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TradeStation TradeManager Performance Report Metrica II WFO Broker, @ES.D, 404 min., 9/11/1997 1:14:00 PM - 8/3/2018 1:14:00 PM
Display:
 
TradeStation Performance Summary Collapse
 
All Trades
 
Total Net Profit $95,115.00    Profit Factor 2.72
Gross Profit $150,522.50    Gross Loss ($55,407.50)
Roll Over Credit $0.00
Open Position Profit/Loss $0.00
Select Total Net Profit $95,115.00    Select Profit Factor 2.72
Select Gross Profit $150,522.50    Select Gross Loss ($55,407.50)
Adjusted Total Net Profit $71,153.55    Adjusted Profit Factor 2.12
Adjusted Gross Profit $134,914.04    Adjusted Gross Loss ($63,760.49)
Total Number of Trades 137    Percent Profitable 67.88%
Winning Trades 93    Losing Trades 44
Even Trades 0
Avg. Trade Net Profit $694.27    Ratio Avg. Win:Avg. Loss 1.29
Avg. Winning Trade $1,618.52    Avg. Losing Trade ($1,259.26)
Largest Winning Trade $5,607.50    Largest Losing Trade ($3,692.50)
Largest Winner as % of Gross Profit 3.73%    Largest Loser as % of Gross Loss 6.66%
Net Profit as % of Largest Loss 2575.90%
Slct. Net Profit as % of Largest Loss 2575.90%    Adj. Net Profit as % of Largest Loss 1926.97%
Max. Consecutive Winning Trades 9    Max. Consecutive Losing Trades 4
Avg. Bars in Winning Trades 6.68    Avg. Bars in Losing Trades 5.86
Avg. Bars in Total Trades 6.42
Max. Shares/Contracts Held 1    Account Size Required $5,317.50
Total Commission $4,110.00    Total Slippage $0.00
Return on Initial Capital 432.34%    Annual Rate of Return 8.32%
Buy and Hold Return 179.81%    Return on Account 1788.72%
Avg. Monthly Return $834.34    Std. Deviation of Monthly Return $1,996.98
Return Retracement Ratio 0.23    RINA Index 718.07
Sharpe Ratio 0.31    K-Ratio n/a
Trading Period 20 Yrs, 1 Mth, 2 Dys    Percent of Time in the Market 14.80%
Time in the Market 2 Yrs, 11 Mths, 20 Dys    Longest Flat Period 132 Dys
Max. Equity Run-up $98,072.50
Date of Max. E. Run-up 07/10/18 13:14    Max. E. Run-up as % of Initial Capital 445.78%

Max. Drawdown (Intra-day Peak to Valley)

   Max. Drawdown (Trade Close to Trade Close)

Value ($7,632.50)    Value ($5,317.50)
Date 01/23/08 13:14    Date 11/03/11 13:14
as % of Initial Capital 34.69%    as % of Initial Capital 24.17%
Net Profit as % of Drawdown 1246.18%    Net Profit as % of Drawdown 1788.72%
Slct. Net Profit as % of Drawdown 1246.18%    Slct. Net Profit as % of Drawdown 1788.72%
Adj. Net Prof as % of Drawdown 932.24%    Adj. Net Profit as % of Drawdown 1338.10%
Max. Trade Drawdown ($3,662.50)    
Long Trades
Total Net Profit $86,995.00    Profit Factor 2.84
Gross Profit $134,360.00    Gross Loss ($47,365.00)
Roll Over Credit $0.00
Open Position Profit/Loss $0.00
Select Total Net Profit $86,995.00    Select Profit Factor 2.84
Select Gross Profit $134,360.00    Select Gross Loss ($47,365.00)
Adjusted Total Net Profit $64,563.46    Adjusted Profit Factor 2.17
Adjusted Gross Profit $119,612.07    Adjusted Gross Loss ($55,048.62)
Total Number of Trades 121    Percent Profitable 68.60%
Winning Trades 83    Losing Trades 38
Even Trades 0
Avg. Trade Net Profit $718.97    Ratio Avg. Win:Avg. Loss 1.30
Avg. Winning Trade $1,618.80    Avg. Losing Trade ($1,246.45)
Largest Winning Trade $5,607.50    Largest Losing Trade ($3,692.50)
Largest Winner as % of Gross Profit 4.17%    Largest Loser as % of Gross Loss 7.80%
Max. Consecutive Winning Trades 9    Max. Consecutive Losing Trades 4
Avg. Bars in Winning Trades 6.81    Avg. Bars in Losing Trades 5.76
Avg. Bars in Total Trades 6.48
Max. Shares/Contracts Held 1    Account Size Required $5,277.50
Total Commission $3,630.00    Total Slippage $0.00
     
Net Profit as % of Largest Loss 2355.99%
Slct. Net Profit as % of Largest Loss 2355.99%    Adj. Net Profit as % of Largest Loss 1748.50%

Max. Drawdown (Intra-day Peak to Valley)

   Max. Drawdown (Trade Close to Trade Close)

Value ($7,795.00)    Value ($5,277.50)
as % of Initial Capital 35.43%    as % of Initial Capital 23.99%
Net Profit as % of Drawdown 1116.04%    Net Profit as % of Drawdown 1648.41%
Slct. Net Profit as % of Drawdown 1116.04%    Slct. Net Profit as % of Drawdown 1648.41%
Adj. Net Prof as % of Drawdown 828.27%    Adj. Net Profit as % of Drawdown 1648.41%
Max. Trade Drawdown ($3,662.50)  
Short Trades
Total Net Profit $8,120.00    Profit Factor 2.01
Gross Profit $16,162.50    Gross Loss ($8,042.50)
Roll Over Credit $0.00
Open Position Profit/Loss $0.00
Select Total Net Profit $8,120.00    Select Profit Factor 2.01
Select Gross Profit $16,162.50    Select Gross Loss ($8,042.50)
Adjusted Total Net Profit ($274.37)    Adjusted Profit Factor 0.98
Adjusted Gross Profit $11,051.47    Adjusted Gross Loss ($11,325.84)
     
Total Number of Trades 16    Percent Profitable 62.50%
Winning Trades 10    Losing Trades 6
Even Trades 0
Avg. Trade Net Proft $507.50    Ratio Avg. Win:Avg. Loss 1.21
Avg. Winning Trade $1,616.25    Avg. Losing Trade ($1,340.42)
Largest Winning Trade $5,145.00    Largest Losing Trade ($2,280.00)
Largest Winner as % of Gross Profit 31.83%    Largest Loser as % of Gross Loss 7.80%
Max. Consecutive Winning Trades 5    Max. Consecutive Losing Trades 4
Avg. Bars in Winning Trades 5.60    Avg. Bars in Losing Trades 6.50
Avg. Bars in Total Trades 5.94
Max. Shares/Contracts Held 1    Account Size Required $4,657.50
Total Slippage $0.00    Total Commission $480.00
Net Profit as % of Largest Loss 356.14%
Slct. Net Profit as % of Largest Loss 356.14%    Adj. Net Profit as % of Largest Loss (12.03%)

Max. Drawdown (Intra-day Peak to Valley)

   Max. Drawdown (Trade Close to Trade Close)

Value ($6,837.50)    Value ($4,657.50)
as % of Initial Capital 31.08%    as % of Initial Capital 21.17%
Net Profit as % of Drawdown 118.76%    Net Profit as % of Drawdown 174.34%
Slct. Net Profit as % of Drawdown 118.76%    Slct. Net Profit as % of Drawdown 174.34%
Adj. Net Prof as % of Drawdown (4.01%)    Adj. Net Prof as % of Drawdown (5.89%)
Max. Trade Drawdown ($2,250.00)  
Created by TradeStation: 8/3/2018 10:11:48 AM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
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TradeStation TradeManager Performance Report Metrica II WFO Broker, @ES.D, 404 min., 9/11/1997 1:14:00 PM - 8/3/2018 1:14:00 PM
 TradeStation Trade Analysis Collapse
  All Trades
Winners
Losers
Total Number of Trades 137 93 44
Avg. Trade Net Profit $694.27 $1,618.52 ($1,259.26)
1 Std. Deviation of Avg. Trade $1,837.54 $1,344.06 $1,030.39
Avg. Trade + 1 Std. Deviation $2,531.81 $2,962.58 ($228.87)
Avg. Trade - 1 Std. Deviation ($1,143.27) $274.47 ($2,289.65)
Coefficient of Variation 264.67% 83.04% 81.82%
Time Averages
Avg. Time in Trades 7 Dys, 22 Hrs, 14 Mins 8 Dys, 8 Hrs, 30 Mins 7 Dys, 32 Mins
Avg. Time Between Trades 31 Dys, 12 Hrs, 17 Mins 46 Dys, 2 Hrs, 20 Mins 110 Dys, 18 Hrs, 25 Mins
Avg. Time Between Trade Profit Peaks 532 Dys, 13 Hrs, 42 Mins
Outliers Total Positive Negative
Number of Outliers 0 0 0
Outlier Profit/Loss $0.00 $0.00 $0.00
 
Run-up/Drawdown   Run-up Drawdown
Max. Value $6,262.50 ($3,662.50)
Max. Value Date 12/26/2014 1/22/2008
Avg. Value $1,695.99 ($930.75)
1 Std. Deviation $1,339.45 $811.68
Avg. + 1 Std. Deviation $3,035.44 ($119.07)
Avg. - 1 Std. Deviation $356.54 ($1,742.43)
Coefficient of Variation 78.98% 87.21%
 
Efficiency Analysis Total
Entry
Exit
Avg. Efficiency 22.08% 61.89% 60.20%
1 Std. Deviation 54.95% 30.21% 33.36%
Avg. + 1 Std. Deviation 77.03% 92.10% 93.55%
Avg. - 1 Std. Deviation (32.86%) 31.68% 26.84%
Coefficient of Variation 248.83% 48.81% 55.42%
CollapseCollapse
 TradeStation Trade Series Analysis Collapse
Winners Losers
Largest Profit/Loss $5,607.50 ($3,692.50)
Largest Profit/Loss as % of Gross 3.73% 6.66%
Largest Consec. Profit/Loss $16,652.50 ($4,560.00)
Largest Consec. Profit/Loss as % of Gross 11.06% 8.23%

Winning Series

Number of Series

Avg. Gain per Series

Avg. Loss Next Trade

1 8 $1,793.44 ($1,688.93)
2 5 $1,231.25 ($1,832.50)
3 6 $1,956.81 ($930.00)
4 5 $1,755.63 ($840.00)
5 3 $969.17 ($2,280.00)
6 1 $1,103.33 ($2,280.00)
7 1 $2,378.93 ($30.00)
9 1 $1,746.39 ($2,280.00)

Losing Series

Number of Series

Avg. Loss per Series

Avg. Gain Next Trade

1 20 ($1,432.50) $2,306.88
2 7 ($1,558.57) $2,057.50
3 2 ($534.17) $957.50
4 1 ($433.13) $795.00

