvbD81vx5hootv74qrIMarXHY5F1ade+M0XkKD/WMWXkDD/WOqzDOr19T0TZgIMAAgINgjX1+G2w/NbfUmWhIXl3CITGS6wBuaQFAd58QpgVgAc5RYCCwZgQVBXwkQU3p8nvjkQQMyYSBDBziIBCYQN2AGQBLajSPHgqr7DGTAkFtDpiJQoE9YyURRL9sboEe8bsEe8YLFgjv1oOJFNhAioAR9vX4bbD81t9dYIi0CCgIDBpiBI3eY6m1hA1QJgQqyLsmuYhE59InNb+nye+PYrIg/wTGAJJsEa/iAIIUMPzW/GyMCdUMRasB2MZbCI5rHaWF1jtrC6xhqwPQx/DbYfmtuKSSU+9p9PmCavLOC6CAh/qPEEqyNE8gX9y9EGsX9v1DhALQIcPIn9w4cATEXrjpCdgc8CgAAAAyA9CrJzkQ/GcK0LI3/y/c1EA6XnnzBsHOQyluYWwiOaltYXUz9wiq4hbCI5qW1hdTP3CKriacO/UO5bWF1M/cIquIWwiOaltYXUz9wiq4mRgBHzt7qW1hdTP3CKriFsIjmpbWF1M/cIquIWwiOamgBsyZv8AMz9wiq4hbCI5qW1hdTP3CKriFsIjmpbWF1C2srwfh3pC2ERzUtrC6mfuEVXELYRHNS2sLqZ+4RVcTiOk4v8AH/ktrC6mfuEVXELYRHNS2sLqZ+4RVcQthEc1NSPyWy7mfuEVXELYRHNS2sLqZ+4RVcQthEc1Lawup8NthEEgABCTpWeBTwKeBTwKeBTwKeBT7WEqlhNmYrcFAAAWABElk2cQyDJGQj+BUVXRXYF/8z5rfjJgSC2h0xEoUCesZKIol+2N0CPeN2CPeMFiwR36v6SoBGacZJQG/r8Nt9ezMAdGIIaINGt642RgTqhiLVgOxjLYRHNY7SwusdtYXWMNWB6HrpDUX/cAhmzI+3r8Nt/AfNb8eYaKLb++KqyDGq1x2ORdWnXvjNF5Cg/1jFl5Aw/1jvKlfkRauIpBqMXw231pikwMIA/NzGKdQ9K+U1qXIh/iHYGchnLcQoECAgndy2oLuZ+4QdcQthAc3Lagu5n7hB1xASBUeYJsS2oLuZ+4QdcQthAc3Lagu5n7hB1xDBai7yltQXcz9wg64hbCA5uW1BdzP3CDriFsIDm46bbgZn7hB1xC2EBzctqC7mfuEHXELYQHNy2oLuU5XauuIWwgObltQXcz9wg64hbCA5uW1BdzP3CDriOkU1JMtqC7mfuEHXELYQHNy2oLuZ+4QdcQthAc3CAF2yzvb8QBZIBE/uoWwgObhpojIA20Y0SZkjaFsIDm5bUF3PhtvrUuogjU4iKlx5aGUE581vxsjAnVDEWrAdjGWwiOa9QpkT7QygGqTd+tpYXWO2sLrGGrA9D1AzIxKG68hgv69fhtvryREApoNY8eCrvsceYaKLb++KqyDGq1x2ORdWnXv6iScWmp2grJ9TReQoP9YxZeQMP9YWjAgYH++lVmGdXr6oFgAF36i1cRSDUevw238B81vxkwJBbQ6YiUKBPWMlEUS/bG6BHvG7BHvDuJHoT26YmhAWLBHfqUEibJI3HxOTAPX4bb60hAmPIAT9yIZUOAVqc1cqAAAXEMoUQAq7VnCURRL9o7BHuM5uD0MwlEUS/aOwR7jObg9DMCADbUihHYI9xnNwehmEoiiX7R2CPcZzcHoZmVuOe0dgj3Gc3B6GYSiKJftHYI9xnNwehmEoiiX7TRFAZk6xnNwehmEoiiX7R2CPcZzcHoZhKIol+0dgj3GllPkdtYSiKJftHYI9xnNwehmEoiiX7R2CPcZzcHoZlN5baR2CPcZzcHoZhKIol+0dgj3Gc3B6GYZxIDmFV7Swj8tIzm4PQzCURRL9oACaxN/iK7SISRMJRFEv2jsEe58Nt9aM1QQJf6TX33n4+YzofLnzW+BlKFEGpi8BnmHJnNIay/6wZhootv7wMpQog1MLETZJnM4KrIMarXHY5F1ade+M0XkKD/AFjFl5Aw/wBYQylCiDUwsRNkmczKrMM6