Created by TradeStation: 8/3/2018 10:11:48 AM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
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TradeStation Strategy Performance Report
# Type Date/Time Signal Price Roll Over
Pips
Shares/Ctrts
Profit/Loss
Gross P/L
Cum Net Profit
% Profit Run-up
Drawdown
Efficiency Total Eff. Comm. Slippage
 1  Buy  08/05/04 13:14  Long #1  $1,013.00  $0.00  1  ($117.50)  (0.17%)  $25.00  2.78%    $15.00  $0.00
   Sell  08/10/04 13:14  LongExit1  $1,011.25    ($87.50)  ($117.50)    ($875.00)  87.50%  (9.72%)  $15.00  $0.00
 2  Sell Short  08/30/04 13:14  Short #1  $1,033.00  $0.00  1  ($1,105.00)  (2.08%)  $200.00  15.38%    $15.00  $0.00
   Buy to Cover  09/02/04 13:14  ShortExit2  $1,054.50    ($1,075.00)  ($1,222.50)    ($1,100.00)  1.92%  (82.69%)  $15.00  $0.00
 3  Buy  10/14/04 13:14  Long #1  $1,037.75  $0.00  1  $207.50  0.46%  $512.50  87.23%    $15.00  $0.00
   Sell  10/15/04 13:14  LongExit1  $1,042.50    $237.50  ($1,015.00)    ($75.00)  53.19%  40.43%  $15.00  $0.00
 4  Buy  01/04/05 13:14  Long #1  $1,123.00  $0.00  1  ($405.00)  (0.67%)  $337.50  31.40%    $15.00  $0.00
   Sell  01/19/05 13:14  LongExit2  $1,115.50    ($375.00)  ($1,420.00)    ($737.50)  33.72%  (34.88%)  $15.00  $0.00
 5  Buy  01/24/05 13:14  Long #1  $1,097.75  $0.00  1  $1,782.50  3.30%  $1,937.50  100.00%    $15.00  $0.00
   Sell  02/07/05 13:14  LongExit3  $1,134.00    $1,812.50  $362.50    $0.00  93.55%  93.55%  $15.00  $0.00
 6  Buy  02/22/05 13:14  Long #1  $1,116.75  $0.00  1  $970.00  1.79%  $1,425.00  100.00%    $15.00  $0.00
   Sell  02/28/05 13:14  LongExit2  $1,136.75    $1,000.00  $1,332.50    $0.00  70.18%  70.18%  $15.00  $0.00
 7  Buy  03/22/05 13:14  Long #1  $1,102.50  $0.00  1  $95.00  0.23%  $462.50  74.00%    $15.00  $0.00
   Sell  03/28/05 13:14  LongExit2  $1,105.00    $125.00  $1,427.50    ($162.50)  46.00%  20.00%  $15.00  $0.00
 8  Buy  04/15/05 13:14  Long #1  $1,070.75  $0.00  1  $595.00  1.17%  $687.50  87.30%    $15.00  $0.00
   Sell  04/19/05 13:14  LongExit1  $1,083.25    $625.00  $2,022.50    ($100.00)  92.06%  79.37%  $15.00  $0.00
 9  Buy  06/27/05 13:14  Long #1  $1,118.50  $0.00  1  ($42.50)  (0.02%)  $625.00  86.21%    $15.00  $0.00
   Sell  06/30/05 13:14  LongExit2  $1,118.25    ($12.50)  $1,980.00    ($100.00)  12.07%  (1.72%)  $15.00  $0.00
 10  Buy  08/24/05 13:14  Long #1  $1,132.75  $0.00  1  ($92.50)  (0.11%)  $275.00  38.60%    $15.00  $0.00
   Sell  08/30/05 13:14  LongExit2  $1,131.50    ($62.50)  $1,887.50    ($437.50)  52.63%  (8.77%)  $15.00  $0.00
 11  Buy  10/05/05 13:14  Long #1  $1,116.50  $0.00  1  ($555.00)  (0.94%)  $325.00  18.44%    $15.00  $0.00
   Sell  10/14/05 13:14  LongExit1  $1,106.00    ($525.00)  $1,332.50    ($1,437.50)  51.77%  (29.79%)  $15.00  $0.00
 12  Buy  12/30/05 13:14  Long #1  $1,160.50  $0.00  1  $1,382.50  2.43%  $1,487.50  96.75%    $15.00  $0.00
   Sell  01/04/06 13:14  LongExit2  $1,188.75    $1,412.50  $2,715.00    ($50.00)  95.12%  91.87%  $15.00  $0.00
 13  Buy  01/20/06 13:14  Long #1  $1,173.25  $0.00  1  $720.00  1.28%  $1,325.00  89.83%    $15.00  $0.00
   Sell  01/31/06 13:14  LongExit2  $1,188.25    $750.00  $3,435.00    ($150.00)  61.02%  50.85%  $15.00  $0.00
 14  Buy  04/11/06 13:14  Long #1  $1,191.50  $0.00  1  $1,020.00  1.76%  $1,550.00  81.05%    $15.00  $0.00
   Sell  04/24/06 13:14  LongExit2  $1,212.50    $1,050.00  $4,455.00    ($362.50)  73.86%  54.90%  $15.00  $0.00
 15  Buy  05/12/06 13:14  Long #1  $1,192.00  $0.00  1  ($1,217.50)  (1.99%)  $362.50  16.76%    $15.00  $0.00
   Sell  05/19/06 13:14  LongExit1  $1,168.25    ($1,187.50)  $3,237.50    ($1,800.00)  28.32%  (54.91%)  $15.00  $0.00
 16  Buy  05/22/06 13:14  Long #1  $1,160.25  $0.00  1  ($92.50)  (0.11%)  $700.00  47.06%    $15.00  $0.00
   Sell  05/24/06 13:14  LongExit1  $1,159.00    ($62.50)  $3,145.00    ($787.50)  48.74%  (4.20%)  $15.00  $0.00
 17  Buy  06/12/06 13:14  Long #1  $1,133.50  $0.00  1  ($305.00)  (0.49%)  $437.50  33.98%    $15.00  $0.00
   Sell  06/14/06 13:14  LongExit1  $1,128.00    ($275.00)  $2,840.00    ($850.00)  44.66%  (21.36%)  $15.00  $0.00
 18  Buy  07/13/06 13:14  Long #1  $1,135.00  $0.00  1  ($117.50)  (0.15%)  $87.50  9.33%    $15.00  $0.00
   Sell  07/18/06 13:14  LongExit1  $1,133.25    ($87.50)  $2,722.50    ($850.00)  81.33%  (9.33%)  $15.00  $0.00
 19  Buy  11/27/06 13:14  Long #1  $1,259.25  $0.00  1  $795.00  1.31%  $1,262.50  87.83%    $15.00  $0.00
   Sell  12/01/06 13:14  LongExit2  $1,275.75    $825.00  $3,517.50    ($175.00)  69.57%  57.39%  $15.00  $0.00
 20  Buy  12/22/06 13:14  Long #1  $1,284.50  $0.00  1  $632.50  1.03%  $900.00  100.00%    $15.00  $0.00
   Sell  12/28/06 13:14  LongExit2  $1,297.75    $662.50  $4,150.00    $0.00  73.61%  73.61%  $15.00  $0.00
 21  Buy  02/12/07 13:14  Long #1  $1,301.75  $0.00  1  $757.50  1.21%  $1,337.50  100.00%    $15.00  $0.00
   Sell  02/23/07 13:14  LongExit2  $1,317.50    $787.50  $4,907.50    $0.00  58.88%  58.88%  $15.00  $0.00
 22  Buy  02/27/07 13:14  Long #1  $1,257.75  $0.00  1  ($780.00)  (1.19%)  $1,237.50  52.11%    $15.00  $0.00
   Sell  03/13/07 13:14  LongExit2  $1,242.75    ($750.00)  $4,127.50    ($1,137.50)  16.32%  (31.58%)  $15.00  $0.00
 23  Buy  06/07/07 13:14  Long #1  $1,338.50  $0.00  1  $2,357.50  3.57%  $2,550.00  99.03%    $15.00  $0.00
   Sell  06/18/07 13:14  LongExit3  $1,386.25    $2,387.50  $6,485.00    ($25.00)  93.69%  92.72%  $15.00  $0.00
 24  Buy  06/26/07 13:14  Long #1  $1,334.25  $0.00  1  $870.00  1.35%  $1,575.00  88.11%    $15.00  $0.00
   Sell  06/29/07 13:14  LongExit2  $1,352.25    $900.00  $7,355.00    ($212.50)  62.24%  50.35%  $15.00  $0.00
 25  Buy  07/24/07 13:14  Long #1  $1,359.25  $0.00  1  ($2,280.00)  (3.31%)  $425.00  15.89%    $15.00  $0.00
   Sell  07/26/07 13:14  Stop Loss  $1,314.25    ($2,250.00)  $5,075.00    ($2,250.00)  0.00%  (84.11%)  $15.00  $0.00
 26  Buy  07/26/07 13:14  Long #1  $1,322.75  $0.00  1  ($880.00)  (1.29%)  $425.00  16.75%    $15.00  $0.00
   Sell  08/01/07 13:14  LongExit1  $1,305.75    ($850.00)  $4,195.00    ($2,112.50)  49.75%  (33.50%)  $15.00  $0.00
 27  Buy  08/15/07 13:14  Long #1  $1,250.50  $0.00  1  $432.50  0.74%  $900.00  30.77%    $15.00  $0.00
   Sell  08/16/07 13:14  LongExit1  $1,259.75    $462.50  $4,627.50    ($2,025.00)  85.04%  15.81%  $15.00  $0.00
 28  Sell Short  08/27/07 13:14  Short #1  $1,304.75  $0.00  1  $257.50  0.44%  $1,725.00  100.00%    $15.00  $0.00
   Buy to Cover  08/29/07 13:14  ShortExit3  $1,299.00    $287.50  $4,885.00    $0.00  16.67%  16.67%  $15.00  $0.00
 29  Buy  10/19/07 13:14  Long #1  $1,329.00  $0.00  1  $1,457.50  2.24%  $2,212.50  78.67%    $15.00  $0.00
   Sell  10/30/07 13:14  LongExit2  $1,358.75    $1,487.50  $6,342.50    ($600.00)  74.22%  52.89%  $15.00  $0.00
 30  Buy  11/09/07 13:14  Long #1  $1,278.25  $0.00  1  $1,332.50  2.13%  $1,512.50  65.41%    $15.00  $0.00
   Sell  11/13/07 13:14  LongExit1  $1,305.50    $1,362.50  $7,675.00    ($800.00)  93.51%  58.92%  $15.00  $0.00
 31  Sell Short  12/11/07 13:14  Short #1  $1,300.25  $0.00  1  $1,570.00  2.46%  $1,662.50  47.50%    $15.00  $0.00
   Buy to Cover  12/17/07 13:14  ShortExit1  $1,268.25    $1,600.00  $9,245.00    ($1,837.50)  98.21%  45.71%  $15.00  $0.00
 32  Sell Short  12/27/07 13:14  Short #1  $1,302.00  $0.00  1  $1,570.00  2.46%  $2,050.00  83.25%    $15.00  $0.00
   Buy to Cover  01/02/08 13:14  Long #1  $1,270.00    $1,600.00  $10,815.00    ($412.50)  81.73%  64.97%  $15.00  $0.00
 33  Buy  01/02/08 13:14  Long #1  $1,270.00  $0.00  1  ($2,280.00)  (3.54%)  $337.50  13.04%    $15.00  $0.00
   Sell  01/07/08 13:14  Stop Loss  $1,225.00    ($2,250.00)  $8,535.00    ($2,250.00)  0.00%  (86.96%)  $15.00  $0.00
 34  Buy  01/08/08 13:14  Long #1  $1,208.75  $0.00  1  $695.00  1.20%  $987.50  62.70%    $15.00  $0.00
   Sell  01/09/08 13:14  LongExit1  $1,223.25    $725.00  $9,230.00    ($587.50)  83.33%  46.03%  $15.00  $0.00
 35  Buy  01/17/08 13:14  Long #1  $1,151.75  $0.00  1  ($3,692.50)  (6.36%)  $775.00  17.46%    $15.00  $0.00
   Sell  01/22/08 13:14  Stop Loss  $1,078.50    ($3,662.50)  $5,537.50    ($3,662.50)  0.00%  (82.54%)  $15.00  $0.00
 36  Buy  01/22/08 13:14  Long #1  $1,119.50  $0.00  1  $1,682.50  3.06%  $1,850.00  49.66%    $15.00  $0.00
   Sell  01/23/08 13:14  LongExit1  $1,153.75    $1,712.50  $7,220.00    ($1,875.00)  96.31%  45.97%  $15.00  $0.00
 37  Sell Short  02/04/08 13:14  Short #1  $1,191.00  $0.00  1  $232.50  0.44%  $3,075.00  100.00%    $15.00  $0.00
   Buy to Cover  02/25/08 13:14  ShortExit3  $1,185.75    $262.50  $7,452.50    $0.00  8.54%  8.54%  $15.00  $0.00
 38  Buy  02/29/08 13:14  Long #1  $1,147.50  $0.00  1  ($42.50)  (0.02%)  $475.00  25.00%    $15.00  $0.00
   Sell  03/05/08 13:14  LongExit1  $1,147.25    ($12.50)  $7,410.00    ($1,425.00)  74.34%  (0.66%)  $15.00  $0.00
 39  Buy  03/10/08 13:14  Long #1  $1,087.75  $0.00  1  $2,370.00  4.41%  $2,412.50  100.00%    $15.00  $0.00
   Sell  03/11/08 13:14  LongExit1  $1,135.75    $2,400.00  $9,780.00    $0.00  99.48%  99.48%  $15.00  $0.00
 40  Sell Short  04/09/08 13:14  Short #1  $1,170.00  $0.00  1  $1,207.50  2.12%  $1,412.50  75.33%    $15.00  $0.00
   Buy to Cover  04/11/08 13:14  ShortExit1  $1,145.25    $1,237.50  $10,987.50    ($462.50)  90.67%  66.00%  $15.00  $0.00
 41  Buy  06/11/08 13:14  Long #1  $1,146.50  $0.00  1  $232.50  0.46%  $837.50  75.28%    $15.00  $0.00
   Sell  06/12/08 13:14  LongExit1  $1,151.75    $262.50  $11,220.00    ($275.00)  48.31%  23.60%  $15.00  $0.00
 42  Buy  07/02/08 13:14  Long #1  $1,070.50  $0.00  1  $532.50  1.05%  $650.00  37.14%    $15.00  $0.00
   Sell  07/08/08 13:14  LongExit1  $1,081.75    $562.50  $11,752.50    ($1,100.00)  95.00%  32.14%  $15.00  $0.00
 43  Buy  07/14/08 13:14  Long #1  $1,036.50  $0.00  1  $657.50  1.33%  $875.00  38.46%    $15.00  $0.00
   Sell  07/16/08 13:14  LongExit1  $1,050.25    $687.50  $12,410.00    ($1,400.00)  91.76%  30.22%  $15.00  $0.00
 44  Sell Short  07/24/08 13:14  Short #1  $1,060.50  $0.00  1  ($2,280.00)  (4.24%)  $987.50  30.50%    $15.00  $0.00
   Buy to Cover  08/08/08 13:14  Stop Loss  $1,105.50    ($2,250.00)  $10,130.00    ($2,250.00)  0.00%  (69.50%)  $15.00  $0.00
 45  Sell Short  08/25/08 13:14  Short #1  $1,074.25  $0.00  1  $1,457.50  2.77%  $1,575.00  45.99%    $15.00  $0.00
   Buy to Cover  09/04/08 13:14  Long #1  $1,044.50    $1,487.50  $11,587.50    ($1,850.00)  97.45%  43.43%  $15.00  $0.00
 46  Buy  09/04/08 13:14  Long #1  $1,044.50  $0.00  1  $220.00  0.48%  $425.00  29.57%    $15.00  $0.00
   Sell  09/05/08 13:14  LongExit1  $1,049.50    $250.00  $11,807.50    ($1,012.50)  87.83%  17.39%  $15.00  $0.00
 47  Buy  09/15/08 13:14  Long #1  $1,003.25  $0.00  1  $945.00  1.94%  $1,212.50  45.12%    $15.00  $0.00
   Sell  09/16/08 13:14  LongExit1  $1,022.75    $975.00  $12,752.50    ($1,475.00)  91.16%  36.28%  $15.00  $0.00
 48  Buy  09/17/08 13:14  Long #1  $970.50  $0.00  1  $1,945.00  4.07%  $2,737.50  66.36%    $15.00  $0.00
   Sell  09/18/08 13:14  LongExit1  $1,010.00    $1,975.00  $14,697.50    ($1,387.50)  81.52%  47.88%  $15.00  $0.00
 49  Buy  09/29/08 13:14  Long #1  $928.25  $0.00  1  $2,157.50  4.71%  $2,700.00  100.00%    $15.00  $0.00
   Sell  09/30/08 13:14  LongExit1  $972.00    $2,187.50  $16,855.00    $0.00  81.02%  81.02%  $15.00  $0.00
 50  Buy  10/06/08 13:14  Long #1  $858.50  $0.00  1  ($2,280.00)  (5.24%)  $1,300.00  36.62%    $15.00  $0.00
   Sell  10/07/08 13:14  Stop Loss  $813.50    ($2,250.00)  $14,575.00    ($2,250.00)  0.00%  (63.38%)  $15.00  $0.00
 51  Buy  10/27/08 13:14  Long #1  $642.00  $0.00  1  $5,120.00  16.04%  $5,362.50  100.00%    $15.00  $0.00
   Sell  10/28/08 13:14  LongExit1  $745.00    $5,150.00  $19,695.00    $0.00  96.04%  96.04%  $15.00  $0.00
 52  Sell Short  11/05/08 13:14  Short #1  $763.25  $0.00  1  $5,145.00  13.56%  $5,412.50  100.00%    $15.00  $0.00
   Buy to Cover  11/12/08 13:14  ShortExit1  $659.75    $5,175.00  $24,840.00    $0.00  95.61%  95.61%  $15.00  $0.00
 53  Buy  11/20/08 13:14  Long #1  $552.00  $0.00  1  $2,482.50  9.10%  $2,837.50  89.72%    $15.00  $0.00
   Sell  11/21/08 13:14  LongExit1  $602.25    $2,512.50  $27,322.50    ($325.00)  89.72%  79.45%  $15.00  $0.00
 54  Sell Short  01/07/09 13:14  Short #1  $711.50  $0.00  1  $1,807.50  5.17%  $2,212.50  89.39%    $15.00  $0.00
   Buy to Cover  01/12/09 13:14  Long #1  $674.75    $1,837.50  $29,130.00    ($262.50)  84.85%  74.24%  $15.00  $0.00
 55  Buy  01/12/09 13:14  Long #1  $674.75  $0.00  1  $7.50  0.11%  $312.50  39.06%    $15.00  $0.00
   Sell  01/13/09 13:14  LongExit1  $675.50    $37.50  $29,137.50    ($487.50)  65.63%  4.69%  $15.00  $0.00
 56  Buy  01/14/09 13:14  Long #1  $646.00  $0.00  1  $470.00  1.55%  $850.00  39.31%    $15.00  $0.00
   Sell  01/16/09 13:14  LongExit1  $656.00    $500.00  $29,607.50    ($1,312.50)  83.82%  23.12%  $15.00  $0.00
 57  Buy  01/20/09 13:14  Long #1  $611.00  $0.00  1  $1,620.00  5.40%  $1,725.00  90.79%    $15.00  $0.00
   Sell  01/21/09 13:14  LongExit1  $644.00    $1,650.00  $31,227.50    ($175.00)  96.05%  86.84%  $15.00  $0.00
 58  Sell Short  01/29/09 13:14  Short #1  $649.75  $0.00  1  ($30.00)  0.00%  $1,700.00  86.08%    $15.00  $0.00
   Buy to Cover  02/04/09 13:14  ShortExit3  $649.75    $0.00  $31,197.50    ($275.00)  13.92%  0.00%  $15.00  $0.00
 59  Buy  02/23/09 13:14  Long #1  $551.75  $0.00  1  $1,170.00  4.35%  $1,500.00  96.00%    $15.00  $0.00
   Sell  02/24/09 13:14  LongExit1  $575.75    $1,200.00  $32,367.50    ($62.50)  80.80%  76.80%  $15.00  $0.00
 60  Buy  03/02/09 13:14  Long #1  $511.50  $0.00  1  $195.00  0.88%  $962.50  55.80%    $15.00  $0.00
   Sell  03/04/09 13:14  LongExit1  $516.00    $225.00  $32,562.50    ($762.50)  57.25%  13.04%  $15.00  $0.00
 61  Sell Short  04/20/09 13:14  Short #1  $642.75  $0.00  1  ($2,280.00)  (7.00%)  $462.50  17.05%    $15.00  $0.00
   Buy to Cover  04/29/09 13:14  Stop Loss  $687.75    ($2,250.00)  $30,282.50    ($2,250.00)  0.00%  (82.95%)  $15.00  $0.00
 62  Buy  06/16/09 13:14  Long #1  $722.25  $0.00  1  ($742.50)  (1.97%)  $1,012.50  46.02%    $15.00  $0.00
   Sell  07/02/09 13:14  LongExit2  $708.00    ($712.50)  $29,540.00    ($1,187.50)  21.59%  (32.39%)  $15.00  $0.00
 63  Buy  07/07/09 13:14  Long #1  $693.25  $0.00  1  $5,007.50  14.53%  $5,050.00  88.02%    $15.00  $0.00
   Sell  07/27/09 13:14  LongExit2  $794.00    $5,037.50  $34,547.50    ($687.50)  99.78%  87.80%  $15.00  $0.00
 64  Buy  09/01/09 13:14  Long #1  $810.25  $0.00  1  $1,632.50  4.10%  $2,012.50  88.95%    $15.00  $0.00
   Sell  09/10/09 13:14  LongExit3  $843.50    $1,662.50  $36,180.00    ($250.00)  84.53%  73.48%  $15.00  $0.00
 65  Buy  10/01/09 13:14  Long #1  $846.75  $0.00  1  $1,670.00  4.02%  $1,962.50  75.12%    $15.00  $0.00
   Sell  10/09/09 13:14  LongExit3  $880.75    $1,700.00  $37,850.00    ($650.00)  89.95%  65.07%  $15.00  $0.00
 66  Buy  10/28/09 13:14  Long #1  $857.50  $0.00  1  $2,395.00  5.66%  $3,225.00  83.50%    $15.00  $0.00
   Sell  11/12/09 13:14  LongExit2  $906.00    $2,425.00  $40,245.00    ($637.50)  79.29%  62.78%  $15.00  $0.00
 67  Buy  01/21/10 13:14  Long #1  $935.00  $0.00  1  ($2,280.00)  (4.81%)  $0.00  0.00%    $15.00  $0.00
   Sell  01/29/10 13:14  Stop Loss  $890.00    ($2,250.00)  $37,965.00    ($2,250.00)  0.00%  (100.00%)  $15.00  $0.00
 68  Buy  02/08/10 13:14  Long #1  $879.00  $0.00  1  $1,770.00  4.10%  $2,762.50  100.00%    $15.00  $0.00
   Sell  02/23/10 13:14  LongExit3  $915.00    $1,800.00  $39,735.00    $0.00  65.16%  65.16%  $15.00  $0.00
 69  Buy  04/27/10 13:14  Long #1  $1,009.50  $0.00  1  ($2,280.00)  (4.46%)  $1,237.50  35.48%    $15.00  $0.00
   Sell  05/06/10 13:14  Stop Loss  $964.50    ($2,250.00)  $37,455.00    ($2,250.00)  0.00%  (64.52%)  $15.00  $0.00
 70  Buy  05/06/10 13:14  Long #1  $949.75  $0.00  1  $1,182.50  2.55%  $2,000.00  56.34%    $15.00  $0.00
   Sell  05/11/10 13:14  LongExit3  $974.00    $1,212.50  $38,637.50    ($1,550.00)  77.82%  34.15%  $15.00  $0.00
 71  Buy  05/20/10 13:14  Long #1  $898.75  $0.00  1  $695.00  1.61%  $900.00  48.00%    $15.00  $0.00
   Sell  05/21/10 13:14  LongExit1  $913.25    $725.00  $39,332.50    ($975.00)  90.67%  38.67%  $15.00  $0.00
 72  Buy  06/24/10 13:14  Long #1  $903.25  $0.00  1  $120.00  0.33%  $425.00  50.75%    $15.00  $0.00
   Sell  06/25/10 13:14  LongExit1  $906.25    $150.00  $39,452.50    ($412.50)  67.16%  17.91%  $15.00  $0.00
 73  Buy  06/29/10 13:14  Long #1  $868.75  $0.00  1  ($630.00)  (1.38%)  $362.50  19.21%    $15.00  $0.00
   Sell  07/06/10 13:14  LongExit1  $856.75    ($600.00)  $38,822.50    ($1,525.00)  49.01%  (31.79%)  $15.00  $0.00
 74  Buy  08/11/10 13:14  Long #1  $917.50  $0.00  1  $195.00  0.49%  $662.50  41.09%    $15.00  $0.00
   Sell  08/17/10 13:14  LongExit1  $922.00    $225.00  $39,017.50    ($950.00)  72.87%  13.95%  $15.00  $0.00
 75  Buy  08/24/10 13:14  Long #1  $882.50  $0.00  1  $182.50  0.48%  $375.00  36.14%    $15.00  $0.00
   Sell  08/25/10 13:14  LongExit1  $886.75    $212.50  $39,200.00    ($662.50)  84.34%  20.48%  $15.00  $0.00
 76  Buy  11/16/10 13:14  Long #1  $1,012.25  $0.00  1  $157.50  0.37%  $1,237.50  93.40%    $15.00  $0.00
   Sell  11/23/10 13:14  LongExit2  $1,016.00    $187.50  $39,357.50    ($87.50)  20.75%  14.15%  $15.00  $0.00
 77  Buy  02/23/11 13:14  Long #1  $1,148.75  $0.00  1  $682.50  1.24%  $1,287.50  64.38%    $15.00  $0.00
   Sell  03/04/11 13:14  LongExit2  $1,163.00    $712.50  $40,040.00    ($712.50)  71.25%  35.63%  $15.00  $0.00
 78  Buy  03/15/11 13:14  Long #1  $1,121.75  $0.00  1  $1,595.00  2.90%  $2,025.00  56.25%    $15.00  $0.00
   Sell  03/28/11 13:14  LongExit3  $1,154.25    $1,625.00  $41,635.00    ($1,575.00)  88.89%  45.14%  $15.00  $0.00
 79  Buy  07/27/11 13:14  Long #1  $1,152.00  $0.00  1  ($2,280.00)  (3.91%)  $675.00  23.08%    $15.00  $0.00
   Sell  08/02/11 13:14  Stop Loss  $1,107.00    ($2,250.00)  $39,355.00    ($2,250.00)  0.00%  (76.92%)  $15.00  $0.00
 80  Buy  08/04/11 13:14  Long #1  $1,050.25  $0.00  1  ($2,280.00)  (4.28%)  $887.50  28.29%    $15.00  $0.00
   Sell  08/08/11 13:14  Stop Loss  $1,005.25    ($2,250.00)  $37,075.00    ($2,250.00)  0.00%  (71.71%)  $15.00  $0.00
 81  Buy  09/22/11 13:14  Long #1  $981.00  $0.00  1  $245.00  0.56%  $637.50  58.62%    $15.00  $0.00
   Sell  09/23/11 13:14  LongExit1  $986.50    $275.00  $37,320.00    ($450.00)  66.67%  25.29%  $15.00  $0.00
 82  Buy  10/03/11 13:14  Long #1  $945.75  $0.00  1  $1,345.00  2.91%  $1,612.50  62.32%    $15.00  $0.00
   Sell  10/04/11 13:14  LongExit1  $973.25    $1,375.00  $38,665.00    ($975.00)  90.82%  53.14%  $15.00  $0.00
 83  Sell Short  10/17/11 13:14  Short #1  $1,053.00  $0.00  1  ($2,280.00)  (4.27%)  $425.00  15.89%    $15.00  $0.00
   Buy to Cover  10/24/11 13:14  Stop Loss  $1,098.00    ($2,250.00)  $36,385.00    ($2,250.00)  0.00%  (84.11%)  $15.00  $0.00
 84  Sell Short  10/31/11 13:14  Short #1  $1,104.75  $0.00  1  ($67.50)  (0.07%)  $1,850.00  98.01%    $15.00  $0.00
   Buy to Cover  11/03/11 13:14  ShortExit3  $1,105.50    ($37.50)  $36,317.50    ($37.50)  0.00%  (1.99%)  $15.00  $0.00
 85  Buy  03/06/12 13:14  Long #1  $1,206.50  $0.00  1  $3,107.50  5.20%  $3,562.50  100.00%    $15.00  $0.00
   Sell  03/20/12 13:14  LongExit2  $1,269.25    $3,137.50  $39,425.00    $0.00  88.07%  88.07%  $15.00  $0.00
 86  Buy  04/09/12 13:14  Long #1  $1,245.00  $0.00  1  ($667.50)  (1.02%)  $675.00  37.24%    $15.00  $0.00
   Sell  04/23/12 13:14  LongExit2  $1,232.25    ($637.50)  $38,757.50    ($1,137.50)  27.59%  (35.17%)  $15.00  $0.00
 87  Buy  05/04/12 13:14  Long #1  $1,233.50  $0.00  1  ($2,280.00)  (3.65%)  $325.00  12.62%    $15.00  $0.00
   Sell  05/17/12 13:14  Stop Loss  $1,188.50    ($2,250.00)  $36,477.50    ($2,250.00)  0.00%  (87.38%)  $15.00  $0.00
 88  Buy  06/01/12 13:14  Long #1  $1,145.00  $0.00  1  $1,757.50  3.12%  $2,712.50  84.44%    $15.00  $0.00
   Sell  06/08/12 13:14  LongExit3  $1,180.75    $1,787.50  $38,235.00    ($500.00)  71.21%  55.64%  $15.00  $0.00
 89  Buy  07/24/12 13:14  Long #1  $1,206.00  $0.00  1  $2,507.50  4.21%  $2,887.50  94.29%    $15.00  $0.00
   Sell  07/30/12 13:14  LongExit2  $1,256.75    $2,537.50  $40,742.50    ($175.00)  88.57%  82.86%  $15.00  $0.00
 90  Buy  08/23/12 13:14  Long #1  $1,276.25  $0.00  1  $1,320.00  2.12%  $1,925.00  87.50%    $15.00  $0.00
   Sell  09/10/12 13:14  LongExit2  $1,303.25    $1,350.00  $42,062.50    ($275.00)  73.86%  61.36%  $15.00  $0.00
 91  Buy  09/26/12 13:14  Long #1  $1,310.75  $0.00  1  $1,107.50  1.74%  $1,925.00  100.00%    $15.00  $0.00
   Sell  10/08/12 13:14  LongExit2  $1,333.50    $1,137.50  $43,170.00    $0.00  59.09%  59.09%  $15.00  $0.00
 92  Buy  10/23/12 13:14  Long #1  $1,290.75  $0.00  1  ($117.50)  (0.14%)  $1,162.50  69.92%    $15.00  $0.00
   Sell  11/02/12 13:14  LongExit2  $1,289.00    ($87.50)  $43,052.50    ($500.00)  24.81%  (5.26%)  $15.00  $0.00
 93  Buy  12/28/12 13:14  Long #1  $1,277.00  $0.00  1  $5,370.00  8.46%  $5,587.50  100.00%    $15.00  $0.00
   Sell  01/25/13 13:14  LongExit2  $1,385.00    $5,400.00  $48,422.50    $0.00  96.64%  96.64%  $15.00  $0.00
 94  Buy  05/31/13 13:14  Long #1  $1,523.75  $0.00  1  $620.00  0.85%  $950.00  36.54%    $15.00  $0.00
   Sell  06/10/13 13:14  LongExit2  $1,536.75    $650.00  $49,042.50    ($1,650.00)  88.46%  25.00%  $15.00  $0.00
 95  Buy  06/20/13 13:14  Long #1  $1,484.25  $0.00  1  $4,332.50  5.88%  $4,775.00  75.64%    $15.00  $0.00
   Sell  07/16/13 13:14  LongExit2  $1,571.50    $4,362.50  $53,375.00    ($1,537.50)  93.47%  69.11%  $15.00  $0.00
 96  Buy  08/15/13 13:14  Long #1  $1,556.75  $0.00  1  ($167.50)  (0.18%)  $550.00  34.92%    $15.00  $0.00
   Sell  08/26/13 13:14  LongExit2  $1,554.00    ($137.50)  $53,207.50    ($1,025.00)  56.35%  (8.73%)  $15.00  $0.00
 97  Buy  10/08/13 13:14  Long #1  $1,557.50  $0.00  1  $2,307.50  3.00%  $2,787.50  83.83%    $15.00  $0.00
   Sell  10/15/13 13:14  LongExit3  $1,604.25    $2,337.50  $55,515.00    ($537.50)  86.47%  70.30%  $15.00  $0.00
 98  Buy  12/05/13 13:14  Long #1  $1,690.50  $0.00  1  $907.50  1.11%  $1,387.50  100.00%    $15.00  $0.00
   Sell  12/10/13 13:14  LongExit2  $1,709.25    $937.50  $56,422.50    $0.00  67.57%  67.57%  $15.00  $0.00
 99  Buy  12/12/13 13:14  Long #1  $1,681.75  $0.00  1  $3,270.00  3.92%  $3,562.50  89.91%    $15.00  $0.00
   Sell  12/30/13 13:14  LongExit2  $1,747.75    $3,300.00  $59,692.50    ($400.00)  93.38%  83.28%  $15.00  $0.00
 100  Buy  01/24/14 13:14  Long #1  $1,696.00  $0.00  1  ($2,280.00)  (2.65%)  $537.50  19.28%    $15.00  $0.00
   Sell  02/03/14 13:14  Stop Loss  $1,651.00    ($2,250.00)  $57,412.50    ($2,250.00)  0.00%  (80.72%)  $15.00  $0.00
 101  Buy  02/03/14 13:14  Long #1  $1,646.75  $0.00  1  $4,532.50  5.54%  $5,537.50  98.44%    $15.00  $0.00
   Sell  02/19/14 13:14  LongExit2  $1,738.00    $4,562.50  $61,945.00    ($87.50)  82.67%  81.11%  $15.00  $0.00
 102  Buy  03/13/14 13:14  Long #1  $1,760.50  $0.00  1  $607.50  0.72%  $1,337.50  75.89%    $15.00  $0.00
   Sell  03/19/14 13:14  LongExit2  $1,773.25    $637.50  $62,552.50    ($425.00)  60.28%  36.17%  $15.00  $0.00
 103  Buy  04/07/14 13:14  Long #1  $1,758.00  $0.00  1  $1,032.50  1.21%  $2,037.50  56.99%    $15.00  $0.00
   Sell  04/25/14 13:14  LongExit2  $1,779.25    $1,062.50  $63,585.00    ($1,537.50)  72.73%  29.72%  $15.00  $0.00
 104  Buy  07/31/14 13:14  Long #1  $1,854.00  $0.00  1  $3,482.50  3.79%  $3,800.00  73.79%    $15.00  $0.00
   Sell  08/27/14 13:14  LongExit2  $1,924.25    $3,512.50  $67,067.50    ($1,350.00)  94.42%  68.20%  $15.00  $0.00
 105  Buy  10/10/14 13:14  Long #1  $1,833.50  $0.00  1  ($1,217.50)  (1.30%)  $387.50  18.90%    $15.00  $0.00
   Sell  10/14/14 13:14  LongExit1  $1,809.75    ($1,187.50)  $65,850.00    ($1,662.50)  23.17%  (57.93%)  $15.00  $0.00
 106  Buy  10/15/14 13:14  Long #1  $1,783.25  $0.00  1  $82.50  0.13%  $1,087.50  46.28%    $15.00  $0.00
   Sell  10/16/14 13:14  LongExit1  $1,785.50    $112.50  $65,932.50    ($1,262.50)  58.51%  4.79%  $15.00  $0.00
 107  Buy  12/10/14 13:14  Long #1  $1,961.75  $0.00  1  ($2,280.00)  (2.29%)  $1,500.00  40.00%    $15.00  $0.00
   Sell  12/15/14 13:14  Stop Loss  $1,916.75    ($2,250.00)  $63,652.50    ($2,250.00)  0.00%  (60.00%)  $15.00  $0.00
 108  Buy  12/16/14 13:14  Long #1  $1,905.75  $0.00  1  $5,607.50  5.92%  $6,262.50  100.00%    $15.00  $0.00
   Sell  12/30/14 13:14  LongExit2  $2,018.50    $5,637.50  $69,260.00    $0.00  90.02%  90.02%  $15.00  $0.00
 109  Buy  01/06/15 13:14  Long #1  $1,937.50  $0.00  1  $2,745.00  2.86%  $3,287.50  100.00%    $15.00  $0.00
   Sell  01/09/15 13:14  LongExit3  $1,993.00    $2,775.00  $72,005.00    $0.00  84.41%  84.41%  $15.00  $0.00
 110  Buy  01/15/15 13:14  Long #1  $1,933.00  $0.00  1  $2,757.50  2.88%  $3,425.00  87.82%    $15.00  $0.00
   Sell  01/23/15 13:14  LongExit3  $1,988.75    $2,787.50  $74,762.50    ($475.00)  83.65%  71.47%  $15.00  $0.00
 111  Buy  03/06/15 13:14  Long #1  $2,013.25  $0.00  1  ($505.00)  (0.47%)  $2,175.00  57.05%    $15.00  $0.00
   Sell  03/25/15 13:14  LongExit2  $2,003.75    ($475.00)  $74,257.50    ($1,637.50)  30.49%  (12.46%)  $15.00  $0.00
 112  Buy  06/29/15 13:14  Long #1  $2,008.25  $0.00  1  $2,882.50  2.90%  $3,775.00  82.74%    $15.00  $0.00
   Sell  07/21/15 13:14  LongExit3  $2,066.50    $2,912.50  $77,140.00    ($787.50)  81.10%  63.84%  $15.00  $0.00
 113  Buy  07/27/15 13:14  Long #1  $2,021.75  $0.00  1  $1,332.50  1.35%  $2,212.50  94.15%    $15.00  $0.00
   Sell  08/03/15 13:14  LongExit2  $2,049.00    $1,362.50  $78,472.50    ($137.50)  63.83%  57.98%  $15.00  $0.00
 114  Buy  08/20/15 13:14  Long #1  $1,984.50  $0.00  1  ($2,280.00)  (2.27%)  $0.00  0.00%    $15.00  $0.00
   Sell  08/21/15 13:14  Stop Loss  $1,939.50    ($2,250.00)  $76,192.50    ($2,250.00)  0.00%  (100.00%)  $15.00  $0.00
 115  Sell Short  09/22/15 13:14  Short #1  $1,899.50  $0.00  1  $732.50  0.80%  $1,775.00  85.54%    $15.00  $0.00
   Buy to Cover  09/24/15 13:14  ShortExit1  $1,884.25    $762.50  $76,925.00    ($300.00)  51.20%  36.75%  $15.00  $0.00
 116  Buy  09/28/15 13:14  Long #1  $1,841.00  $0.00  1  $1,470.00  1.63%  $1,812.50  73.98%    $15.00  $0.00
   Sell  09/30/15 13:14  LongExit1  $1,871.00    $1,500.00  $78,395.00    ($637.50)  87.24%  61.22%  $15.00  $0.00
 117  Buy  11/12/15 13:14  Long #1  $2,007.50  $0.00  1  $2,020.00  2.04%  $2,687.50  67.19%    $15.00  $0.00
   Sell  11/30/15 13:14  LongExit2  $2,048.50    $2,050.00  $80,415.00    ($1,312.50)  84.06%  51.25%  $15.00  $0.00
 118  Buy  12/11/15 13:14  Long #1  $1,977.00  $0.00  1  $395.00  0.43%  $662.50  40.77%    $15.00  $0.00
   Sell  12/14/15 13:14  LongExit1  $1,985.50    $425.00  $80,810.00    ($962.50)  85.38%  26.15%  $15.00  $0.00
 119  Buy  01/07/16 13:14  Long #1  $1,909.50  $0.00  1  ($542.50)  (0.54%)  $912.50  30.04%    $15.00  $0.00
   Sell  01/12/16 13:14  LongExit1  $1,899.25    ($512.50)  $80,267.50    ($2,125.00)  53.09%  (16.87%)  $15.00  $0.00
 120  Sell Short  02/02/16 13:14  Short #1  $1,872.00  $0.00  1  $2,182.50  2.36%  $3,787.50  75.75%    $15.00  $0.00
   Buy to Cover  02/08/16 13:14  Long #1  $1,827.75    $2,212.50  $82,450.00    ($1,212.50)  68.50%  44.25%  $15.00  $0.00
 121  Buy  02/08/16 13:14  Long #1  $1,827.75  $0.00  1  ($217.50)  (0.21%)  $525.00  27.63%    $15.00  $0.00
   Sell  02/09/16 13:14  LongExit1  $1,824.00    ($187.50)  $82,232.50    ($1,375.00)  62.50%  (9.87%)  $15.00  $0.00
 122  Buy  04/29/16 13:14  Long #1  $2,042.25  $0.00  1  ($17.50)  0.01%  $1,062.50  46.20%    $15.00  $0.00
   Sell  05/11/16 13:14  LongExit2  $2,042.50    $12.50  $82,215.00    ($1,237.50)  54.35%  0.54%  $15.00  $0.00
 123  Buy  06/13/16 13:14  Long #1  $2,063.50  $0.00  1  ($2,280.00)  (2.18%)  $1,775.00  44.10%    $15.00  $0.00
   Sell  06/24/16 13:14  Stop Loss  $2,018.50    ($2,250.00)  $79,935.00    ($2,250.00)  0.00%  (55.90%)  $15.00  $0.00
 124  Buy  08/26/16 13:14  Long #1  $2,160.75  $0.00  1  $532.50  0.52%  $937.50  58.59%    $15.00  $0.00
   Sell  09/08/16 13:14  LongExit2  $2,172.00    $562.50  $80,467.50    ($662.50)  76.56%  35.16%  $15.00  $0.00
 125  Buy  09/09/16 13:14  Long #1  $2,116.00  $0.00  1  $1,132.50  1.10%  $2,800.00  89.96%    $15.00  $0.00
   Sell  09/26/16 13:14  LongExit2  $2,139.25    $1,162.50  $81,600.00    ($312.50)  47.39%  37.35%  $15.00  $0.00
 126  Buy  10/31/16 13:14  Long #1  $2,122.75  $0.00  1  $3,895.00  3.70%  $4,412.50  66.48%    $15.00  $0.00
   Sell  11/28/16 13:14  LongExit2  $2,201.25    $3,925.00  $85,495.00    ($2,225.00)  92.66%  59.13%  $15.00  $0.00
 127  Buy  12/30/16 13:14  Long #1  $2,239.50  $0.00  1  $1,420.00  1.29%  $2,100.00  100.00%    $15.00  $0.00
   Sell  01/12/17 13:14  LongExit2  $2,268.50    $1,450.00  $86,915.00    $0.00  69.05%  69.05%  $15.00  $0.00
 128  Buy  03/22/17 13:14  Long #1  $2,349.50  $0.00  1  $820.00  0.72%  $1,237.50  50.77%    $15.00  $0.00
   Sell  03/31/17 13:14  LongExit2  $2,366.50    $850.00  $87,735.00    ($1,200.00)  84.10%  34.87%  $15.00  $0.00
 129  Buy  04/12/17 13:14  Long #1  $2,349.50  $0.00  1  $2,070.00  1.79%  $2,637.50  74.56%    $15.00  $0.00
   Sell  05/03/17 13:14  LongExit2  $2,391.50    $2,100.00  $89,805.00    ($900.00)  84.81%  59.36%  $15.00  $0.00
 130  Buy  05/17/17 13:14  Long #1  $2,365.25  $0.00  1  $2,620.00  2.24%  $3,000.00  90.57%    $15.00  $0.00
   Sell  05/30/17 13:14  LongExit2  $2,418.25    $2,650.00  $92,425.00    ($312.50)  89.43%  80.00%  $15.00  $0.00
 131  Buy  08/10/17 13:14  Long #1  $2,447.00  $0.00  1  $195.00  0.18%  $1,837.50  63.09%    $15.00  $0.00
   Sell  08/23/17 13:14  LongExit2  $2,451.50    $225.00  $92,620.00    ($1,075.00)  44.64%  7.73%  $15.00  $0.00
 132  Buy  11/15/17 13:14  Long #1  $2,576.00  $0.00  1  $3,032.50  2.38%  $3,125.00  100.00%    $15.00  $0.00
   Sell  11/28/17 13:14  LongExit2  $2,637.25    $3,062.50  $95,652.50    $0.00  98.00%  98.00%  $15.00  $0.00
 133  Buy  02/02/18 13:14  Long #1  $2,767.50  $0.00  1  ($2,280.00)  (1.63%)  $212.50  8.63%    $15.00  $0.00
   Sell  02/05/18 13:14  Stop Loss  $2,722.50    ($2,250.00)  $93,372.50    ($2,250.00)  0.00%  (91.37%)  $15.00  $0.00
 134  Buy  03/22/18 13:14  Long #1  $2,647.25  $0.00  1  ($2,280.00)  (1.70%)  $762.50  25.31%    $15.00  $0.00
   Sell  03/23/18 13:14  Stop Loss  $2,602.25    ($2,250.00)  $91,092.50    ($2,250.00)  0.00%  (74.69%)  $15.00  $0.00
 135  Buy  05/29/18 13:14  Long #1  $2,695.25  $0.00  1  $3,645.00  2.73%  $4,400.00  100.00%    $15.00  $0.00
   Sell  06/08/18 13:14  LongExit3  $2,768.75    $3,675.00  $94,737.50    $0.00  83.52%  83.52%  $15.00  $0.00
 136  Buy  06/21/18 13:14  Long #1  $2,753.25  $0.00  1  ($2,280.00)  (1.63%)  $762.50  25.31%    $15.00  $0.00
   Sell  06/25/18 13:14  Stop Loss  $2,708.25    ($2,250.00)  $92,457.50    ($2,250.00)  0.00%  (74.69%)  $15.00  $0.00
 137  Buy  06/25/18 13:14  Long #1  $2,720.50  $0.00  1  $2,657.50  1.98%  $3,862.50  74.10%    $15.00  $0.00
   Sell  07/11/18 13:14  LongExit2  $2,774.25    $2,687.50  $95,115.00    ($1,350.00)  77.46%  51.56%  $15.00  $0.00

--==TSBoundary-SPR Content-Type: text/html; charset=us-ascii Content-Transfer-Encoding: 7bit Content-ID: Annual Trading Summary
TradeStation Strategy Performance Report Metrica II WFO Broker, @ES.D, 404 min., 9/11/1997 1:14:00 PM - 8/3/2018 1:14:00 PM
TradeStation Periodical Returns: Annual 
 
Mark-To-Market Period Analysis:

Period

Net Profit % Gain Profit Factor # Trades % Profitable

Last 12 month

$2,690.00 2.35% 1.39 7 57.14%
1/1/2018 ($537.50) (0.46%) 0.92 5 40.00%
1/1/2017 $10,172.50 9.46% 100.00 6 100.00%
1/1/2016 $4,670.00 4.54% 2.52 9 44.44%
1/1/2015 $11,550.00 12.66% 5.15 10 80.00%
1/1/2014 $9,567.50 11.71% 2.66 9 66.67%
1/1/2013 $14,817.50 22.16% 89.46 7 85.71%
1/1/2012 $8,557.50 14.67% 3.79 9 66.67%
1/1/2011 ($3,040.00) (4.95%) 0.56 8 50.00%
1/1/2010 ($887.50) (1.43%) 0.83 10 70.00%
1/1/2009 $12,922.50 26.20% 5.23 13 76.92%
1/1/2008 $17,330.00 54.17% 2.64 22 77.27%
1/1/2007 $5,842.50 22.34% 2.48 12 75.00%
1/1/2006 $2,832.50 12.15% 2.63 9 55.56%
1/1/2005 $2,332.50 11.12% 3.10 9 44.44%
1/1/2004 ($1,015.00) (4.61%) 0.17 3 33.33%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
1/1/2018 - Today ($537.50) (0.46%) 0.92 5 40.00%
1/1/2017 - 1/1/2018 $9,635.00 8.96% 2.41 11 72.73%
1/1/2016 - 1/1/2018 $14,305.00 13.91% 2.45 19 63.16%
1/1/2015 - 1/1/2018 $25,855.00 28.33% 3.04 29 68.97%
1/1/2014 - 1/1/2018 $35,422.50 43.36% 2.92 38 68.42%
1/1/2013 - 1/1/2018 $50,240.00 75.13% 3.70 45 71.11%
1/1/2012 - 1/1/2018 $58,797.50 100.82% 3.71 53 69.81%
1/1/2011 - 1/1/2018 $55,757.50 90.87% 2.95 61 67.21%
1/1/2010 - 1/1/2018 $54,870.00 88.15% 2.62 71 67.61%
1/1/2009 - 1/1/2018 $67,792.50 137.45% 2.84 84 69.05%
1/1/2008 - 1/1/2018 $85,122.50 266.07% 2.80 106 70.75%
1/1/2007 - 1/1/2018 $90,965.00 347.86% 2.77 117 70.94%
1/1/2006 - 1/1/2018 $93,797.50 402.26% 2.77 126 69.84%
1/1/2005 - 1/1/2018 $96,130.00 458.09% 2.77 134 68.66%
1/1/2004 - 1/1/2018 $95,115.00 432.34% 2.72 137 67.88%
1/1/2003 - 1/1/2018 $95,115.00 432.34% 2.72 137 67.88%
1/1/2002 - 1/1/2018 $95,115.00 432.34% 2.72 137 67.88%
1/1/2001 - 1/1/2018 $95,115.00 432.34% 2.72 137 67.88%
1/1/2000 - 1/1/2018 $95,115.00 432.34% 2.72 137 67.88%
1/1/1999 - 1/1/2018 $95,115.00 432.34% 2.72 137 67.88%
1/1/1998 - 1/1/2018 $95,115.00 432.34% 2.72 137 67.88%
1/1/1997 - 1/1/2018 $95,115.00 432.34% 2.72 137 67.88%

Created by TradeStation: 8/3/2018 10:11:48 AM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=us-ascii Content-Transfer-Encoding: 7bit Content-ID: Monthly Analysis
TradeStation Strategy Performance Report Metrica II WFO Broker, @ES.D, 404 min., 9/11/1997 1:14:00 PM - 8/3/2018 1:14:00 PM
TradeStation Periodical Returns: Monthly

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

%Profitable

January $1,193.75 5.43% 71.43%
February $983.61 1.51% 66.67%
March $417.25 0.67% 58.33%
April $327.78 0.49% 66.67%
May ($95.36) (0.15%) 45.45%
June $435.23 0.56% 68.75%
July $1,209.77 1.99% 50.00%
August ($370.63) (0.58%) 47.37%
September $1,986.43 3.11% 92.86%
October $598.25 0.94% 50.00%
November $2,184.50 3.86% 90.91%
December $1,561.25 2.30% 66.67%
 
Mark-To-Market Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

7/1/2018 $2,585.00 2.26% 100.00 1 100.00%
6/1/2018 $727.50 0.64% 1.32 3 66.67%
5/1/2018 $710.00 0.63% 100.00 1 100.00%
3/1/2018 ($2,280.00) (1.98%) 0.00 1 0.00%
2/1/2018 ($2,280.00) (1.94%) 0.00 1 0.00%
11/1/2017 $3,032.50 2.65% 100.00 1 100.00%
8/1/2017 $195.00 0.17% 100.00 1 100.00%
5/1/2017 $2,792.50 2.50% 100.00 2 100.00%
4/1/2017 $1,897.50 1.73% 100.00 1 100.00%
3/1/2017 $820.00 0.75% 100.00 1 100.00%
1/1/2017 $1,435.00 1.34% 100.00 1 100.00%
12/1/2016 ($15.00) (0.01%) 0.00 1 0.00%
11/1/2016 $3,910.00 3.77% 100.00 1 100.00%
10/1/2016 ($15.00) (0.01%) 0.00 1 0.00%
9/1/2016 $1,592.50 1.56% 100.00 2 100.00%
8/1/2016 $72.50 0.07% 100.00 1 100.00%
6/1/2016 ($2,280.00) (2.19%) 0.00 1 0.00%
5/1/2016 ($2.50) (0.00%) 0.00 1 0.00%
4/1/2016 ($15.00) (0.01%) 0.00 1 0.00%
2/1/2016 $1,965.00 1.92% 10.03 2 50.00%
1/1/2016 ($542.50) (0.53%) 0.00 1 0.00%
12/1/2015 $395.00 0.39% 100.00 1 100.00%
11/1/2015 $2,020.00 2.01% 100.00 1 100.00%
9/1/2015 $2,202.50 2.24% 100.00 2 100.00%
8/1/2015 ($2,707.50) (2.68%) 0.00 2 0.00%
7/1/2015 $4,457.50 4.62% 100.00 2 100.00%
6/1/2015 $185.00 0.19% 100.00 1 100.00%
3/1/2015 ($505.00) (0.52%) 0.00 1 0.00%
1/1/2015 $5,502.50 6.03% 100.00 2 100.00%
12/1/2014 $3,327.50 3.78% 2.46 2 50.00%
10/1/2014 ($1,135.00) (1.27%) 0.07 2 50.00%
8/1/2014 $3,497.50 4.09% 100.00 1 100.00%
7/1/2014 ($15.00) (0.02%) 0.00 1 0.00%
4/1/2014 $1,032.50 1.22% 100.00 1 100.00%
3/1/2014 $607.50 0.72% 100.00 1 100.00%
2/1/2014 $2,455.00 3.01% 2.18 2 50.00%
1/1/2014 ($202.50) (0.25%) 0.00 1 0.00%
12/1/2013 $4,177.50 5.39% 100.00 2 100.00%
10/1/2013 $2,307.50 3.07% 100.00 1 100.00%
8/1/2013 ($167.50) (0.22%) 0.00 1 0.00%
7/1/2013 $3,597.50 5.01% 100.00 1 100.00%
6/1/2013 $1,370.00 1.95% 100.00 2 100.00%
5/1/2013 ($15.00) (0.02%) 0.00 1 0.00%
1/1/2013 $3,547.50 5.30% 100.00 1 100.00%
12/1/2012 $1,822.50 2.80% 100.00 1 100.00%
11/1/2012 $135.00 0.21% 100.00 1 100.00%
10/1/2012 $495.00 0.77% 2.96 2 50.00%
9/1/2012 $1,395.00 2.21% 100.00 2 100.00%
8/1/2012 $285.00 0.45% 100.00 1 100.00%
7/1/2012 $2,507.50 4.16% 100.00 1 100.00%
6/1/2012 $1,757.50 3.01% 100.00 1 100.00%
5/1/2012 ($2,280.00) (3.75%) 0.00 1 0.00%
4/1/2012 ($667.50) (1.09%) 0.00 1 0.00%
3/1/2012 $3,107.50 5.33% 100.00 1 100.00%
11/1/2011 ($52.50) (0.09%) 0.00 1 0.00%
10/1/2011 ($950.00) (1.60%) 0.59 3 33.33%
9/1/2011 $245.00 0.41% 100.00 1 100.00%
8/1/2011 ($4,107.50) (6.50%) 0.00 2 0.00%
7/1/2011 ($452.50) (0.71%) 0.00 1 0.00%
3/1/2011 $1,292.50 2.07% 5.27 2 50.00%
2/1/2011 $985.00 1.61% 100.00 1 100.00%
11/1/2010 $157.50 0.26% 100.00 1 100.00%
8/1/2010 $377.50 0.62% 100.00 2 100.00%
7/1/2010 ($27.50) (0.05%) 0.00 1 0.00%
6/1/2010 ($482.50) (0.79%) 0.20 2 50.00%
5/1/2010 ($562.50) (0.91%) 0.77 3 66.67%
4/1/2010 $160.00 0.26% 100.00 1 100.00%
2/1/2010 $1,770.00 2.95% 100.00 1 100.00%
1/1/2010 ($2,280.00) (3.66%) 0.00 1 0.00%
11/1/2009 $2,735.00 4.60% 100.00 1 100.00%
10/1/2009 $1,330.00 2.29% 4.91 2 50.00%
9/1/2009 $1,632.50 2.89% 100.00 1 100.00%
7/1/2009 $3,867.50 7.34% 4.39 2 50.00%
6/1/2009 $397.50 0.76% 100.00 1 100.00%
4/1/2009 ($2,280.00) (4.18%) 0.00 1 0.00%
3/1/2009 $195.00 0.36% 100.00 1 100.00%
2/1/2009 $292.50 0.54% 1.33 2 50.00%
1/1/2009 $4,752.50 9.64% 100.00 5 100.00%
11/1/2008 $7,627.50 18.29% 100.00 2 100.00%
10/1/2008 $2,840.00 7.31% 2.25 2 50.00%
9/1/2008 $7,590.00 24.28% 100.00 5 100.00%
8/1/2008 ($2,455.00) (7.28%) 0.00 2 0.00%
7/1/2008 $500.00 1.51% 1.72 3 66.67%
6/1/2008 $232.50 0.70% 100.00 1 100.00%
4/1/2008 $1,207.50 3.80% 100.00 1 100.00%
3/1/2008 $2,342.50 7.96% 86.18 2 50.00%
2/1/2008 $217.50 0.74% 15.50 2 50.00%
1/1/2008 ($2,772.50) (8.67%) 0.54 5 60.00%
12/1/2007 $2,317.50 7.81% 100.00 2 100.00%
11/1/2007 $1,332.50 4.70% 100.00 1 100.00%
10/1/2007 $1,457.50 5.42% 100.00 1 100.00%
8/1/2007 $1,125.00 4.37% 100.00 3 100.00%
7/1/2007 ($3,595.00) (12.25%) 0.00 2 0.00%
6/1/2007 $3,227.50 12.35% 100.00 2 100.00%
3/1/2007 ($1,502.50) (5.44%) 0.00 1 0.00%
2/1/2007 $1,480.00 5.66% 100.00 2 100.00%
12/1/2006 $480.00 1.87% 4.15 2 50.00%
11/1/2006 $947.50 3.83% 100.00 1 100.00%
7/1/2006 ($117.50) (0.47%) 0.00 1 0.00%
6/1/2006 ($305.00) (1.21%) 0.00 1 0.00%
5/1/2006 ($1,310.00) (4.95%) 0.00 2 0.00%
4/1/2006 $1,020.00 4.01% 100.00 1 100.00%
1/1/2006 $2,117.50 9.08% 100.00 2 100.00%
12/1/2005 ($15.00) (0.06%) 0.00 1 0.00%
10/1/2005 ($555.00) (2.32%) 0.00 1 0.00%
8/1/2005 ($92.50) (0.39%) 0.00 1 0.00%
6/1/2005 ($42.50) (0.18%) 0.00 1 0.00%
4/1/2005 $595.00 2.54% 100.00 1 100.00%
3/1/2005 $95.00 0.41% 100.00 1 100.00%
2/1/2005 $1,967.50 9.21% 100.00 2 100.00%
1/1/2005 $380.00 1.81% 1.94 2 50.00%
10/1/2004 $207.50 1.00% 100.00 1 100.00%
9/1/2004 ($752.50) (3.50%) 0.00 1 0.00%
8/1/2004 ($470.00) (2.14%) 0.00 2 0.00%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