vX1OJTobZriFTIn2g9fhtvryYTrYOKEUzUa9/QTxR04v9Qw5WF/f6gciQtGcBnAZQ7j0JgSC2h0g03BpjNMIisBKFAnrAWJkiUjIQgAQQAg6V6EoiiX7Y3QI943YI9+pAAkkAA1qEIAgiiDpA5Ax6M/QFiwR36FFRAn7wE3opr+hKAapN36/DbfwBVYVgNSO/M8SP9h50DOoR54mWEowDqUhH8cfADIOb+/EsBuk2iY0LMK4JJwTSmkEQSXFTUDc/wCSgGrTf0LVgOxAoZAweJH+wDMhA8BbCI5r0pOJFciLVxFINRgtLC6wsFgCF369LawusFYl8zbc0giCQiOWAzEDVgeh6ERmYlPMn/J2grJ9fhtvrUrUKaMqEh9+eqeUUJGKgf7IEGiQANefTmkjSz/2C4jLKPoQo80QFHHaURYEElc8S9bI6PgetLL8iyf3OvGxJ/7CT2YAW11Hl/cMg4MEXIBqfBEAECNI6FPKCoyLd82m2epvSZolNqX2gwQYQN2cvwfxBBXJT/xNahKnRR+aQyzigtfehAxM2Ag5mfHwhhdgQsYVQk5A/KBiJskhkYFeo2fzKDgWDAQMs54FD2iSSP8AI6zAut0tHhkn2hRQ1ebheg5koAbFwgHTnuOobiMsoei6nurnL9U2XQWcBXota2vUGNARENZoS/UNl0FnCAIBIDocxGYMWp8Nt9bmZUP4LhI/bnqlnBL8IKVIqdhP6i6/MICwmgBrHTV1Vv7zsJ2E0FpeYQFhNADWdhLIz8iiNiiRRBzOwnYQQTNGEcOZQSTDgjzQKOmrqrf3i/7TALn2nYTsJrZKgEG6ggmaM7CGQZi0gZ2E7CGQZgnnBRGpAQur/c7CCCZIIf5KQaVATsJ2EaBIAAAr5UEgxBPKdhPN52EfBxkUT4c7CdhOwnG+HEIAiRkzJYOlk0Yhv9FH1+G2+vIQEEEBGlen+R78QgCEEWCNIccBcff/ACERmIH6kJKOjL9nq/qCKOYwDoiyJIx4Tkyf0vkXoNZOioPQ/RZmjAImIBREcWMHw238ADbZsFm4gGZCBwGHEZgQ7IwmOd+YbryGC/qC68xgv6ghNSsdT7NxhNPaDpiyAMwIEAQknVwNSWAFDKPCc0DmmB5xnkH6maagKidX6vKbOxQi1KVGgX7/ABCTBAkZHeDpmyJSIQACSaAGsAxIZLuIFDUbaCi9gaX94KI9CM6+whI0IJBvx16PCc0C9AgkDYIO4HLQE9CCiPQjOvsIQgCCKIOnq8JzQOeRR4TmgUoBqm3cKjkDBQDdNvBidSJkXQ79BXVZLRUJjxOYGD4bb69qqAI3DefNb/VowIGB/sH0WZqhMOIyAj1cBSHUwqm4BodkaTSCIt6FEIgVgGvUJnA5w7iIBkYL/wCwycxT6QhjpAEzgBRgEBWPxO0FZMWE2BkIr/DAioAB94XImPRnHPBZYKAt3ECIMMn8B+oxkwyPwVKAbtt1CIZYHIQQlMaLCgYZMGJEwEFAQEQLAALv16JCDgyd+oQx0gCZwIrAEfeHTcE2McrgDT0MzJX2WZO3MDDEFr/fPpScSK5EWriKQaic5JZO03xTvSoUErND8P8AWD4bb64hhRsFkAC2OYNWeJsd54FPAoEGiAks3GcNxmQjEKB0p/YgQOhP7EFxmYjM8CngUDmfACVfLngU8Cg1Z4Gh3ngU8CngUKG9nY1Wk8CngUKGtnQ3Ws8CngU8Cg1Z4mx3ngU8ChUy4ISr5UCDRIQGTjOeBSlOJhYngU8CngUDmfACVfLngU8Cg1Z4Gh3gQaICSzcZzwKeBQas8TY7zwKeBQoa2dDdazwKeBTwKAZkIH9fVzRqFGx8wQNYtNkBG81n+ZRAmdSjw7hIO+Da27IIS5ogFQoBt3AJXubTeEmCBZkl7BHoAgUc8zp1ALgTMI4TVW6cbwiPR72m4WWU7QHTCFaYMjb76QoIzCxn2hRsfMEDWEgWgIwMucjLuBsSTyf7jOCIWMByqZ4mSBi33lECZ1KPDuEg7/XByEIwQG6M