7/1/2018 - Today $2,585.00 2.26% 100.00 1 100.00%
6/1/2018 - 7/1/2018 $3,312.50 2.91% 2.45 3 66.67%
5/1/2018 - 7/1/2018 $4,022.50 3.56% 2.76 3 66.67%
4/1/2018 - 7/1/2018 $4,022.50 3.56% 2.76 3 66.67%
3/1/2018 - 7/1/2018 $1,742.50 1.51% 1.38 4 50.00%
2/1/2018 - 7/1/2018 ($537.50) (0.46%) 0.92 5 40.00%
1/1/2018 - 7/1/2018 ($537.50) (0.46%) 0.92 5 40.00%
12/1/2017 - 7/1/2018 ($537.50) (0.46%) 0.92 5 40.00%
11/1/2017 - 7/1/2018 $2,495.00 2.18% 1.36 6 50.00%
10/1/2017 - 7/1/2018 $2,495.00 2.18% 1.36 6 50.00%
9/1/2017 - 7/1/2018 $2,495.00 2.18% 1.36 6 50.00%
8/1/2017 - 7/1/2018 $2,690.00 2.35% 1.39 7 57.14%
7/1/2017 - 7/1/2018 $2,690.00 2.35% 1.39 7 57.14%
6/1/2017 - 7/1/2018 $2,690.00 2.35% 1.39 7 57.14%
5/1/2017 - 7/1/2018 $5,482.50 4.91% 1.80 9 66.67%
4/1/2017 - 7/1/2018 $7,380.00 6.73% 2.08 9 66.67%
3/1/2017 - 7/1/2018 $8,200.00 7.53% 2.20 10 70.00%
2/1/2017 - 7/1/2018 $8,200.00 7.53% 2.20 10 70.00%
1/1/2017 - 7/1/2018 $9,635.00 8.96% 2.41 11 72.73%
12/1/2016 - 7/1/2018 $9,620.00 8.95% 2.41 11 72.73%
11/1/2016 - 7/1/2018 $13,530.00 13.06% 2.98 12 75.00%
10/1/2016 - 7/1/2018 $13,515.00 13.05% 2.98 12 75.00%
9/1/2016 - 7/1/2018 $15,107.50 14.81% 3.21 14 78.57%
8/1/2016 - 7/1/2018 $15,180.00 14.89% 3.22 14 78.57%
7/1/2016 - 7/1/2018 $15,180.00 14.89% 3.22 14 78.57%
6/1/2016 - 7/1/2018 $12,900.00 12.38% 2.41 15 73.33%
5/1/2016 - 7/1/2018 $12,897.50 12.38% 2.41 16 68.75%
4/1/2016 - 7/1/2018 $12,882.50 12.36% 2.41 16 68.75%
3/1/2016 - 7/1/2018 $12,882.50 12.36% 2.41 16 68.75%
2/1/2016 - 7/1/2018 $14,847.50 14.52% 2.59 18 66.67%
1/1/2016 - 7/1/2018 $14,305.00 13.91% 2.45 19 63.16%
12/1/2015 - 7/1/2018 $14,700.00 14.35% 2.49 20 65.00%
11/1/2015 - 7/1/2018 $16,720.00 16.65% 2.69 21 66.67%
10/1/2015 - 7/1/2018 $16,720.00 16.65% 2.69 21 66.67%
9/1/2015 - 7/1/2018 $18,922.50 19.27% 2.91 23 69.57%
8/1/2015 - 7/1/2018 $16,215.00 16.07% 2.29 25 64.00%
7/1/2015 - 7/1/2018 $20,672.50 21.44% 2.70 26 69.23%
6/1/2015 - 7/1/2018 $20,857.50 21.67% 2.71 26 69.23%
5/1/2015 - 7/1/2018 $20,857.50 21.67% 2.71 26 69.23%
4/1/2015 - 7/1/2018 $20,857.50 21.67% 2.71 26 69.23%
3/1/2015 - 7/1/2018 $20,352.50 21.03% 2.60 27 66.67%
2/1/2015 - 7/1/2018 $20,352.50 21.03% 2.60 27 66.67%
1/1/2015 - 7/1/2018 $25,855.00 28.33% 3.04 29 68.97%
12/1/2014 - 7/1/2018 $29,182.50 33.19% 2.95 31 67.74%
11/1/2014 - 7/1/2018 $29,182.50 33.19% 2.95 31 67.74%
10/1/2014 - 7/1/2018 $28,047.50 31.49% 2.73 33 66.67%
9/1/2014 - 7/1/2018 $28,047.50 31.49% 2.73 33 66.67%
8/1/2014 - 7/1/2018 $31,545.00 36.86% 2.95 34 67.65%
7/1/2014 - 7/1/2018 $31,530.00 36.84% 2.95 34 67.65%
6/1/2014 - 7/1/2018 $31,530.00 36.84% 2.95 34 67.65%
5/1/2014 - 7/1/2018 $31,530.00 36.84% 2.95 34 67.65%
4/1/2014 - 7/1/2018 $32,562.50 38.51% 3.01 35 68.57%
3/1/2014 - 7/1/2018 $33,170.00 39.51% 3.05 36 69.44%
2/1/2014 - 7/1/2018 $35,625.00 43.72% 2.95 38 68.42%
1/1/2014 - 7/1/2018 $35,422.50 43.36% 2.92 38 68.42%
12/1/2013 - 7/1/2018 $39,600.00 51.09% 3.15 40 70.00%
11/1/2013 - 7/1/2018 $39,600.00 51.09% 3.15 40 70.00%
10/1/2013 - 7/1/2018 $41,907.50 55.72% 3.27 41 70.73%
9/1/2013 - 7/1/2018 $41,907.50 55.72% 3.27 41 70.73%
8/1/2013 - 7/1/2018 $41,740.00 55.38% 3.24 42 69.05%
7/1/2013 - 7/1/2018 $45,337.50 63.16% 3.43 43 69.77%
6/1/2013 - 7/1/2018 $46,707.50 66.34% 3.51 44 70.45%
5/1/2013 - 7/1/2018 $46,692.50 66.30% 3.51 44 70.45%
4/1/2013 - 7/1/2018 $46,692.50 66.30% 3.51 44 70.45%
3/1/2013 - 7/1/2018 $46,692.50 66.30% 3.51 44 70.45%
2/1/2013 - 7/1/2018 $46,692.50 66.30% 3.51 44 70.45%
1/1/2013 - 7/1/2018 $50,240.00 75.13% 3.70 45 71.11%
12/1/2012 - 7/1/2018 $52,062.50 80.03% 3.79 45 71.11%
11/1/2012 - 7/1/2018 $52,197.50 80.41% 3.80 46 71.74%
10/1/2012 - 7/1/2018 $52,692.50 81.79% 3.81 47 70.21%
9/1/2012 - 7/1/2018 $54,087.50 85.82% 3.89 48 70.83%
8/1/2012 - 7/1/2018 $54,372.50 86.66% 3.90 48 70.83%
7/1/2012 - 7/1/2018 $56,880.00 94.43% 4.03 49 71.43%
6/1/2012 - 7/1/2018 $58,637.50 100.27% 4.13 50 72.00%
5/1/2012 - 7/1/2018 $56,357.50 92.76% 3.68 51 70.59%
4/1/2012 - 7/1/2018 $55,690.00 90.66% 3.57 52 69.23%
3/1/2012 - 7/1/2018 $58,797.50 100.82% 3.71 53 69.81%
2/1/2012 - 7/1/2018 $58,797.50 100.82% 3.71 53 69.81%
1/1/2012 - 7/1/2018 $58,797.50 100.82% 3.71 53 69.81%
12/1/2011 - 7/1/2018 $58,797.50 100.82% 3.71 53 69.81%
11/1/2011 - 7/1/2018 $58,745.00 100.64% 3.70 54 68.52%
10/1/2011 - 7/1/2018 $57,795.00 97.43% 3.40 56 67.86%
9/1/2011 - 7/1/2018 $58,040.00 98.25% 3.41 57 68.42%
8/1/2011 - 7/1/2018 $53,932.50 85.36% 2.92 59 66.10%
7/1/2011 - 7/1/2018 $53,480.00 84.04% 2.87 59 66.10%
6/1/2011 - 7/1/2018 $53,480.00 84.04% 2.87 59 66.10%
5/1/2011 - 7/1/2018 $53,480.00 84.04% 2.87 59 66.10%
4/1/2011 - 7/1/2018 $53,480.00 84.04% 2.87 59 66.10%
3/1/2011 - 7/1/2018 $54,772.50 87.86% 2.90 61 65.57%
2/1/2011 - 7/1/2018 $55,757.50 90.87% 2.95 61 67.21%
1/1/2011 - 7/1/2018 $55,757.50 90.87% 2.95 61 67.21%
12/1/2010 - 7/1/2018 $55,757.50 90.87% 2.95 61 67.21%
11/1/2010 - 7/1/2018 $55,915.00 91.36% 2.96 62 67.74%
10/1/2010 - 7/1/2018 $55,915.00 91.36% 2.96 62 67.74%
9/1/2010 - 7/1/2018 $55,915.00 91.36% 2.96 62 67.74%
8/1/2010 - 7/1/2018 $56,292.50 92.55% 2.97 64 68.75%
7/1/2010 - 7/1/2018 $56,265.00 92.47% 2.97 65 67.69%
6/1/2010 - 7/1/2018 $55,782.50 90.95% 2.91 66 68.18%
5/1/2010 - 7/1/2018 $55,220.00 89.22% 2.74 69 68.12%
4/1/2010 - 7/1/2018 $55,380.00 89.71% 2.76 69 68.12%
3/1/2010 - 7/1/2018 $55,380.00 89.71% 2.76 69 68.12%
2/1/2010 - 7/1/2018 $57,150.00 95.31% 2.81 70 68.57%
1/1/2010 - 7/1/2018 $54,870.00 88.15% 2.62 71 67.61%
12/1/2009 - 7/1/2018 $54,870.00 88.15% 2.62 71 67.61%
11/1/2009 - 7/1/2018 $57,605.00 96.80% 2.70 72 68.06%
10/1/2009 - 7/1/2018 $58,935.00 101.30% 2.74 73 68.49%
9/1/2009 - 7/1/2018 $60,567.50 107.11% 2.79 74 68.92%
8/1/2009 - 7/1/2018 $60,567.50 107.11% 2.79 74 68.92%
7/1/2009 - 7/1/2018 $64,435.00 122.31% 2.84 76 68.42%
6/1/2009 - 7/1/2018 $64,832.50 124.00% 2.88 76 68.42%
5/1/2009 - 7/1/2018 $64,832.50 124.00% 2.88 76 68.42%
4/1/2009 - 7/1/2018 $62,552.50 114.64% 2.70 77 67.53%
3/1/2009 - 7/1/2018 $62,747.50 115.41% 2.70 78 67.95%
2/1/2009 - 7/1/2018 $63,040.00 116.58% 2.67 80 67.50%
1/1/2009 - 7/1/2018 $67,792.50 137.45% 2.84 84 69.05%
12/1/2008 - 7/1/2018 $67,792.50 137.45% 2.84 84 69.05%
11/1/2008 - 7/1/2018 $75,420.00 180.88% 3.05 86 69.77%
10/1/2008 - 7/1/2018 $78,260.00 201.42% 3.00 88 69.32%
9/1/2008 - 7/1/2018 $85,850.00 274.59% 3.19 93 70.97%
8/1/2008 - 7/1/2018 $83,395.00 247.32% 3.05 94 70.21%
7/1/2008 - 7/1/2018 $83,895.00 252.54% 3.03 96 70.83%
6/1/2008 - 7/1/2018 $84,127.50 255.03% 3.03 97 71.13%
5/1/2008 - 7/1/2018 $84,127.50 255.03% 3.03 97 71.13%
4/1/2008 - 7/1/2018 $85,335.00 268.52% 3.06 98 71.43%
3/1/2008 - 7/1/2018 $87,677.50 297.84% 3.12 100 71.00%
2/1/2008 - 7/1/2018 $87,895.00 300.80% 3.12 101 71.29%
1/1/2008 - 7/1/2018 $85,122.50 266.07% 2.80 106 70.75%
12/1/2007 - 7/1/2018 $87,440.00 294.66% 2.84 107 71.03%
11/1/2007 - 7/1/2018 $88,772.50 313.21% 2.87 108 71.30%
10/1/2007 - 7/1/2018 $90,230.00 335.61% 2.90 109 71.56%
9/1/2007 - 7/1/2018 $90,230.00 335.61% 2.90 109 71.56%
8/1/2007 - 7/1/2018 $91,355.00 354.64% 2.93 112 72.32%
7/1/2007 - 7/1/2018 $87,760.00 298.96% 2.74 113 70.80%
6/1/2007 - 7/1/2018 $90,987.50 348.24% 2.80 115 71.30%
5/1/2007 - 7/1/2018 $90,987.50 348.24% 2.80 115 71.30%
4/1/2007 - 7/1/2018 $90,987.50 348.24% 2.80 115 71.30%
3/1/2007 - 7/1/2018 $89,485.00 323.87% 2.72 116 70.69%
2/1/2007 - 7/1/2018 $90,965.00 347.86% 2.77 117 70.94%
1/1/2007 - 7/1/2018 $90,965.00 347.86% 2.77 117 70.94%
12/1/2006 - 7/1/2018 $91,445.00 356.23% 2.78 119 70.59%
11/1/2006 - 7/1/2018 $92,392.50 373.72% 2.80 119 71.43%
10/1/2006 - 7/1/2018 $92,392.50 373.72% 2.80 119 71.43%
9/1/2006 - 7/1/2018 $92,392.50 373.72% 2.80 119 71.43%
8/1/2006 - 7/1/2018 $92,392.50 373.72% 2.80 119 71.43%
7/1/2006 - 7/1/2018 $92,275.00 371.48% 2.79 120 70.83%
6/1/2006 - 7/1/2018 $91,970.00 365.76% 2.78 121 70.25%
5/1/2006 - 7/1/2018 $90,660.00 342.70% 2.71 123 69.11%
4/1/2006 - 7/1/2018 $91,680.00 360.45% 2.73 124 69.35%
3/1/2006 - 7/1/2018 $91,680.00 360.45% 2.73 124 69.35%
2/1/2006 - 7/1/2018 $91,680.00 360.45% 2.73 124 69.35%
1/1/2006 - 7/1/2018 $93,797.50 402.26% 2.77 126 69.84%
12/1/2005 - 7/1/2018 $93,782.50 401.94% 2.77 126 69.84%
11/1/2005 - 7/1/2018 $93,782.50 401.94% 2.77 126 69.84%
10/1/2005 - 7/1/2018 $93,227.50 390.28% 2.74 127 69.29%
9/1/2005 - 7/1/2018 $93,227.50 390.28% 2.74 127 69.29%
8/1/2005 - 7/1/2018 $93,135.00 388.39% 2.73 128 68.75%
7/1/2005 - 7/1/2018 $93,135.00 388.39% 2.73 128 68.75%
6/1/2005 - 7/1/2018 $93,092.50 387.52% 2.73 129 68.22%
5/1/2005 - 7/1/2018 $93,092.50 387.52% 2.73 129 68.22%
4/1/2005 - 7/1/2018 $93,687.50 399.90% 2.74 130 68.46%
3/1/2005 - 7/1/2018 $93,782.50 401.94% 2.74 131 68.70%
2/1/2005 - 7/1/2018 $95,750.00 448.16% 2.78 133 69.17%
1/1/2005 - 7/1/2018 $96,130.00 458.09% 2.77 134 68.66%
12/1/2004 - 7/1/2018 $96,130.00 458.09% 2.77 134 68.66%
11/1/2004 - 7/1/2018 $96,130.00 458.09% 2.77 134 68.66%
10/1/2004 - 7/1/2018 $96,337.50 463.66% 2.78 135 68.89%
9/1/2004 - 7/1/2018 $95,585.00 443.96% 2.74 136 68.38%
8/1/2004 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
7/1/2004 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
6/1/2004 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
5/1/2004 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
4/1/2004 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
3/1/2004 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
2/1/2004 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
1/1/2004 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
12/1/2003 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
11/1/2003 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
10/1/2003 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
9/1/2003 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
8/1/2003 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
7/1/2003 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
6/1/2003 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
5/1/2003 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
4/1/2003 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
3/1/2003 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
2/1/2003 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
1/1/2003 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
12/1/2002 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
11/1/2002 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
10/1/2002 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
9/1/2002 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
8/1/2002 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
7/1/2002 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
6/1/2002 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
5/1/2002 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
4/1/2002 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
3/1/2002 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
2/1/2002 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
1/1/2002 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
12/1/2001 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
11/1/2001 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
10/1/2001 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
9/1/2001 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
8/1/2001 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
7/1/2001 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
6/1/2001 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
5/1/2001 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
4/1/2001 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
3/1/2001 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
2/1/2001 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
1/1/2001 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
12/1/2000 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
11/1/2000 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
10/1/2000 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
9/1/2000 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
8/1/2000 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
7/1/2000 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
6/1/2000 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
5/1/2000 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
4/1/2000 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
3/1/2000 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
2/1/2000 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
1/1/2000 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
12/1/1999 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
11/1/1999 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
10/1/1999 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
9/1/1999 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
8/1/1999 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
7/1/1999 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
6/1/1999 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
5/1/1999 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
4/1/1999 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
3/1/1999 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
2/1/1999 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
1/1/1999 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
12/1/1998 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
11/1/1998 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
10/1/1998 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
9/1/1998 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
8/1/1998 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
7/1/1998 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
6/1/1998 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
5/1/1998 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
4/1/1998 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
3/1/1998 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
2/1/1998 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
1/1/1998 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
12/1/1997 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
11/1/1997 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
10/1/1997 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%
9/1/1997 - 7/1/2018 $95,115.00 432.34% 2.72 137 67.88%

Created by TradeStation: 8/3/2018 10:11:48 AM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
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Performance Graphs - Equity Curve Line



Performance Graphs - Equity Curve Detailed



Performance Graphs - Equity Curve Area



Performance Graphs - Equity Curve Underwater(monthly)



Performance Graphs - Equity Curve Underwater(weekly)