5hxBAYIYaELL8QNQzbW2bwsyEPD9wQAaQCHQYOmU7ce1pPCYAihr/wCpcgQEw9BYcKAJmiybPChbQSAxNUTPmSf4jVUABsG2G1IdVUZmJQEMaDzUEBujOYcOaEUgaW2ie2htLZZQOUgQwkxOGpqC3A1DNtbZv/8AARlJo7gPtBFhkW2Ad4FOgv7VQgTzm0OiMvgQpHLqKQAz73sYwx2PAMotsgOzO42ZmY28wUj5Sqvea8yCKsCJo9g1zz2U7mIGCVRhGPACf/RCmSYPwBC6gp2oIhOyMQ06qW4Khib1yhCT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GvYUw1wP9I+8TPSfq0zk2uB8bk0NiXb00wLtJ2o5QD9qKQZ/0Wbsp1ig7qkxeyQqA29Ebcl1hAiRY/0j7xhgEl3GFHXbdpF82s6puyMk67rw68n9CQGzTctFe2tEQEC0GRmixgMDeFmJWezKzMTZU7aLMTbmJQg9WLMxNhqsxNokjZbmJsoZGxZibcxepNuYlVMCzMTa2CDxtzEp/pH3iYXOA6pz9l3rOZd6zmXes5l3rOZd6zmXes5lB0mj+VE6GN1ECXaKRlULX0fyEX9MyTxC7zR/KEu0RjKoV69op3yEbr9GJ3ELvWcyeWuB6oy98bXNgxOZTjdZ1jOt+Yes4DzTGF7Qbo2p8EOBoo29nutnst3a7sD/AEj78EI27FEDzUNi/nEI3gIC6xj2UtMjsa2TeWQw0w17CmGuB/pH34K2f5MCcfjyUNVNYZK6DkMAnCLp8lNvHBXCIqMHHBXCIqMD/SPvwK8HGkTVFwcZId7J4b1oNLxWjeQAWgfC6OkZ2ZCVlTfZkJsyWQm3/MUJAMLIBZCbDRZCbcq25CbKiFkJtytyErKzITaDEHdbkJT/AEj78CBLRI2om6JOahou+Sbo56kZRsV7jEwhf1tvYhTJVansKYa9hTDXA/0j78EyJ4BNN2DdHuoc5tOK12/NnHAJs4oOIUIRUYOOCuERUYOOCuERUYH+kffgujZe60AIHgtHSJ1sd0Zrrty3qlm7td3a7sD/AEj78CF19djYRdOd6m6E4GX3UNKJFAmjSSf5VsyPkuFmR8rKbCr3WlAGVFVkfJCfmzI+Vh3LI+VuVuR8rKrI+Vsx7W5HyVLMj5WiRW3I+Sf6R9+BXqzwcUTGahqYH5XAiSRIoK2R/A1XG2AgSRXjhEVGDjgrhEVGDjgrhEVGB/pH34JNfYJgrqwnF2ygww1SZBGLd2u7td2B/pH34Lo/SMMN911sdewphr2FMNcD/SPvwJrYz2oy2lY4wj0kMu51Wj6wyAUWXpEb1DZUzO8QhURsULPbvUyIUTWyZEIAHZStkyIUIwajMSpkQosmaeaiyZEKF1TPupkQosm8Nm1RZMiFBMe9kyIUWCtN8qLJkQn+kffgTTuMoy6lY4SjeMkrR+kW3W5KTM2Xopgkiht3dru7Xdgf6R9+CS4gDimQQYaLKK6QEd3Y17CmGvYUw1wP9I+/BdH6QoCpK1XSutN4bFFonCIqMHHBXCIqMHHBXCIqMD/SPvwMk5BZEEbCtH6AslLPKwt3CbLu2xo/xGLC45C0OG0TZSwt3CbLu2yTviwuOQtDhtE2GNlhbuE2XdtknfFhcchaHDaJsMbLH+kffgZbvTulDTe2ZoDo2mN4XdM5V3bT7Lumcqno2/C7pnKp6Nvwu6Zyof0204LumcqI6NoncF3TOVd0zlQHRtMbwu6Zyru2n2XdM5VPRt+F3TOVT0bfhd0zlXdtHsu6Zyojo2idwXdM5V3TOVAdG0xvC7pnKj/TbXgu6Zyqejb8Lumcqno2/C7pnKu7aPZd0zlRHRtE7gu6ZyrumcqA6NpjeF3TOVH+m2vBd0zlRLABO7wSmeSrmDFrBFCc0SYiseycHRI3WdUtG8lAwKRKrF0zFpBi9SKKl2RM+1rWjaaokxFY9k4OiRusluflK6sEwSaQtlyYsJX8ZMRQql2RM+1rbpbXYQiTEVj2Tg6JG6yQqXZqStlyYtzaSYy2Kl2RM+1rqAG9AVLsiZ9lsuTHgcKLRwMo1MHYsySdpsHWIjcgS53Hir0ny3W1c48dyi87z32guaJ3wjUwdizJJ2myJI8lrO4ner0nytq5x3cFF53nvtvI1MHYsySdpsjJazuJ3q9J8rTLnE79yi87z32uz6xlRed571ek+X/4KyXXReE1hNGieXCOt1pWjdGumEshr8qqZrBTWNbeNwGSVowKXjX2XXeWOkxOSu7HD/0hkbHSr7NusFo29W6w/K0TadQ1R0bbt3fuRGjgwwZrRnOpve6LTdLTNUNzB/8AXf8A/8QALRAAAgIBAwIHAAIDAAMBAAAAAREAITEgQVFhcRCBkaHB8PFQsUDR4TBggHD/2gAIAQEAAT8h/wDVajr/AHIABAQcEQBCAAZJmcaEv7CfpoAsAcmEgAAZQe/h/TifpoAQgAGSZnHiKBHHFE/t1qOX6a9Z1MUThEIgG8cTqYon4AggATkOPCkqubMIRBDIk4gMlH0Im04v6JcQgZDnVTROAwB8rZAIImCIk2BTNHAIImCISAJJQG8LQFGydoQkbiS4zo+hE2nF/RAFT4GQnUxROByHULwnXMAxP6cS9YDFACU0/wDN2psHob3h2NWAQ84+ZgLd831+JRAQBMFOdf64/sIcCpgFkA5pxjSuaTs9IwwDBAvSjeCCNwG7QLWyCwE4FXiHvGlAgC8QUAQAEMDlmMJoPYxbm04F7eEIPuT/AFGdiaCDQ3XzMP4Mu1/Vx3YhQkvbr6xrEINkeeLHZUSF9jv3S12k9pvbnMANNxlkrNVHX749F8wRJQKvsGzbPnAnjIRbgzmcoGaQLO6CXYclnVAQAAZmGEUz1gIzgYkQ2rmCDN9038gLUNyJHJ5OOMlwGwxcECgBArDELyBJK1nVLiG+QW3hzjvDXQzHTW+IiGkV7izUIAiAd9q3oRLAAo5FrXMK3UQwABO/WFUkQXBlQwhJYKHVKNy6wKiwsrYX9UErWVuRZ5AGE9AtvDn+4a6GY6a3xBJboBbJeLhChiAjgRh42dkks9bgj0EyO76zvI2va1nMo+MXzC/k11diydDFAv8AwAAAADAH+JsAan/8IZAQjNHpKXD1s2vmFPtznNf8jqiHTwDiA6kenH7aP20fto/bR+2j9tH7aP20fto/bR+2j9tH7aP20fto/bR+2j9tH7aP20fto/bR+2j9tH7aP20fto/bR+2j9tH7aP20fto/bR+2j9tH7aP20fto/bR+2j9tFYkB3D6nj+F+m40Cy8Aw/jRY5F1ade+nIaKLb89AsvAMP40VWQY3W+nIaKLb89AsvAMP40VWQY3W+nIaKLb89H2fP8JWfAASExswIulodgj38fVfEY1uNJMCQW2O2h2CPfQShQJ7aSYEgtsdtDsEe+glCgT20kwJBbY7QkAScCE3JY8Ps+f4X9NxotrC7eN5UCiekFaihdNLIwJ3Q0W1hdtBasB3GlkYE7oaLawu2gtWA7jSyMCd0NH2fP8ABSNlbCLbjdy3QkOkNVL/AKVngb3DtbF0IdJaUF3gbLA6XMfAYddZuRHLhxXr6QNlgdLmPgMOustKC7w4OB6qv2Y+Aw66y0oLvA2WB0uY+Aw66zexgWdu8DZYHS5j4DDrrLSgu85YdVw7bb+kx8Bh11lpQXeBssDpcM5I2xGefrlpQXeBssDpcx8Bh11lpQXeY2B3sgmPgMOustKC7wNlgdLgJfR2Efb7y0oLvA2WB0uY+Aw66zYwHKlsKBssDpcx8Bh11lpQXeBssDpcIudQ5j13lpQXeBssDpcx8Bh11n2fP8FKAYiFiAQoMhWYkBFakMZQojlaHYI99BKIol+2kmBILbHbQ7BHvoJQoE9tJMCQW2O2h2CPfQShQJ7aSYEgtsdtH2fP8JMUg3oP3hgRQJcLJFmtFtYXbQWwiOtaWRgTuhotrC7aC1YDuNLIwJ3Q0W1hdtBasB3Hhg8sQIB38GRgTuho+z5/hf03GgWXgGH8aLHIurTr305DRRbfnoFl4Bh/GiqyDG6305DRRbfnoFl4Bh/GiqyDG638MKHuIAQAdvDIaKLb89H2fP8ABQirTYyzz8oUEZhYz3QMXILLb6XDKqZngfXHS19ICyc10irgK3OeRG9oCyc10irgK3OOlr6TJAlo9KirgK3OOlr6QFk5rpFXAVucDWASGjtAWTmukVcBW5x0tfSBu8BwYq4Ctzjpa+kBZOa6QoAkapXcdLX0gLJzXSKuArc46WvpFMjcGKuArc46WvpAWTmukwdBSK56Zjpa+kBZOa6RVwFbnEEBhPEBZOa6RVwFbnHS19ICyc10jFoKIsOOlr6QFk5rpFXAVuc+z5/gpiQwgAlGRKAhjQeVApgTyD0qWHk8ttFtYXbQWwiOtaWRgTuhotrC7aC1YDuNLIwJ3Q0W1hdtBasB3GlkYE7oaPs+f4SMpUHIT7QauALIbaBZeAYfxosci6tOvfTkNFFt+egWXgGH8aKrIMbrfTkNFFt+egWXgGH8aKrIMbrfTkNFFt+ej7Pn+EjIJaNpQlZAi7KGh2CPfQSiKJftpJgSC2x20OwR76CUKBPbSTAkFtjtodgj30EoUCe2kmBILbHbR9nz/BRGfANp9FKugQRA3DnACph5UPCAQQdi/wCxEYM2oCIADoxbflxONNq7ZjwNgrd1+IAJIBBVHpK9wkXReIiMGbUbO4U8vyV7hIui8REYM2oAJIBBVHpK9wkXReICsA7U4AJIBBVHpK9wkXReIiMGbUBaiAUhkH6pXuEi6LxERgzagAkgEFUekIkFRS2GIjBm1ABJAIKo9JXuEi6LxERgzahsI0BOZXuEi6LxERgzagAkgEFUekVbYb/vpERgzagAkgEFUekr3CRdF4hWAAVo8bwASQCCqPSV7hIui8REYM2oAJIBBVHpAuJqmC4iMGbUAEkAgqj0le4SLovE+z5/gpZ7AgDvLqwwAAXAoJu0QB2mcCue/gPeNjwY6cr7oLLwDD+NFjkXVp176chootvz0Cy8Aw/jRVZBjdb6chootvz0Cy8Aw/jRVZBjdb6chootvz0fZ8/wvAaB7QTWSd/v9+LsEe+glEUS/bSTAkFtjtodgj30EoUCe2kmBILbHbQ7BHvoJQoE9tJMCQW2O2j7Pn/OpRcWU5wHUhH9QVMW5MaD0xZAMS/YBQyVLxQWKbl1A0AhmGALmLQcR8OFf1aC2ER1rSyMCd0NFtYXbQWrAdxpZGBO6Gi2sLtoLVgO40sjAndDR9nz/nRh3blTdiKHKSLeV4EwEytD4VPDYN0yIQEsKKypVql+MKWRB2AzCvkwcDvV+aVAbkD7hAw+9r10WORdWnXvpyGii2/PQLLwDD+NFVkGN1vpyGii2/PQLLwDD+NFVkGN1vpyGii2/PR9nz/nSzAUBYiCPMQQgER4f7O/iYwEp0niFhCIeM90LcQHgrvEWBNdYof8mEDSsbTKW25XqEgqCxEC2YFfD2gAEkAB2esr1CQVBYiIgYpxAuVZHbJleoSCoLEREDFOAASQAHZ6yvUJBUFiABlU3yOkAAkgAOz1leoSCoLEREDFOAAKV2eX1SvUJBUFiIiBinAAJIADs9YQAAEEgAr8iIgYpwACSAA7PWV6hIKgsQa46/OIU7kyvUJBUFiIiBinAAJIADs9ZRRUqC+iIiBinAAJIADs9ZXqEgqCxADHCdYABJAAdnrK9QkFQWIiIGKcAAkgAOz1hCgAkYEIiBinAAJIADs9ZXqEgqCxPs+f87YuQT2nJEIyuB17aTYIa6waDCFEPBVEcgnUNb5sEtrC7aC2ER1rSyMCd0NFtYXbQWrAdxpZGBO6Gi2sLtoLVgO40sjAndDR9nz/AJ3EbDPaBWgZDCQMMfD0mYyKLSHpFOpIDid7g1keIWrjXc8o42WygsvAMP40WORdWnXvpyGii2/PQLLwDD+NFVkGN1vpyGii2/PQLLwDD+NFVkGN1vpyGii2/PR9nzq3iQHYLqOZ+2j9tH7aP20fto/bR+2j9tH7aP20fto/bR+2j9tH7aP20ViQHcPqeNYAgGDRhKBzsMcc+/jirwChMBhSYDsQrhRGThEXPtRcMKgIgDfP3tAt3ZNfekBt5HYI99BKIol+2kmBILbHbQ7BHvoJQoE9tJMCQW2O2h2CPfQShQJ7aSYEgtsdtH2fOr9nzqgGQAGk9kNcMwcafGD6QICVArkJvnMKWwl8i5scPNynagYC4ND8ntWr7PnXasd2HyBf9w3AgV3onxXA0AIN5yr2luhJVMauGpQSNDgbEQa4ZtqoViA20ESD1gwF12V9/uMouC2MxWbGyAImyX7RlFwWxmKhZ7RNweCOm0ZRcFsZioWe0ARNkv2jKLgtjMAssAtCjAETZL9oyi4LYzFQs9oABixYCxGUXBbGYqFntAETZL9oUAJhMhnn1ioWe0ARNkv2jKLgtjMVCz2ggMjshGUXBbGYqFntAETZL9pQmpWrPMVCz2gCJsl+0ZRcFsZgMCjoqgCJsl+0ZRcFsZioWe0ARNkv2jECCYBOKhZ7QBE2S/aMouC2Mz7PnV+z5/8ABe1uol6Y/wDD9nzrm41Ff7qEqcRQvSJQJ4gxlCiOVNtmiwcczBh0CnO+EqCy8Aw/jRY5F1ade+nIaKLb89AsvAMP48Ha8KrIMbrfTkNFFt+egWXgGH8aKrIMbrfTkNFFt+ej7PnV+z58YuAxoMsMhuGZmEAGmjVnpzAkA3WrDKgBuQlBIF9ekLSJCS3K2P8AcUhKCwjBYC43lZBapT0PzBwoIkj55PSWQARJ2/rMIsKoEEA4eWpnJAeuuxLgXguHbE0Ce9S0mKAb0H7xkhgm7iL+9ZeVAonpCMQkPJxHTlfdHYI99BKIol+2kmBILbHbQ7BHv4Uaqs7eBKFAntpJgSC2x20OwR76CUKBPbSTAkFtjto+z51fs+fGHIEdToE8IFUASd2PRS5HKLDZiiYCoG2zHzANH0AxTMbQlF5mVtgv2mdXnKAAZsSPvnLjMKCiGRi2e2LFLhSzCVYSznXAglaZ4EIxQCIEteT51JRkuymDfZf9h8wd4A58Lawu2gthEda0sjAndDRbWF20FqwHcaWRgTuhotrC7aC1YDuNLIwJ3Q0fZ86v2fPhIAEEMHaHE4Y88femgiURBB2IywETBgU5aoIMAo/OvSUCuYIJJZjmDRXhA3GE9B+pvvL5BwGA9fvEJYAdYyhWsgYP9n48Ps+dc4yfrY3uEQAhOKx7+OaIXELPrCn25zmv+R1RDp4BxEuwWyhWcw2GgyG0IyCP+yY+Ayq6zcg5f0+fogbLI6VMfAZVdZaWF2hwVw42995j4DKrrLSwu0DZZHSpj4DKrrNrHBu+LgbLI6VMfAZVdZaWF2nDE1XA+v6Jj4DKrrLSwu0DZZHSo9GLY4BvvLSwu0DZZHSpj4DKrrLSwu0xo3Wa77zHwGVXWWlhdoGyyOlQNrF6Ho63lpYXaBssjpUx8BlV1mxHoWwrgbLI6VMfAZVdZaWF2gbLI6VG2sHIH3lpYXaBssjpUx8BlV1n2fOqEEpZLePwU/BT8FPwU/BT8FCwkDkEYBmLGWQwkFkGiZt/MndOk/18y93YawaA7colalxYhwi1ig5+CgQSlk99YgOqBCMroeI13ytUB/TSsscMpXkoeBU3EVA7cQJ2ZGz4OwR76CURRL9tJMCQW2O3gHqHETbsGOwR76CUKBPbSTAkFtjtodgj30EoUCe2kmBILbHbR9nz/CVThfdFI7h8pY6ibFiHzB3gDmGALmLQcR8OFf1aC2ER1rSyMCd0PA2A6KDaBygpbWF20FqwHcaWRgTuhotrC7aC1YDuNLIwJ3Q0fZ8/wszBYpPYffSOa2V9vtRckG5UBuQPuEDD72vXRY5F1ade+kjMYs35wIB38RZeAYfxoqsgxut9OQ0UW356BZeAYfxoqsgxut9OQ0UW356Ps+f4LUWBoGIfG76y3QkOkNVL/pWeBvcCgCotoOkQABsTyYGywOlzHwGHXWOjY3QNlgdLmPgMOustKC7xtweQem8x8Bh11lpQXeBssDpcIIEBGxxAbSBeZcAAdKY+Aw66y0oLvAUigGC8zHwGHXWWlBd4GywOlwhAqaMA45lpQXeBssDpcx8Bh11lpQXeGQfQB3MfAYddZaUF3gbLA6XKcXTuustKC7wNlgdLmPgMOusICEw3u4GywOlzHwGHXWWlBd4GywOlwkwSpkccy0oLvA2WB0uY+Aw66z7Pn+ClaMRCxAIUGQrMTMHSlCzASyDbFhVggAPNPBbWF20FsIjrXiENzMbNnBgkCCospPRbWF20FqwHcaWRgTuhotrC7aC1YDuNLIwJ3Q0fZ8/wkxSDeg/eAL8wSSsBmM2hAo4Gfh4CABBYO8Fl4Bh/GixyLq069/DB5Yl8DHMAAMCZDRRbfnoFl4Bh/GiqyDG6305DRRbfnoFl4Bh/GiqyDG6305DRRbfno+z5/hJKBPEGMoURyo4gEaGFvgJNv+r3gAAABAbR2CPfQSiKJftHiMkxttBsuqAGYKFABuh4EwJBbY7aHYI99BKFAntpJgSC2x20OwR76CUKBPbSTAkFtjto+z5/gpg4ZJC+XAtkAhDcqDXEgkgTXkIsjoLDLFmvtwrnk2LHT71gLJohe8ZTcVsYmxw9PvxAWTRC94ym4rYxHQI94HsAgvetoQJGaQUxX5AlQZYNRoNAacZTcVsYgRLFWFCAsmiF7xlNxWxiOgR7wZVbIym4rYxHQI94CyaIXvCUEECUwdud46BHvAWTRC94ym4rYxHQI95UshvsYym4rYxHQI94CyaIXvGllrqHO8dAj3gLJohe8ZTcVsYlgHq2gLJohe8ZTcVsYjoEe8BZNEL3hNEwYH7HQI94CyaIXvGU3FbGJ9nz/BXevSP6MAM64LNXmoiBuyyST6whABgJO1QEh0gy6+DwX4PEFl4Bh/HiThzZiArHkfnfTkNFFt+egWXgGH8aKrIMbrfTkNFFt+egWXgGH8aKrIMbrfTkNFFt+ej7Pn+EjKVByE+0YgRSYI2hB7L/AK+LsEe/heb2ExzNuNQlEUS/bSTAkFtjtodgj30EoUCe2kmBILbHbQ7BHvoJQoE9tJMCQW2O2j7Pn+F/TcaLawu0zJbEY4aHggmvAthEda0sjAndDRbWF20FqwHcaWRgTuhotrC7aC1YDuNLIwJ3Q0fZ8/wW0pdcBR/1KugQRA3C3YJbHrDjAiMvBQqIjBm1ABJAIKo9JStcNUUEiE1eOkYYNhMDAIwYWVGIjBm1CUArCLksekr3CRdF4mxqNbwASQCCqPSV7hIui8RVJbZGOesAEkAgqj0le4SLovERGDNqEjCVcDyle4SLovERGDNqACSAQVR6QhEskRlxERgzagAkgEFUekr3CRdF4iIwZtQVSI3tK9wkXReIiMGbUAEkAgqj0galg6F49YiMGbUAEkAgqj0le4SLovEBQbYw3H/IAJIBBVHpK9wkXReIiMGbUAEkAgqj0hKA4omfFxEYM2oAJIBBVHpK9wkXReJ9nz/BbOXrKI+ZdWGAAC4PIT2SAp9Nx4EoMwojMl5wgXEbbCPhRqqzt4EoiiX7eAp80vxJgSC2x20OwR76CUKBPbSTAkFtjtodgj30EoUCe2kmBILbHbR9nz/CT0RZJISvYBRwVCUGYoA4G8JNjsSIMrOhoLYRHWtLIwJ3Q0W1hdtBasB3GlkYE7oaLawu2gtWA7jSyMCd0NH2fP8AC/puIQCOgXXEBEAXaMm54qAEMAL+UVs1z42ORdWnXvpyGii2/PQLLwDD+NFVkGN1vpyGii2/PQLLwDD+NFVkGN1vpyGii2/PR9nz/Bw4EMwQG6I5BAABwf6J9JMGB5CWdivAAbLB6n/rwIgawJA7fvgIw8D0J+PAoKAyfEDMhA/AYyYZHoV4ADZYPU/9eBEDWBIHb98BCZYU6lfPgUFAZPiBmQgfgUErNH0fz4ADZYPU/wDXgRA1gSB2/fAQmWFOpXz4FBQGT4gZkIH4FBKzR9H8+H2fP8Hu5InC3EB4K7ylOJhZn4KDVnE2PM/BQOZ4ASr7c/BQqY4ISr7U/BQoa2dDdbz8FKU4mFifgp+ClKcTCzPwUGrOJseZ+CgczwAlX25+ChUxwQlX2p+Cg1ZwNDzPwUpTiYWJ+Cn4KUpxMLM/BQob2djVbT8FA5ngBKvtz8FCpjghKvtT8FBqzgaHmfgpSnEwsT8FPwUpTiYWZ+ChQ3s7Gq2n4KIWsAgEKf8Av+EYVYgHizCCrBLFeIehSJdifiFBGYWM90KNj5BA14GDobBaE2hAEJBZ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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 Miner - Advantage Pro - Miner ( Version 4 ), @GC, 15 min., 1/4/2016 12:15:00 AM - 4/23/2020 5:00:00 PM
TradeStationChart Settings
Symbol @GC
Description Gold Continuous Contract [Jun20]
Interval 15 min.
Start Date/Time 1/4/2016 12:15:00 AM
End Date/Time 4/23/2020 5:00:00 PM
 
TradeStation Strategies Applied
Advantage Miner - Advantage Pro - Miner ( Version 4 )(On)

TradeStation Strategy Inputs

Description

Value

Advantage Miner - Advantage Pro - Miner ( Version 4 ) - Signal_Time_Start 0
Advantage Miner - Advantage Pro - Miner ( Version 4 ) - Signal_Time_End 0
Advantage Miner - Advantage Pro - Miner ( Version 4 ) - Exit_on_EndOfDay 0
Advantage Miner - Advantage Pro - Miner ( Version 4 ) - Strategy_Length 17
Advantage Miner - Advantage Pro - Miner ( Version 4 ) - Setup_Level 4
Advantage Miner - Advantage Pro - Miner ( Version 4 ) - Trigger_Level 4
Advantage Miner - Advantage Pro - Miner ( Version 4 ) - Market_Mode 6
Advantage Miner - Advantage Pro - Miner ( Version 4 ) - Profit_Level 5
Advantage Miner - Advantage Pro - Miner ( Version 4 ) - Signal_Sensitivity 6
Advantage Miner - Advantage Pro - Miner ( Version 4 ) - Trade_Management_OnOff False
Advantage Miner - Advantage Pro - Miner ( Version 4 ) - StopLoss 25
Advantage Miner - Advantage Pro - Miner ( Version 4 ) - StopTrailing 10
Advantage Miner - Advantage Pro - Miner ( Version 4 ) - TakeProfit 5
 
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 01/04/2016 12:01 AM to 04/23/2020 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: 4/25/2020 4:06:36 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID:

TradeStation Performance Report


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