Performance Graphs - Monthly Net Profit



Performance Graphs - Monthly Accumulative Net Profit



Performance Graphs - Average Profit by Month

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7PglhgtOS4mb962cTPclUK5hi426n3647hghGqA6pS/s+CWGC05LiZv3rZxM986BhvKbzRA5NxmuglmkCh4BxTVvL0mF1CqeVf8AB/X+P82f/X+fwULOs6Ur5TGdX38H6SfMjE9Iz3d90FyvXpliT718FCzrOlK+UxnV9/Bp76d1UvppNSa7oLlevTLEn3r4KFnWdKV8pjOr7+DT307qpfTSak13QXK9emWJPvXwULOs6Ur5TGdX33vIGnIBivbD89NLSXBuTgsP0f4v6/x/kz2cgheRvAn/AL1GJKkAoYOCHms8PQ8zFis3nWTUnu66gcD+BwMszDSX10wolZAAWFhlqw89GIjQNEvIl4OWa8nQWCgK1M3fDxxrHk6Qj5I0LYSvGJzq3q8IViqGY+LnPGJaghYKArUzd8PHGseTpCPkjQthK8YnOrehClOETpczjjl+t9XhE4MDsf2TnHERUI+SNC2Erxic6t6EKU4ROlzOOOX631jMDxNoCwuPOMWXpCPkjQthK8YnOrehClOETpczjjl+t9BYKArUzd8PHGseTpArSYPFSbLmQbPZRClOETpczjjl+t9BYKArUzd8PHGseTpCPkjQthK8YnOrejdKgS8XKlAQufIc46CwUBWpm74eONY8nSEfJGhbCV4xOdW9ZYQsNVBZeDjlQsznoLBQFambvh441jydIR8kaFsJXjE51b0IUpwidLmcccv1vrUSWnDMC7eeLJmUqEfJGhbCV4xOdW9CFKcInS5nHHL9b6CwUBWpm74eONY8nRBGypqpKBVspOROhClOETpczjjl+t9BYKArUzd8PHGseTogyCt5mAZbMecdCFKcInS5nHHL9b6CwUBWpm74eONY8nSEfJGhbCV4xOdW9XhCsVQzHxc54xLUELBQFambvh441jydIR8kaFsJXjE51b0ycNMBGanrKseH/GCXJzQFhK8YnOrf5M9NA5uUeesxdFYYVVHDDiPh68S7R+MW8JZ6vWSsGBS6MNPm3d6yNeMoRWY5dfBLDBaclxM371s4me4NYLgRCHOc5vj/AG9gwQjVAdUpf2fBLDBaclxM371s4me5KoVzDFxt1Pv1x3DBCNUB1Sl/Z8EsMFpyXEzfvWziZ7kqhXMMXG3U+/XHcMEI1QHVKX9nwSwwWnJcTN+9bOJnoMLiFA8I9eYprcjP1p+P8f8AX+P82fA6k4hXzBh7cdEGOA/IgCd1CzrOlK+UxnV9/B+knzIxPSM93fdBcr16ZYk+9fBQs6zpSvlMZ1ffwae+ndVL6aTUmu6C5Xr0yxJ96+ChZ1nSlfKYzq+/g099O6qX00mpNd0FyvXpliT718FCzrOlK+UxnV99RIBqTIB4ij1m30LJ9ihKqur66mWBsmFB+g/x/wBf4/zZ/wDX+fwUUQiuMJMc3N8afV7oFIoLNBpH3MzjujCBSV9Coft+CiiEVxhJjm5vjT6vdkVakjTLh3z+dd0YQKSvoVD9vwUUQiuMJMc3N8afV7sirUkaZcO+fzrujCBSV9Coft+FjIrgEnNft8YbMVYAJm01Hg97DxX/ACf1/j/JnjOJiBF8XFxvHnq9gXfWSVjOWLiTobLI4vHJZbfcmt9Ac85kihiQOLc83rTCeAAvIcSzfB0wnaLvnliNHC8nuCYIATGNuObieNnuORmBWBZMzOqnOZ0xBSkGR5G3jCQFqcA9CYIATGNuObieNnuORmBWBZMzOqnOZ0gQiik0WtfUxeenA6pEJs5qiWwInMenIzArAsmZnVTnM6QIRRSaLWvqYvPTguaTI3QiyF45w8xyMwKwLJmZ1U5zOkCEUUmi1r6mLz0JggBMY245uJ42e43CQ4y48HAoPPksidIEIopNFrX1MXnoTBACYxtxzcTxs9xyMwKwLJmZ1U5zOhiNKIwGUtfoxtsDgTBACYxtxzcTxs9xyMwKwLJmZ1U5zOkIeYGVYxSilhDOfyCYIATGNuObieNnuORmBWBZMzOqnOZ0gQiik0WtfUxeeqoENqnJcRuJG0zEcPTkZgVgWTMzqpzmdIEIopNFrX1MXnoTBACYxtxzcTxs9w68pQIFw4ZJynucCBCKKTRa19TF56EwQAmMbcc3E8bPceLEiDUsxBnDyc5mkCEUUmi1r6mLz0JggBMY245uJ42e45GYFYFkzM6qc5nXivbTkMnghcOUSf5sikOsASZmdVOcz+TPRMVHCQnCJkfZ0iYWOSuRWh2Nu+v/AGqspLlLMWWY6YYTiiA0FaByBJrrdKQqqpVXKrt+ChZ1nSlfKYzq+/g/ST5kYnpGe7vuguV69MsSfevgoWdZ0pXymM6vv4NPfTuql9NJqTXdBcr16ZYk+9fBQs6zpSvlMZ1ffwae+ndVL6aTUmu6C5Xr0yxJ967x4KSyjB+2H565qjIriI+nE5smJW/5f6/x/mz0M4hfFakGvrH300NhEvpQv67qKIRXGEmObm+NPq90CkUFmg0j7mZx3RhApK+hUP2/BRRCK4wkxzc3xp9XuyKtSRplw75/Ou6MIFJX0Kh+34KKIRXGEmObm+NPq92RVqSNMuHfP513RhApK+hUP298pcGAWpIWJM3Y5/z/ANf4/wAaeWN1okeAOlAhADHxZPzD5f1/n8EsMFpyXEzfvWziZ7g1guBEIc5zm+P9vYMEI1QHVKX9nwSwwWnJcTN+9bOJnuSqFcwxcbdT79cdwwQjVAdUpf2fBLDBaclxM371s4me5KoVzDFxt1Pv1x3DBCNUB1Sl/Z2ZeXBYJkbGMOMcdJhdQqnlX/P/AF/j/GnmkIK7gFh9VS5B+nIPGyi4LUjjAHGHXTJVwvwwUw8OTpMXDm7gVizIrzOiTo5/Xu9fbr/Rw/8Auy5ZnPRcpNaGcISenJJjooj1pwMyFTW3h84CxwSHIc3N+taebhISnlY5yLmYuS+uowSVa6bCzDyjLMdAscEhyHNzfrWnm4SEp5WOci5mLkvroOMBwapHjOMzz/smptCqsy7xioBtzekhKeVjnIuZi5L66DjAcGqR4zjM8/7JE50VfOs8YniRb4SEp5WOci5mLkvroOMBwapHjOMzz/sCxwSHIc3N+taebgZBKTOFMupgvvEs6DjAcGqR4zjM8/7AscEhyHNzfrWnm4SEp5WOci5mLkvrqVBNKt5aDcT7SSGgscEhyHNzfrWnm4SEp5WOci5mLkvrqLChWWJbAng31+QLHBIchzc361p5uEhKeVjnIuZi5L66DjAcGqR4zjM8/wCxnMlZkXJUsfwxnPRISnlY5yLmYuS+ug4wHBqkeM4zPP8AsCxwSHIc3N+taebgIlfMsrCZMcJTiE4A4wHBqkeM4zPP+wLHBIchzc361p5uCA9py5iwOCVE4uNBxgODVI8Zxmef9joBQeTQn4fj+AIinPYwyLmYuS+vlP3tuFi5l+zr+0/76/tP++v7T/vr+0/76/tP++v7T/vr+0/765kFIN4B/wAGMVWQYyLJxzyfZ04riNdYASlvJE5Z8v6/z+CiiEVxhJjm5vjT6vdApFBZoNI+5mcd0YQKSvoVD9vwUUQiuMJMc3N8afV7sirUkaZcO+fzrujCBSV9Coft+CiiEVxhJjm5vjT6vdkVakjTLh3z+dd0YQKSvoVD9vRwJD6GL/pfwf6/x/wT33HPl3NYT+s9FI4AKdCIzccdJU4Fz6UMdM8cZ46cjkJCBUpkpxmZ6HJYxUBgQUmTGOJ/iF+ufjZSFHM4j4bzUSEhLkzEn7r9ZfkFjFL6rQiR95+uiBsIt9Cs/fdLDBaclxM371s4me4NYLgRCHOc5vj/AG9gwQjVAdUpf2fBLDBaclxM371s4me5KoVzDFxt1Pv1x3DBCNUB1Sl/Z8EsMFpyXEzfvWziZ7kqhXMMXG3U+/XHcMEI1QHVKX9nTm005EF/6fv+D/X+P+Ce+Csi+8lwhn4dWmk40c2pzuce71dgTzDiWbftn10TABxEFsAwW8a99MrQDF3NZmsHu/4hbtlCJyQ+n/x+nqtRJMy4Cx9mY57xeowHgPL1+jx4+ZzOkwUhBEc1r89OsHXRL4fgoWdZ0pXymM6vv4P0k+ZGJ6Rnu77oLlevTLEn3r4KFnWdKV8pjOr7+DT307qpfTSak13QXK9emWJPvXwULOs6Ur5TGdX33SEgBwrq3EL/ALOmnvp3VS+mk1JruzcuO1maEYeTNTJb00VLtf3x/B/r/H5T/wBtmlPmPnt+5T2MQkjz25kHEH4XoRKNHrg9RVDOD/ELSwGjBbmwyHQXEUCIKn257cLmM/NmIMZudIX2bgIcEEOXGOegS8LleY0txOfU6WZb9i7geBmltxegQEExSoAoNunOumE7Ud88MBs4Dg90RRCAYwlzxc3zo91wMwIyLJiY1R4zerAQLkDVXO7j7OkRRCAYwlzxc3zo91wMwIyLJiY1R4zekSEVQmiRp7uJx1ZGBMgbiZ3M/Q2uBmBGRZMTGqPGb0iQiqE0SNPdxOOsVwY8xLxZloZZg4z04GYEZFkxMao8ZvSJCKoTRI093E46EUQgGMJc8XN86PdaBcuPPgk1cYfL2iQiqE0SNPdxOOhFEIBjCXPFzfOj3XAzAjIsmJjVHjN6MhlauHIXnDhxHi7OhFEIBjCXPFzfOj3XAzAjIsmJjVHjN6hll8lg7f8A7MhmXoRRCAYwlzxc3zo908SqErNAYGX7m3R9Q88TOdWibqtCOQQesHCeQrnJoc00VpzGuEAMHn0U5elM5QcVhgHAtwFhkydfcZMEiS1A4M8PHWbMvGaxII6hFcUW9C2BaKRYz++TIZl6acGBi5yc58LiflvSjckbcOMPKZBzy/wcCkOMgSYmNUeM3/FPFK1oEsGD26BMgyhuViHBh0qmOgKp47gxmLj/AEzenx6Nji5puySR5uesCyrYNQJ+lc2M4/zf1/n8EsMFpyXEzfvWziZ7g1guBEIc5zm+P9vYMEI1QHVKX9nwSwwWnJcTN+9bOJnuSqFcwxcbdT79cdwwQjVAdUpf2ds8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IeHU6/8A1wYMGDBgwYMGDBgwYMGDBgwYMGDBgwYMGDBgwYMGDBgwYMGDBgwYMGDBgwYMGDBg8rmh7CiPg/n/AKf5/n8xQl95wrHwuc9z18LKmaBE1ufgaffT3VS+mk6k6+W/ST3IxPSM93v5b9JPcjE9Iz3e/lP0k9ysT0rPV6/631DiTmEe4lPTjjBrQ/cSlfliYIATGNuN3E8dnufB/f6fAyKtSR0y4e9/fr5aBSKCzoNI+5ma+WgUigs6DSPuZmvlIEIopOi1r6mLv/ofQVWFbJgAK1fJzE8kNJpSfRbb1xaLJPnMMy87nvjtRLIgKMtmMX1x9FoNGWg96fw8FAxCrINjPcfw8SV1bbBT1I3xOJrHBZUWHnAv24KBiFWQbGe4/h4krq22CnqRvicTWOCyosPOBftwUDEKsg2M9x/DxJXVtsFPUjfE4mscFlRYecC/bgoGIVZBsZ7j+Hk4WtrdOVTEnqP2TWOCyosPOBftwUDEKsg2M9x/DxJXVtsFPUjfE4mscFlRYecC/biTMSVkHFnuP4eJK6ttgp6kb4nE1jgsqLDzgX7cFAxCrINjPcfw8eTeRgC25dSPsda4mscFlRYecC/bgoGIVZBsZ7j+HiSurbYKepG+JxNY4LKiw84F+3BQMQqyDYz3H8PEldW2wU9SN8TiaxwWVFh5wL9uCgYhVkGxnuP4eJK6ttgp6kb4nE1jgsqLDzgX7cxgEBRGC5zUyx46vEldW2wU9SN8TiaxwWVFh5wL9uCgYhVkGxnuP4eJK6ttgp6kb4nE1jgsqLDzgX7cFAxCrINjPcfw8SV1bbBT1I3xOJrHBZUWHnAv24KBiFWQbGe4/h4krq22CnqRvic1yYZRdpvLhYmPpeCgYhVkGxnuP4eJK6ttgp6kb4nE1jgsqLDzgX7cFAxCrINjPcfw8SV1bbBT1I3xOJrHBZUWHnAv24KBiFWQbGe4/h4krq22CnqRvicTWOCyosPOBftxkEgktKHeMm86T2JK6ttgp6kb4n/O+u8aRaoPxb9uIUaptfeamZN99cWiwT5zBcvOr65E8HwUjDMPu/MUJfecKx8LnPc9fD/f6fA0++nuql9NJ1J18t+knuRiekZ7vfy36Se5GJ6Rnu9/KfpJ7lYnpWer1/1vshyF4byqYPVfXGTLaIfWk/8APyxMEAJjG3G7ieOz3Pg/v9PgZFWpI6ZcPe/v18tApFBZ0GkfczNfLQKRQWdBpH3MzXykCEUUnRa19TF3/wBb7+f5/MCxwSGw5ub9Oundx8H9/p8BKoVzDFx29T6+tfLBrBcCIQ3nOb4/b8oGsFwIhDec5vj9vyQ4wHBqkdZxmef2f874iZKBBTWRJkbTMHpESoKKeh7yvr6ufo4f/ey5Zm+Fyk1oZwhJ6ckmOFEetOBmQqddunzgLHBIbDm5v066d3CQlO1jeRczFyX1wOMBwapHWcZnn9gWOCQ2HNzfp107uEhKdrG8i5mLkvrgcYDg1SOs4zPP7AscEhsObm/Trp3cJCU7WN5FzMXJfXA4wHBqkdZxmef2BY4JDYc3N+nXTu4DwCTKNq/eFJh1AA4wHBqkdZxmef2BY4JDYc3N+nXTu4SEp2sbyLmYuS+uBxgODVI6zjM8/sF7gwbDvm/Trp3cJCU7WN5FzMXJfXA4wHBqkdZxmef2BY4JDYc3N+nXTu4CJXuWVhMmOEpqE0BxgODVI6zjM8/sCxwSGw5ub9OundwkJTtY3kXMxcl9cDjAcGqR1nGZ5/YFjgkNhzc36ddO7hISnaxvIuZi5L64HGA4NUjrOMzz+wLHBIbDm5v066d3CQlO1jeRczFyX1wOMBwapHWcZnn9k1NoVVmXvGKgHbm8SEp2sbyLmYuS+uBxgODVI6zjM8/sCxwSGw5ub9OundwkJTtY3kXMxcl9cDjAcGqR1nGZ5/YFjgkNhzc36ddO7hISnaxvIuZi5L64HGA4NUjrOMzz+wLHBIbDm5v066d3CQlO1jeRczFyX1yG6TIWMMGfZ+s3gWOCQ2HNzfp107uEhKdrG8i5mLkvrgcYDg1SOs4zPP7AscEhsObm/Trp3cJCU7WN5FzMXJfXA4wHBqkdZxmef2BY4JDYc3N+nXTu4SEp2sbyLmYuS+uBxgODVI6zjM8/sgQRZdUa76ZkxF8RISnaxvIuZi5L6/6n38/z+YJggBMY243cTx2e58H9/p8DIq1JHTLh739+vloFIoLOg0j7mZr5aBSKCzoNI+5ma+UgQiik6LWvqYu/+t9Q4k5hHuJT044wa0P3EpX5YWOCQ2HNzfp107uPg/v9PgJVCuYYuO3qfX1r5YNYLgRCG85zfH7fkZSZkIlKdz/AawXAiEN5zm+P2/JDjAcGqR1nGZ5/Z/zvjPklYAQ3VW64hYimw9ZqYt313xaLJPnMMy87nvjtRLIgKMtmMX1x9FoNGWg96fw8FAxCrINjPcfw8SV1bbBT1I3xOJrHBZUWHnAv24KBiFWQbGe4/h4krq22CnqRvicTWOCyosPOBftwUDEKsg2M9x/DxJXVtsFPUjfE4mscFlRYecC/bgoGIVZBsZ7j+HgAftKoVLDIF+h1hNY4LKiw84F+3BQMQqyDYz3H8PEldW2wU9SN8TiaxwWVFh5wL9uJMxJWQcWe4/h4krq22CnqRvicTWOCyosPOBftwUDEKsg2M9x/DwpU3cIXJXEaTqTE4mscFlRYecC/bgoGIVZBsZ7j+HiSurbYKepG+JxNY4LKiw84F+3BQMQqyDYz3H8PEldW2wU9SN8TiaxwWVFh5wL9uCgYhVkGxnuP4eJK6ttgp6kb4nE1jgsqLDzgX7caoYc5YTF2CzHb28SV1bbBT1I3xOJrHBZUWHnAv24KBiFWQbGe4/h4krq22CnqRvicTWOCyosPOBftwUDEKsg2M9x/DxJXVtsFPUjfE4mscFlRYecC/biTMSVkHFnuP4eJK6ttgp6kb4nAtkxVqYFxhYfXu8FAxCrINjPcfw8SV1bbBT1I3xOJrHBZUWHnAv24KBiFWQbGe4/h4krq22CnqRvicTWOCyosPOBftwUDEKsg2M9x/DxJXVtsFPUjfE4mscFlRYecC/biQRbhLSMXOBR8nrCSurbYKepG+J/zvpY2WVx8REfyeuMRQNLR87UzJvvri0WCfOYLl51fXIng+CkYZh935gmCAExjbjdxPHZ7nwf3+nPc7gdoz9f9ZFWpI6ZcPe/v18tApFBZ0GkfczNfJ/v9P8QKRQWdBpH3MzXykCEUUnRa19TF3/1vshyF4byqYPVfXGTLaIfWk/8APywscEhsObm/Trp3cfB/f6fB4lUK5hi47ep9fWvlg1guBEIbznN8ft+R/f6f4DWC4EQhvOc3x+35IcYDg1SOs4zPP7P+p9/P8/mKEvvOFY+Fznuevh/v9Pg80++nuql9NJ1J18t+knuRiekZ7vfw9i5oYLlpx4+D+/0/x+knuRiekZ7vfyn6Se5WJ6Vnq9f9D4R1mbkSKhnePE742kCiHX/6r6+rn6OH/wB7Llmb4XKTWhnCEnpySY4UR604GZCp126fOAscEhsObm/Trp3cJCU7WN5FzMXJfXA4wHBqkdZxmef2BY4JDYc3N+nXTu4SEp2sbyLmYuS+uBxgODVI6zjM8/sCxwSGw5ub9OundwkJTtY3kXMxcl9cDjAcGqR1nGZ5/YFjgkNhzc36ddO7ivASr96wmTCXVuJoDjAcGqR1nGZ5/YFjgkNhzc36ddO7hISnaxvIuZi5L64HGA4NUjrOMzz+wXuDBsO+b9OundwWKGigOJSl/JwOMBwapHWcZnn9gWOCQ2HNzfp107uHdyy6hlpDLE7L60BxgODVI6zjM8/sCxwSGw5ub9OundwkJTtY3kXMxcl9cDjAcGqR1nGZ5/YFjgkNhzc36ddO7hISnaxvIuZi5L64HGA4NUjrOMzz+wLHBIbDm5v066d3CQlO1jeRczFyX1wOMBwapHWcZnn9jUEIUZXa26yEQaOxOJCU7WN5FzMXJfXA4wHBqkdZxmef2BY4JDYc3N+nXTu4SEp2sbyLmYuS+uBygMmqXrOMzz+wLHBIbDm5v066d3CQlO1jeRczFyX1wOMBwapHWcZnn9gvcGDYd836ddO7hISnaxvIuZi5L65YQxLFn0OMpvw4yPAscEhsObm/Trp3cJCU7WN5FzMXJfXA4wHBqkdZxmef2BY4JDYc3N+nXTu4hVSVVChFCFjn10HGA4NUjrOMzz+wLHBIbDm5v066d3CQlO1jeRczFyX1wOMBwapHWcZnn9igxgGGXlVVyaIFvrSQlO1jeRczFyX1/wBT7+f5/MCxwSGw5ub9Oundx8H9/p8HiVQrmGLjt6n19a+WDWC4EQhvOc3x+3WhJA6yv+e53B6Rj6f5/f7fB/f6f4DWC4EQhvOc3x+35Pg4wHBqkdZxmef2f9T6hxJzCPcSnpxxg1ofuJSvy1CX3nCsfC5z3PXw/wB/p8Hmn3091UvppOpOvlv0k9yMT0jPd7+HD39/t/icXgihRHicXgqkVXn9/p/j9JPcjE9Iz3e/lefpJ7lYnpWer1/0PjpQVfbhGnRj68UMAosz1mpi3fXfFosk+cwzLzue+O1EsiAoy2YxfXH0Wg0ZaD3p/DwUDEKsg2M9x/DxJXVtsFPUjfE4mscFlRYecC/bgoGIVZBsZ7j+HiSurbYKepG+JxNY4LKiw84F+3BQMQqyDYz3H8PEldW2wU9SN8TiaxwWVFh5wL9uCgYhVkGxnuP4eZwAKkMUFuMM3/7E1jgsqLDzgX7cFAxCrINjPcfw8SV1bbBT1I3xOJrHBZUWHnAv24kzElZBxZ7j+HjaXAgCVXiaxwWVFh5wL9uCgYhVkGxnuP4ePMAwBSKow0/TuNOJrHBZUWHnAv24KBiFWQbGe4/h4krq22CnqRvicTWOCyosPOBftwUDEKsg2M9x/DxJXVtsFPUjfE4mscFlRYecC/bgoGIVZBsZ7j+HiSurbYKepG+JxNY4LKiw84F+3NSZMUqOoGyiZmVwLKNlchJ9kTiaxwWVFh5wL9uNEzCsg4M9x/DxJXVtsFPUjfE4nMZFlWw84F+3BQMQqyDYz3H8PCspYrkBPsicTGHFlQw84F+3EmYkrIOLPcfw8SV1bbBT1I3xOQ3jnjL2Pr7y6zwUDEKsg2M9x/DxJXVtsFPUjfE4mscFlRYecC/bgoGIVZBsZ7j+Hgkav2gp6kb4nE1jgsqLDzgX7cFAxCrINjPcfw8SV1bbBT1I3xOJrHBZUWHnAv24gOrQilsRbFRjv7xJXVtsFPUjfE/531Z+ScPjJH8mdcYigaWj52pmTffXFosE+cwXLzq+uRPB8FIwzD7vzAscEhsObm/Trp3cfBoYM0sBa7z8Hjugrp0Dcng3ncPlg1guBEIbznN8ft+DD39/t/n8/wA+fz/Hn9/p/gNYLgRCG85zfH7fk+DjAcGqR1nGZ5/Z/wAj58EkspfffgDamt8pXgO+2jT6M/Xw5DkLw3lUweq+uMmW0Q+tJ/5+WoS+84Vj4XOe56+Tp80++nuul9NJ1J18r/y2UoNx88fpJ7kYnpGe738OHv7/AG/z+f58/n+PP7/T/H6Se5GJ6Rnu9/K8/ST3KxPSs9Xr/PA1wMLMfX4FQliJlyPEEXIrh9uPBmUgfdONKhQCfJjPOnpsh8pMcEZc0OZ4urwOwoK//XGl9ixNND18gHrCAPRKhMzscfS8xt0m18kBl0F8snwfz/P5gmCAExjbjdxPHZ7mFgzWIkc8CCS8i6pNZ8cTi8FUiq/Fp8yqtEjqLh739+vl4IFIoLOg0j7mZr4MPehWhyqZ+nP7/b/P5/nz+f48/v8AT/ECkUFnQaR9zM1zqQVhYVI6z8nyBCKKTota+pi7+N4WlouCFTviNKVgqHEdvDeLlIu4sEI7dCS5s4tWCUJdl+TKW+uDCQIAkOoMfs4x3zf3r9Hr5ItbjKG5YXLFApJbScumDAWU6SX7rvG/81fUWPFzdmJMvoqGKMN29l9/2+rn6OH/AN7Llmb4XKTWhnCEnpySY4UR604GZCp126fOGeoEaFy3JrGO85wfydJYU7GU7z64HGA4NUjrOMzz+wLHBIbDm5v066d3CQlO1jeRczFyX1wOMBwapHWcZnn9gWOCQ2HNzfp107uEhKdrG8i5mLkvrgcYDg1SOs4zPP7AscEhsObm/Trp3ceU0avKsvbHpp8wDhAmap0Zxmef2BY4OGw3c36ddO7gRFOexhkXMxcl9cDjAcGqR1nGZ5/YL3RTYc2b9OundwWKGigOJSl/JwOMBwapHWcZnn9gWOCQ2HNzfp107uEjKc1jLIuZi5L64HGA4NUjrOMzz+wLHBIbDm5v066d3CQlO1jeRczFyX1wOMBwapHWcZnn9gWOCQ2HNzfp107uEhKdrG8i5mLkvrgcYDg1SOs4zPP7AscEhsObm/Trp3cJCU7WN5FzMXJfXA5QGDVOrOMzz+whGMonkrW/gnvg52WJhhyXwXS+NcDjAcGqR1nGZ5/YbXRDYds36ddO7gQFOex5C5mLkvrgcoDJql6zjM8/sCxwSGw5ub9OundwTcN0MYO3qfX1rgcIEzVI1nGZ5/YL3Bg2HfN+nXTu4SEp2sbyLmYuS+uTL2cu+C3e1msTvlbRKVSbujR8Yz9gZoeOAKy6pfM6uA4wHBqkdZxmef2BY4JDYc3N+nXTu4EBTnseQuZi5L64HGA4NUjrOMzz+yO5GSMhcNzidEndwkJTtY3kXMxcl9cDjAcGqR1nGZ5/YkEGNTVu5v8A6dPnCQlO1jeRczFyX18LyxEcbIKz8f5W/nDYAsonS6+aLA8WFRA5TgbU9lcjoTbVpjx8H8/z/wA/n+fP5/j8lQl95wrHwuc9z1z+f5/5/wCf4/Dp9BQcAckMVPPGn30910vppOpOufmLnRs1Zi/KwfpJ7kYnpGe738Mr3v7/AG/z+f58/n+PP7/T/H6Se5GJ6Rnu9/C8w3JFAsQ4c7H/AD+/2/1+knuVielZ6vXynjiyEPvhZMzs4RxZY0rFFuVqwuR4W8hToCDDrZDs6ipvqgBZQAh19vr8hcCuFQUcCOkYTfI4KKvgxE18Ol0HMHEun3zWhJA7wHP5/nz+f4/JEwQAmMbcbuJ47Pc0LnQyGW3Pn/P/AD/H4tPsGVVokdRcPe/v18v4IFIoLOg0j7mZr4ZXvf3+3+fz/Pn8/wAef3+n+IFIoLOg0j7mZr43mDz+/wBv9QIRRSdFrX1MXfxPdOBKwaJ2f5rWKPb1hrxPv/iDcgY2CD/7Pli/vrt4OZGd5Ye+HJFbUZTFRb4Lr/D1qMhoTa5x1/6bMZyR90slxJ7vXIGh/A4GWZhpL64wolZAAWFhlqw88MRGgaJdiXRyzrycNkpC1M9mnWuseTgJcnOgLCV1ib6t4IUpwielzNa2/TvgWCgK1M3vTrXWPJxCPZHQthK6xN9W8UeJS26VQhkmX/3wLBQFamb3p1rrHk4hHsjoWwldYm+reCFKcInpczWtv074FgoCtTN70611jycUEZiS0Aa6JD804IUoxE9+ZrW36d8CwUKtTL70611jycBLk50BYSusTfVvBClOET0uZrW36d8FmpK1M92nWuseThhEIRFiaDL9DghSnCJ6XM1rb9O+GyUGtTI70611jycZcFsTB6yXB1vZs4IUqRE93M1rb9O+BYKArUze9OtdY8nEI9kdC2ErrE31bwQpThE9Lma1t+nfAyih90v1jj/6cQj2R0LYSusTfVvBClOET0uZrW36d8CwUBWpm96da6x5OIR7I6FsJXWJvq3giSmCJ7szWtv075YVkgwBxLpaOtCY7RSAA5DQd/Tfe+CFKcInpczWtv074bFSFqZ8tOtdY8nAQ5OdDKErrE31bwRJTJE93M1rb9O+BYKArUze9OtdY8nDWABZDQd/Tfe+CBKORPRzNa2/Tvgs1BLUz56da6x5OIR7I6FsJXWJvq3mDUTtwyyz4c4MhvZslIWpnt0611jycFYAJyGi7+m+98EKU4RPS5mtbfp3wLBQFamb3p1rrHk4IxCURY1Bl+hwQpThE9Lma1t+nfP7/biEeyOhbCV1ib6t4IUpwielzNa2/TvigeYVYjQB1ae8dZHiEeyOhbCV1ib6t+F5OLgKpkB/lBkNoswZUm0/ySzMVFUaPDxZoCCnAyFd9B5W8dVymCjnV+uh0+p40QCGHAB9Bh1NfIJJaNYRjAuOWtBBoBFxojN2v8CoA+vAP/JxW0ctF+otmNz1eZKwYFLow6fNvd5ka8ZQisxt6/z+f58/n+PyeoS++4WXwuc9z1/pr/z/AB+LT7Bp99PddL6aTqTr4f8A3+3xYP0k9yMT0jPd7+GV739/t/n8/wA+fz/Hn9/p/j9JPcjE9Iz3e/jeYPP7/b/X6Se5WJ6Vnq9cuDOIRyw7nwvP26lEO0L/AMOvjBgwYMGDV5VEWkCf/Lr5BWCSCsDsmHPik+uuM/kEG4bj30HwoZxC+K1INfWPrxodhEvooX8c/n+fNC50chlsz4+P0UHADBTMXx/jMUCGMbpu4njs9z/DX/n+Pwafa0JIHWV/zBlVaJHUXD3v79fD/wC/2+LCmfhzNoUz5jM0+r8Er3v7/bmUmZGrWHV5/P8APn8/x5/f6f4gUigs6DSPuZmvjeYPP7/b/UCEUUnRa19TF3z+/wBP+l4y41EA8rx1g66Jen/P5/n8o18Da6IbDtm/Trp3cf4a/svpMBl+3PZ/y4Bl+/8AmlwynCJiuovk/wBwwJdCswxp29T6+tf58yRZBYo4c7H/ADsXNDBctOPHP7/b/Pwm9vamb9vgw3NbAMJMfX4ZXvf3+3P7/bn8/wA+fz/Hn9/p/mPQmQyC9tyucfTFfieYPP7/AG/0OMBwapHWcZnn9n9/p/0vCUCohCsO9WeuAgIJilQBQbenPXHhzYDBGKvHEUnmKJExwNyS0xoR54Dd4OBUHMVLB0kdcX0BNxyGXfv/ACtX25e2yYb4um2ZYRbtn/KzWUsClVctbX/K0dOUIE0mHi74t2C0xiB44XU5X25emS5a5X25emS5a4Ck9xAIGeCilOkgcxyB+ubMrYNdY7x+ONJSwCxEyVsONJSwCxEyVsOXItqsuTM2ufDTXB+yO1hBGbXfI23QkKF65P1/HCDtoL6C5+eJq80sEwwMeOJq80sEwwMeP8reYZV7sMXQcC1HJylzRtxOt8SgPIlEl+zhkDRKoYS9++WdZulDeFuYQk88LiVMaQTHiH/KzePcDpOPbjePcDpOPbiavNLBMMDHjiavNLBMMDHjiqPMNYgQxfOZ44CvatQTHng3eJq80MEwwcef8rYNdo3RnirmEwnDKSggBE3Mhi8wxcg4CCGZ/wArLptmWEW7Z4YvHgzSdgy4T/5/lZNXmlgmGBjx/tasda5fKNcHqn34pYNQjPA/e8aj5NmzoDrx/wBP8/z+Rh/89UPLMm/m9kVakjplw97+/XyPSjX8/wAefz/Pn8/x4gUigs6DSPuZmvl+QCQYs7GkfczNc/n+PP7/AE+T5X/P8f8AqfaXQcwcS6ffNaEkDvAf8nJVCuYYuO3qfX1r/PY2IEJtIm78Rr+f48ysGaVUBnmVgzWIBMcBrBcCIQ3nOb4/b8rwNIMxEK3nOb4/b/P8eEqYpFTG4+T5X/P8f+d8etRkNCbXOOv/AE2Yzkj7pZLiT3euQND+BwMszDSX1xhRKyAAsLDLVh54YiNA0S7EujlnXk4FgoCtTN70611jycQj2R0LYSusTfVvBClOET0uZrW36d8CwUBWpm96da6x5OIR7I6FsJXWJvq3ghSnCJ6XM1rb9O+BYKArUze9OtdY8nEI9kdC2ErrE31bwQpThE9Lma1t+nfAsFAVqZvenWuseTiE+THQVhK6xN9W8EKU4RPS5mtbfp3wLBQFamb3p1rrHk4hHsjoWwldYm+reCFKcInpczWtv074FgoCtTN70611jycQj2R0LYSusTfVvBClOET0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QIRRScFrXxMXfQmCAExjbje4nXJ5jkZgVgWTMzxU3zNDEaURgMpa+xjlsDYTBACYxtxvcTrk8xEqykcBcPO/zx/FK4gjGf8AdNQIRgG2WQhEmmJNpgW5CtDyNvOsWsc1LJcpZiyzH5fPwk95WJ4Vni8el+EnvIxPCM83n0ILlfHpliT349KhL5zhWPS5zzPHpSXC+PTDVvvz6H4Se8rE8KzxePS0+enmql8NJxJx6GDx080QvlhObOf0lgqC5Xx6ZYk9+P1L17T56eaqXw0nEnH8t81TKhYY4VDjN7X8IEIopOC1r4mLv6UCkUFnAaR8zM29CMIFJXwKh9vpEwQAmMbcb3E65PM9CMIBZXwYp9PoQIRRScFrXxMXf0sirUkcMuHnf549DAq0JHLLl43+Of0lgqMIFJXwKh9v6l69kVakjhlw87/PH8h8uWRBIiLYeQ3IGTjTaBL3CDyikwXs0KKscm+ptMW78c6dnRkKRE7OTjSSuLbcFPEjepqa2PDOZmW+LzgfcFAxCrINjPMfp0kri23BTxI3qaTWOCyosO8C/GhQMQqyDYzzH6dDR1wsDhSzCVtNuNJrHBZUWHeBfjQoGIVZBsZ5j9OklcW24KeJG9TW6QkNGF2pdlg7DoUDEKsg2M8x+nSSuLbcFPEjeppNY4LKiw7wL8aFAxCrINjPMfp1OFra3pyqYk8R+E1jgsqLDvAvxoUDEKsg2M8x+nSSuLbcFPEjeppNY4LKiw7wL8a22NETe5lUFGe2klcW24KeJG9TSaxwWVFh3gX40KBiFWQbGeY/TrPGK2gUObCJm9J7JrHBZUWHeBfjQoGIVZBsZ5j9OklcW24KeJG9TSaxwWVFh3gX41yiIERLkV6l5R220kri23BTxI3qaTWOCyosO8C/GhQMQqyDYzzH6dVjpsoLfkkieHfaaTWOCyosO8C/GhQMQqyDYzzH6dJK4ttwU8SN6n5LBUlcW24KeJG9TSaxwWVFh3gX40KBiFWQbGeY/TqducqvQ3JsjcmztpNY4LKiw7wL8aFAxCrINjPMfp0kri23BTxI3qflevSVxbbgp4kb1NJrHBZUWHeBfjQoGIVZBsZ5j9OklcW24KeJG9TRvA5J2IAuUH/FxoUDEKsg2M8x+nQSUsVyAnwifxjC0/EgAS5PhvpywUNg3kMEVebboUUI5M9zaZk354/L5+EnvKxPCs8Xj0vwk95GJ4Rnm8+hBcr49MsSe/HpUJfOcKx6XOeZ49KS4Xx6Yat9+fQ/CT3lYnhWeLx6Wnz081UvhpOJOPQweOnmiF8sJzZz+ksFQXK+PTLEnvx+pevafPTzVS+Gk4k4/lvjM+1CNhXkcsz0fhAhFFJwWtfExd/SgUigs4DSPmZm3oRhApK+BUPt9ImCAExjbje4nXJ5noRhALK+DFPp9CBCKKTgta+Ji7+lkVakjhlw87/PHoYFWhI5ZcvG/wAc/pLBUYQKSvgVD7f1L17Iq1JHDLh53+eP5D6LqwQUBMkoxnBztnQ/SJXkDMTJstuLoQBR2R84tmdp5v5fBxgODVI7Zxmd/wBnoBrBcCIQ3znN6/t/IYIRqgPFKX7PSFjgkNw5ub7ccO9x6AQAhUBeYVn2+gOMBwapHbOMzv8As9BKoVzDFxy8T38begsUKZpi55OL7edv0lgoYIRqgPFKX7P1L15KoVzDFxy8T38bfyHxSSy1BGYMWPfztpJDR6sjtyk2hbxowUhdcW0kmLb4nOjZ0ZAAVe3l50sri23DRza3u6elWajaY7yw+eNAgIhRlCwviv26WVxbbho5tb3dJrHRLUSnWFPnQICIUZQsL4r9ulIn5MgFHYUanOXOk1jolqJTrCnzoEBEKMoWF8V+3SyuLbcNHNre7paQmnARG7Bcib6BARCjKFhfFft0sri23DRza3u6TWOiWolOsKfOgQEQoyhYXxX7dDATnKhKuzJpmebNJrHRLUSnWFPnQICIUZQsL4r9ullcW24aObW93Sax0S1Ep1hT51e4gyp/JuW3l70sri23DRza3u6TWOiWolOsKfOgQEQoyhYXxX7dYyCqiBB2UKRvfGk1jolqJTrCnzoEBEKMoWF8V+3SyuLbcNHNre7pNY6JaiU6wp86rYqckZSvCicZMaWVxbbho5tb3dJrHRLUSnWFPnQICIUZQsL4r9uudB5RsPdMnNjbpNY6JaiU6wp86BARCjKFhfFft0sri23DRza3u/ksFWVxbbho5tb3dJrHRLUSnWFPnQICIUZQsL4r9uucZfipS8WqvzpNY6JaiU6wp86BARCjKFhfFft0sri23DRza3u/levWVxbbho5tb3dJrHRLUSnWFPnQICIUZQsL4r9uoF4LAcmnet99GZAgkbIVnAjszbGgQEQoyhYXxX7dBJWQTKi/Kr/JarlRkEcKjxi9h+ECEUUnBa18TF39KBSKCzgNI+ZmbehGECkr4FQ+30iYIATGNuN7idcnmehGEAsr4MU+n0IEIopOC1r4mLv6WRVqSOGXDzv88ehgVaEjlly8b/HP6SwVGECkr4FQ+39K9f8A6vT+TXfJhHANqWPwn3qL1GA6Dt19Hjx7m8/L4OMBwapHbOMzv+z0A1guBEIb5zm9f2/kMEI1QHilL9npCxwSG4c3N9uOHe49AIAQqAvMKz7fQHGA4NUjtnGZ3/Z6CVQrmGLjl4nv429BYoUzTFzycX287fpLBQwQjVAeKUv2fpXr/wDV6fya75/YhUS4ha5znOkL7NwEOCCG7jG+lpymmOzwtxN/E01TKhYY4VDjN7XTgZgRkWTExxR2zdNZgSE1uDnFZ7uNCKIQDGEudrm98HmuBmBGRZMTHFHbN0iQiqE4JGnm4m2hFEIBjCXO1ze+DzUIA8JCEAkIME8tVVEhFUJwSNPNxNtCKIQDGEudrm98HmuBmBGRZMTHFHbN0kkShxm3cS2iJN9CKIQDGEudrm98HmuBmBGRZMTHFHbN0iQiqE4JGnm4m2hFEIBjCXO1ze+DzRNwKwitCIcgzO6zSJCKoTgkaebibaEUQgGMJc7XN74PNcDMCMiyYmOKO2bpEhFUJwSNPNxNtWsAbdPsaJlXY81wMwIyLJiY4o7ZukSEVQnBI083E20IohAMYS52ub3webtFJKiYBJBYI8mpdIkIqhOCRp5uJtoRRCAYwlztc3vg81wMwIyLJiY4o7ZukSEVQnBI083E21S8VJiDcb7slhABpwMwIyLJiY4o7ZukSEVQnBI083E20IohAMYS52ub3web1LCkOAxN0ARuza1EhFUJwSNPNxNtCKIQDGEudrm98HmuBmBGRZMTHFHbN/JYK4GYEZFkxMcUds3SJCKoTgkaebibaEUQgGMJc7XN74PN2hCwRuRkI2fGbpEhFUJwSNPNxNtCKIQDGEudrm98HmuBmBGRZMTHFHbN/K9e4GYEZFkxMcUds3SJCKoTgkaebibaEUQgGMJc7XN74PN/1emkQEShOHGnm4m2hFEIBjCXO1ze+DzUCraxykwcbfHP8l2dGQpETs5OPwgQiik4LWviYu/pQKRQWcBpHzMzb0IwgUlfAqH2+kTBACYxtxvcTrk8z0IwgFlfBin0+hAhFFJwWtfExd/SyKtSRwy4ed/nj0MCrQkcsuXjf45/SWCowgUlfAqH2/pXr/8AV6fzq758HGA4NUjtnGZ3/Z6AawXAiEN85zev7fyGCEaoDxSl+z0hY4JDcObm+3HDvcegEAIVAXmFZ9voDjAcGqR2zjM7/s9BKoVzDFxy8T38begsUKZpi55OL7edv0lgoYIRqgPFKX7P0r1/+r0/k13zeSeFxfmArAMt3V0RjFVWGFNg7KmeZdDTtNM9jhbm7+ZpxHlQncU5PJcdunOEUOIDAl4Bmd5kUrAFEbInDZxzuGhkcEjuXNxPbnl2mVpId1rfJmLi4Z50jWC5MQjtjOZ1/SMjgkdy5uJ7c8u0zQQXbIYQs3UQMW53UawXJiEdsZzOv6RkcEjuXNxPbnl2mVpId1rfJmLi4Z50gxCbrDaifHJN7jQyOCR3Lm4ntzy7TK0kO61vkzFxcM86RrBcmIR2xnM6/pGRwSO5c3E9ueXaZKFBjbC1cbs1DiZhpGsFyYhHbGczr+kZHBI7lzcT255dplaSHda3yZi4uGedI1guTEI7Yzmdf0scsih/N3xM1tflaSHda3yZi4uGedI1guTEI7Yzmdf0jI4JHcubie3PLtMkXmZJkCzPJIzfMukawXJiEdsZzOv6RkcEjuXNxPbnl2mVpId1rfJmLi4Z51iBGayl0B2EtwQXCYYJl3mANLSQ7rW+TMXFwzzpGsFyYhHbGczr+kZHBI7lzcT255dpkjS8dM2UFKwkd5nlGsFyYhHbGczr+kZHBI7lzcT255dplaSHda3yZi4uGefyWCrSQ7rW+TMXFwzzpGsFyYhHbGczr+kZHBI7lzcT255dpkmAc9EZikuEVNvMukawXJiEdsZzOv6RkcEjuXNxPbnl2mVpId1rfJmLi4Z5/K9etJDutb5MxcXDPOkawXJiEdsZzOv6RkcEjuXNxPbnl2mf9XppGkGpiHHjOZ1/SMjgkdy5uJ7c8u0ynUNqmMHBxPbzv/DLG60SOgNKBCAGPVk+Yfgz7gQQQW7sDQZjD5dgTD519Hjx6u8/Q+ClkCkUFnAaR8zM29CMIFJXwKh9vpEwQAmMbcb3E65PM9CMIBZXwYp9PoQIRRScFrXxMXf0f6vT012BVoSOWXLxv8c/pLBUYQKSvgVD7f0r1/8Aq9P41d8aQgrzALD2qlyD7OQeNlFwWpHGAOMPHoLs0a9U4WTo2OJ6wpYGsFwIhDfOc3r+38hghGqA8Upfs9IWOCQ3Dm5vtxw73HoBACFQF5hWfb6A4wHBqkds4zO/7Pz/AKvT01yxQpmmLnk4vt52/SWChghGqA8Upfs/SvX/AOr0/jV3zEeFW0pWByZcbbmhMpUeYAoTBdsv4XNU+IIljdModS86q2ImCgguMrVZ504CwmObeWTMk83jRdurTqnKSdOzxdGkACyGwc+2/O/4LBYKArUzednbbjHZpCPcjgWwldsTfi3QhSnCJ4XM223fbnQWCgK1M3nZ224x2ayzHgQAwbtgQDNpbUQpThE8LmbbbvtzoLBQFambzs7bcY7NIR7kcC2Ertib8W6DjRBWEVUdBzT3s0FgoCtTN52dtuMdmkI9yOBbCV2xN+LdCFKcInhczbbd9udBYKArUzednbbjHZoMCbfQBAm/KQhsxYaEKU4RPC5m2277c6CwUBWpm87O23GOzSEe5HAthK7Ym/FuhClOETwuZttu+3OinmhQmzfh2uy7mkI9yOBbCV2xN+LdCFKcInhczbbd9udBYKArUzednbbjHZo+zBAUKDdiII2U4dCFKcInhczbbd9udBYKArUzednbbjHZpCPcjgWwldsTfi3X+r00bJSlqZ5NnbbjHZpCPcjgWwldsTfi3QhSnCJ4XM223fbnQWCgK1M3nZ224x2aP1RaEgAMtSAcpkciFKcInhczbbd9udBYKArUzednbbjHZpCPcjgWwldsTfi38lgqEe5HAthK7Ym/FuhClOETwuZttu+3OgsFAVqZvOzttxjs0fAjwAWpM8MT3ONCFKcInhczbbd9udBYKArUzednbbjHZpCPcjgWwldsTfi38r16Ee5HAthK7Ym/FuhClOETwuZttu+3OgsFAVqZvOzttxjs1/q9NCBKKRPPmbbbvtzoLBQFambzs7bcY7NCkACyGwc+2/O/oVCWImXI6QRciuHxp4MykD5TTSoUAnsxnXD03Ie0mNCMuaHM6u10HYUFf/mml9ixNmh4/QIVsIqgwHT5NZw6B1mZK28bbsdabzEUKQDh4ObqtgBIRdOEy9BOJoAAQ3R8YtmN54vrfBSy33cCuoj7xCB6JGECkr4FQ+30iYIATGNuN7idcnmehGEAsr4MU+n0IEIopOC1r4mLv6P9Xp6a7Aq0JHLLl43+Of0lgqMIFJXwKh9v6V6//V6forvhaWi4IVOdI0pWCocR3dN0uUi7iwQju7CS5s0tWCUJdl9mUt8aGEgQBIdQY/DjHOt/vX9Hj9IvGGxxVV2hgF3NtNtkUCGNZYiY9JmfahGwryOWZ6P1hS06YMEI1QHilL9npCxwSG4c3N9uOHe49AIAQqAvMKz7fQHGA4NUjtnGZ3/Z+f8AV6emuWKFM0xc8nF9vO36SwUMEI1QHilL9n6V6/8A1enrrvliI43IKz6/Fb+cNwBZROy4/aLx0gvyBsJIujxMd1q0IO73M+34YcuOArKowN1mDTaBL3CDyikwXs0KKscm+ptMW78c6dnRkKRE7OTjRSUsVyAnwifgsKBiFWQbGeY/TpJXFtuCniRvU0mscFlRYd4F+PxOtpeEAWV0mscFlRYd4F+NCgYhVkGxnmP06SVxbbgp4kb1NBRGldKsaJAWm0vGhQMQqyDYzzH6dJK4ttwU8SN6mk1jgsqLDvAvxoUDEKsg2M8x+nQAfiVQqWGQL7HbCaxwWVFh3gX40KBiFWQbGeY/TpJXFtuCniRvU0mscFlRYd4F+NFKBDKvkqtjnmOklcW24KeJG9TSaxwWVFh3gX40KBiFWQbGeY/TokS9ugg5jAodsuNJrHBZUWHeBfjQoGIVZBsZ5j9OklcW24KeJG9TX+r000jNKyDBnmP06SVxbbgp4kb1NJrHBZUWHeBfjQoGIVZBsZ5j9OicRORIjXSJ8Ok1jgsqLDvAvxoUDEKsg2M8x+nSSuLbcFPEjep+SwVJXFtuCniRvU0mscFlRYd4F+NCgYhVkGxnmP06KUANoKYHEjm4mk1jgsqLDvAvxoUDEKsg2M8x+nSSuLbcFPEjep+V69JXFtuCniRvU0mscFlRYd4F+NCgYhVkGxnmP06/1emkxhRZV4d4F+NCgYhVkGxnmP06CSliuQE+ET9BxZCH3wsmZyaI4ssaVii3K1YXI6LeQp0BBh23IcnEVN9UALKAEOPj3/QqvWJhhnt76zABXrDCUpbvsfOiRoZAVSlKfJpywUNg3kMEVebboUUI5M9zaZk354/Y+Clp0yMIFJXwKh9vpEwQAmMbcb3E65PM9CMIBZXwYp9PoQIRRScFrXxMXf0f6vT012BVoSOWXLxv8c/pLBUYQKSvgVD7f0r1/wDq9PXXfcOBKwaJyfjW2KPL1hrqfP4QbkDG4IP/AKfrF2DiSs+SAwOWPztpk0ujTZR/1V9sHocR5UJ3FOTyXHb+sKWnTBghGqA8Upfs9IWOCQ3Dm5vtxw73HoBACFQF5hWfb6A4wHBqkds4zO/7Pz/q9PTXLFCmaYueTi+3nb9JYKGCEaoDxSl+z9K9f/q9PXXfJxcBVMgPxQZDaLMGVJun4kszFRVGx06WaAgpwMhXfgO1unVcpgo52vvodnxPGiAQw4APYYcTb9aBgYYSVwAGV8Gj3FHP0EoOVgaxa1xUsswlmZbM/sfBS06ZBcr49MsSe/HpUJfOcKx6XOeZ49KS4Xx6Yat9+fQ/CT3lYnhWeLx6P9Xp6a7B46eaIXywnNnP6SwVBcr49MsSe/H6V6//AFenrrvn7dSiHdC/449YMGDBgwavKoi2QJ/64/WIhFJYbg0jns9zfQMCqQ2KRyEbFdt9VKQMSQ2Ftp1JzxouzRr1ThZOjY4mjCkLZHdOffbjb8FglFAEqYvGxvvzjo0pXuTyLY2m+JtxJoUrTpEcJmb77Pvx+JxpARVFnaTJ7mhStOkRwmZvvs+/GglFAEqYvGxvvzjo0pXuTyLY2m+JtxJobFpDKiTcHfnFjxdBKKAJUxeNjffnHRpSvcnkWxtN8TbiTQpWnSI4TM332ffjQSigCVMXjY335x0ahSJLmzTQbE+JSbYFK06RHCZm++z78aCUUASpi8bG+/OOjSle5PItjab4m3EmhStOkRwmZvvs+/Gjgres5MgpctTfthpSvcnkWxtN8TbiTQpWnSI4TM332ffjQSigCVMXjY335x0aIgrAK3VbaZwTakgYFK06RHCZm++z78aCUUASpi8bG+/OOjSle5PItjab4m3Emv8AV6aMsoSVMcGxvvzjo0pXuTyLY2m+JtxJoUrTpEcJmb77PvxoJRQBKmLxsb7846NAANo0BWUSJKuHAY4NCladIjhMzffZ9+NBKKAJUxeNjffnHRpSvcnkWxtN8TbiT8lgqle5PItjab4m3EmhStOkRwmZvvs+/GrT14gkyOKIUy/BpBE8bKDoKVp0iOEzN99n340EooAlTF42N9+cdGlK9yeRbG03xNuJPyvXqV7k8i2NpvibcSaFK06RHCZm++z78aCUUASpi8bG+/OOjX+r00KFppEceZvvs+/GglFAEqYvGxvvzjo0IUhbI7pz77cbfyS7dWnVOUk6dni/rClp0wYIRqgPFKX7PSFjgkNw5ub7ccO9x6AQAhUBeYVn2+gOMBwapHbOMzv+z8/6vT01yxQpmmLnk4vt52/SWC1/9Xt+lev/ANXp/wDHrvnwUtOmQXK+PTLEnvx6VCXznCselznmePSkuF8emGrffn8mplF9CXY9n3q73ICQqKgOKx67D0f6vT012Dx080QvlhObOf0lgtf/AFe36V6//V6fya75fVQDCC5SgoZ30kQVkFQoRe853mv8oDfvfHu0Zn2oRsK8jlmejRNQ3oYwcvE9/G34LBY4JDcObm+3HDvcJCU7rG+RczFyXxoOMBwapHbOMzv+zU4sUOagOKlL9mg4wHBqkds4zO/7AscEhuHNzfbjh3uFUTo1CKUbui3OdttIInjZQdAscEhuHNzfbjh3uEhKd1jfIuZi5L40HGA4NUjtnGZ3/YFjgkNw5ub7ccO9xXgJV+dYTJhLtbibAcYDg1SO2cZnf9gWOCQ3Dm5vtxw73CQlO6xvkXMxcl8aDjAcGqR2zjM7/scTsgMmbUUeNunLcJCU7rG+RczFyXxoOMBwapHbOMzv+wWOxDcOTN9uOHe4DNDdQHBSl+zQcYDg1SO2cZnf9gWOCQ3Dm5vtxw73CQlO6xvkXMxcl8a/1emjc7GNw5M3244d7hISndY3yLmYuS+NBxgODVI7Zxmd/wBgWOCQ3Dm5vtxw73CzBqIxpwoiwS5LGbhoOMBwapHbOMzv+wLHBIbhzc3244d7hISndY3yLmYuS+PyWCpCU7rG+RczFyXxoOMBwapHbOMzv+wXuxjcOTN9uOHe4/1e2g4wHBqkds4zO/7AscEhuHNzfbjh3uEhKd1jfIuZi5L4/K9ekJTusb5FzMXJfGg4wHBqkds4zO/7AscEhuHNzfbjh3uP9XpoOECJqnHnGZ3/AGBY4JDcObm+3HDvcA1DehjBy8T38bf/ABHwUtOmr/6vb0FslWau0H/1oE0Aa6uqHTE+evQCAEKgLzCs+39AUt/q9PTXLFCmaYueTi+3nb9JYLX/ANXt+lev/wBXp/MrvjZ0ZAAVe3l5/WFLTpq/+r2/UWCpLhfHphq335/QFLf6vT012Dx080QvlhObOf0lgtf/AFe36V6//V6fya77IgMoDDfoY5bqEFEGUIEgI5gO22dVKEMSR3Etr3JxzpquVGQRwqPGL2GmSrKRwFw87/PH4LCYIATGNuN7idcnmORmBWBZMzPFTfM0gQiik4LWviYu/wCJzNJUleEVD7dIEIopOC1r4mLvoTBACYxtxvcTrk8xlKwkcBcPO/zxr/V7aEwQAmMbcb3E65PMcjMCsCyZmeKm+ZpAhFFJwWtfExd/wWRxEErliVD7dIEIopOC1r4mLvoTBACYxtxvcTrk8xyMwKwLJmZ4qb5mkCEUUnBa18TF31JyGYwW3BckzxnC6cjMCsCyZmeKm+ZpAhFFJwWtfExd9IwQIYxuDe4nXJ5iPIsleAVD7dIEIopOC1r4mLvoTBACYxtxvcTrk8xyMwKwLJmZ4qb5mv8AV6aZkgYxjcG9xOuTzHIzArAsmZnipvmaQIRRScFrXxMXfQmCAExjbje4nXJ5iIaQbeSlBtnLt5xpAhFFJwWtfExd9CYIATGNuN7idcnmORmBWBZMzPFTfM/JYK5GYFYFkzM8VN8zSBCKKTgta+Ji76RmgYxjcG9xOuTzP9XtpAhFFJwWtfExd9CYIATGNuN7idcnmORmBWBZMzPFTfM/K9e5GYFYFkzM8VN8zSBCKKTgta+Ji76EwQAmMbcb3E65PM/1emkAECpOXWviYu+hMEAJjG3G9xOuTzESrKRwFw87/PH8aBGRlNGjUO+k9SxcDuK0qGHHjWLWOalkuUsxZZj9j4KWnTV/9Xt+osFBACFQF5hWfb+gKW/1enprlihTNMXPJxfbzt+ksFr/AOr2/SvX/wCr0/mV3zVMqFhjhUOM3tf1hS06av8A6vb9RYKkuF8emGrffn9AUt/q9PTXYPHTzRC+WE5s5/SWC1/9Xt+lev8A9Xp/LrvnZJFEfNLJcSebxqvmcli+2zOHZ421bBslFZ38n1rJexc+PBu+P69FevXRRhzZED8E0EwrhB3TD2f7/NeuphGIYEd+g6yMG6MMt1g9FevXSmWd0B/6HVbyAq44Cjf/AN6fTXr165alhsJkplO9Db6gMYxyd/xXtg2Sis7+T61kvYufHg3fH9eivXrgIjjZQNMsVGEz7n/8eivXr4sZw0EC14jZzJzpMqQZV/Or10plndAf+h1W8gKuOAo3/wDen8166mEYhgR36DrIwbowy3WD0V69d1ghjyKn0fehcKYZXwZcb+3Z6K9euAiONlA0yxUYTPuf/wAfiuJiDjXsgfn+Qv8ALk+MWzG88X8vsWLtKZGXDnfOKc+nFg6SuBly43xiHHowGrxUpyYp49MI9yHEu7yZwcZ79P8Awf8Az0PsWLtKZGXDnfOKc+m3Au02U7d5y8tefS+/6P8A56IR7kOJd3kzg4z36MBq8VKcmKePTSPcjzJs8GMnOOvTbgXabKdu85eWvP8ALfGZ9qEbCvI5Zno/D8JPeVieFZ4vHpfhJ7yMTwjPN59CC5Xx6ZYk9+PSoS+c4Vj0uc8zx6VomM7BMN36VopJOSmyvff5fhJ7ysTwrPF49LT56eaqXw0nEnHpff8AR/8APQoS+c4Vj0uc8zx6EFyvj0yxJ78elQs8Z0pXtMZ4vn0tPnp5qpfDScScfyHyw1ADFL7oHuoaAtzYIM1lIU2Vbi6EAUdkfOLZnaeb+XyBCKKTgta+Ji7+lApFBZwGkfMzNvQjCBSV8Cofb6RMEAJjG3G9xOuTzPQjCAWV8GKfT6ECEUUnBa18TF39LIq1JHDLh53+ePS+/wCj/wCegTBACYxtxvcTrk8z8owgUlfAqH2+lRRCK4wkxvc3rh8X0MirUkcMuHnf54/kPgP2AgK5UNs2tPfSReNgxjtGgqIW76MFIXXFtJJi2+Jzo2dGQAFXt5edLK4ttw0c2t7usWLtKZGXDnfOKc6BARCjKFhfFft0sri23DRza3u6TWOiWolOsKfOgQEQoyhYXxX7dUijBAnwGqn3+VNY6JaiU6wp86BARCjKFhfFft0sri23DRza3u6yAy2GklmO3ZMLoEBEKMoWF8V+3SyuLbcNHNre7pNY6JaiU6wp86BARCjKFhfFft1VJBvMqtcNvXe9wmsdEtRKdYU+dAgIhRlCwviv26WVxbbho5tb3dJrHRLUSnWFPnWISe0kvuyrCsullcW24aObW93Sax0S1Ep1hT50CAiFGULC+K/bpsCtVBq+MrW257uk1jolqJTrCnzoEBEKMoWF8V+3SyuLbcNHNre7pNY6JaiU6wp86gFYmVQqHfa/auLNLK4ttw0c2t7uk1jolqJTrCnzoEBEKMoWF8V+3QWVgEysvyq6/wCj/wCaBARCjKFhfFft0sri23DRza3u6TWOiWolOsKfOoR7kOJd3kzg4z3pZXFtuGjm1vd0msdEtRKdYU+dAgIhRlCwviv26KZDcFq3C1Ve66TWOiWolOsKfOgQEQoyhYXxX7dLK4ttw0c2t7uk1jolqJTrCnzrCIW3iPLouHnjlZXFtuGjm1vd0msdEtRKdYU+dAgIhRlCwviv26WVxbbho5tb3dGQF4p5BLc1LznazQICIUZQsL4r9ugkrIJlRflV/ktVyoyCOFR4xew/D8JPeVieFZ4vHpfhJ7yMTwjPN59CC5Xx6ZYk9+PSoS+c4Vj0uc8zx6Ulwvj0w1b78+h+EnvKxPCs8Xj0tPnp5qpfDScScel9/wBH/wA9ChL5zhWPS5zzPHoQXK+PTLEnvx6VCzxnSle0xni+fS0+enmql8NJxJx/JfReowHQduvo8ePc3n5fIEIopOC1r4mLv6UCkUFnAaR8zM29CMIFJXwKh9vpEwQAmMbcb3E65PM9CMIBZXwYp9PoQIRRScFrXxMXf0sirUkcMuHnf549D4WgxIjAzsafiUA8Ht6BMEAJjG3G9xOuTzPyjCBSV8Cofb6VFEIrjCTG9zeuHxfQyKtSRwy4ed/nj+Q+LW0HBFz5pc50hfZuAhwQQ3cY30tOU0x2eFuJv4mlGjEJAKAr2rz3/wDXrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWVh/iYJAQ7fylReC6TxYJq6LnfjW0dG33Dj8kRSZJYPPYcaI1wCpZyx/8A81kr4MH2T8M6Gzch1o8hc4Sg385/5oaC32Tq2X8vHNNFnl8HfnUH6gJTaHOsSGi19wbbP1+GdDZuQ60eQucJQb+c/wDNFgmiCk3k61ngCVUxh/CovBdEgM8hDk99tbR0bfcOPyWaBZ2gP/dIAMhK9Htoyfi+kbDd8HnQ0AGKissneH60iWhQgnx3+QUUmRaxii7OAuPbSIYyGRnfLXBskPyT8LCusrkQmzcRpgXIbanopoWZnOOfp/ILhRnRhe86TmTJPaLn41lrzwGzed/nAIQWFJhJs7hq4ObAkf8AG3OtpCRE+T+Xn5BlQTnIMfh0k7LqVo4N3FY4NPJhNi5mOPGfypzeRZMWU2dMYcJUTyKCzYM70kELAtHYUL7w/DQAw7Kms9irKDARHBHvfnQXESrh1lW/8/KIJJurNU3xt0aFEqhHKuGWRmIvOs7B+aU/9/DQAw7Kms9irKDARHBHvfnSeDupmFBZNzjPsaO+EHx+M/IMqCc5Bj8Or7ZQEyMI2+5NPJhNi5mOPGfzgcHwFDAkbJxPOgHCYOqhSYm27owH4CASKKTIAJLn4NC5t8tYA4DLSHKY30aAgEK2g7HdJLnb83C82JygVPA8jN1cQFlIMUNuN/MmqZqm1M0IR8Z5z+AdbJHWXjuYyQokwbu7aFm4BgKy7M2G53xn8CIgB5VEezo6xXVrTBM28pN86fwynva/dPyAYjpJQUA2cu3nSVxBBRZGBYYBl5204naonygrG8OuL/8A4GSNIJEZuOm/cqCNL9mffWKFzhiq7l4+3jSOXUMEB8jenJDjTmKLIkTMuyEdaUKgI9n/AOFnUaIUTWRcjaxmy/cPrSC2RYTugbbuplgEigNA8DnRRaCEBbuTf/8Abj//2Q== 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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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