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TradeStation TradeManager Performance Report Metrica II WFO Broker, @TY.D, Daily, 1/2/2003 2:00:00 PM - 8/11/2017 2:00:00 PM
Display:
 
TradeStation Performance Summary Collapse
 
All Trades
 
Total Net Profit $37,048.13    Profit Factor 2.12
Gross Profit $70,146.88    Gross Loss ($33,098.75)
Roll Over Credit $0.00
Open Position Profit/Loss $0.00
Select Total Net Profit $36,855.63    Select Profit Factor 2.27
Select Gross Profit $65,894.38    Select Gross Loss ($29,038.75)
Adjusted Total Net Profit $26,967.74    Adjusted Profit Factor 1.73
Adjusted Gross Profit $63,994.59    Adjusted Gross Loss ($37,026.85)
Total Number of Trades 201    Percent Profitable 64.68%
Winning Trades 130    Losing Trades 71
Even Trades 0
Avg. Trade Net Profit $184.32    Ratio Avg. Win:Avg. Loss 1.16
Avg. Winning Trade $539.59    Avg. Losing Trade ($466.18)
Largest Winning Trade $2,157.50    Largest Losing Trade ($2,030.00)
Largest Winner as % of Gross Profit 3.08%    Largest Loser as % of Gross Loss 6.13%
Net Profit as % of Largest Loss 1825.03%
Slct. Net Profit as % of Largest Loss 1815.55%    Adj. Net Profit as % of Largest Loss 1328.46%
Max. Consecutive Winning Trades 17    Max. Consecutive Losing Trades 4
Avg. Bars in Winning Trades 3.85    Avg. Bars in Losing Trades 4.31
Avg. Bars in Total Trades 4.01
Max. Shares/Contracts Held 1    Account Size Required $2,466.25
Total Commission $6,030.000000    Total Slippage $0.000000
Return on Initial Capital 37.05%    Annual Rate of Return 2.28%
Buy and Hold Return 89.85%    Return on Account 1502.20%
Avg. Monthly Return $313.97    Std. Deviation of Monthly Return $901.90
Return Retracement Ratio 0.14    RINA Index 451.85
Sharpe Ratio 0.14    K-Ratio 3.91
Trading Period 13 Yrs, 9 Mths, 21 Dys    Percent of Time in the Market 16.95%
Time in the Market 2 Yrs, 4 Mths, 2 Dys    Longest Flat Period 355 Dys
Max. Equity Run-up $41,011.25
Date of Max. E. Run-up 02/24/16 14:00    Max. E. Run-up as % of Initial Capital 41.01%

Max. Drawdown (Intra-day Peak to Valley)

   Max. Drawdown (Trade Close to Trade Close)

Value ($3,122.50)    Value ($2,466.25)
Date 11/10/08 14:00    Date 04/04/12 14:00
as % of Initial Capital 3.12%    as % of Initial Capital 2.47%
Net Profit as % of Drawdown 1186.49%    Net Profit as % of Drawdown 1502.20%
Slct. Net Profit as % of Drawdown 1180.32%    Slct. Net Profit as % of Drawdown 1494.40%
Adj. Net Prof as % of Drawdown 863.66%    Adj. Net Profit as % of Drawdown 1093.47%
Max. Trade Drawdown ($2,000.00)    
Long Trades
Total Net Profit $37,048.13    Profit Factor 2.12
Gross Profit $70,146.88    Gross Loss ($33,098.75)
Roll Over Credit $0.00
Open Position Profit/Loss $0.00
Select Total Net Profit $36,855.63    Select Profit Factor 2.27
Select Gross Profit $65,894.38    Select Gross Loss ($29,038.75)
Adjusted Total Net Profit $26,967.74    Adjusted Profit Factor 1.73
Adjusted Gross Profit $63,994.59    Adjusted Gross Loss ($37,026.85)
Total Number of Trades 201    Percent Profitable 64.68%
Winning Trades 130    Losing Trades 71
Even Trades 0
Avg. Trade Net Profit $184.32    Ratio Avg. Win:Avg. Loss 1.16
Avg. Winning Trade $539.59    Avg. Losing Trade ($466.18)
Largest Winning Trade $2,157.50    Largest Losing Trade ($2,030.00)
Largest Winner as % of Gross Profit 3.08%    Largest Loser as % of Gross Loss 6.13%
Max. Consecutive Winning Trades 17    Max. Consecutive Losing Trades 4
Avg. Bars in Winning Trades 3.85    Avg. Bars in Losing Trades 4.31
Avg. Bars in Total Trades 4.01
Max. Shares/Contracts Held 1    Account Size Required $2,466.25
Total Commission $6,030.000000    Total Slippage $0.000000
     
Net Profit as % of Largest Loss 1825.03%
Slct. Net Profit as % of Largest Loss 1815.55%    Adj. Net Profit as % of Largest Loss 1328.46%

Max. Drawdown (Intra-day Peak to Valley)

   Max. Drawdown (Trade Close to Trade Close)

Value ($3,122.50)    Value ($2,466.25)
as % of Initial Capital 3.12%    as % of Initial Capital 2.47%
Net Profit as % of Drawdown 1186.49%    Net Profit as % of Drawdown 1502.20%
Slct. Net Profit as % of Drawdown 1180.32%    Slct. Net Profit as % of Drawdown 1494.40%
Adj. Net Prof as % of Drawdown 863.66%    Adj. Net Profit as % of Drawdown 1494.40%
Max. Trade Drawdown ($2,000.00)  
Short Trades
Total Net Profit $0.00    Profit Factor n/a
Gross Profit $0.00    Gross Loss $0.00
Roll Over Credit $0.00
Open Position Profit/Loss $0.00
Select Total Net Profit $0.00    Select Profit Factor n/a
Select Gross Profit $0.00    Select Gross Loss $0.00
Adjusted Total Net Profit $0.00    Adjusted Profit Factor n/a
Adjusted Gross Profit $0.00    Adjusted Gross Loss $0.00
     
Total Number of Trades 0    Percent Profitable 0.00%
Winning Trades 0    Losing Trades 0
Even Trades 0
Avg. Trade Net Proft $0.00    Ratio Avg. Win:Avg. Loss n/a
Avg. Winning Trade $0.00    Avg. Losing Trade $0.00
Largest Winning Trade $0.00    Largest Losing Trade $0.00
Largest Winner as % of Gross Profit n/a    Largest Loser as % of Gross Loss 6.13%
Max. Consecutive Winning Trades 0    Max. Consecutive Losing Trades 0
Avg. Bars in Winning Trades 0.00    Avg. Bars in Losing Trades 0.00
Avg. Bars in Total Trades 0.00
Max. Shares/Contracts Held 0    Account Size Required $0.00
Total Slippage $0.000000    Total Commission $0.000000
Net Profit as % of Largest Loss n/a
Slct. Net Profit as % of Largest Loss n/a    Adj. Net Profit as % of Largest Loss n/a

Max. Drawdown (Intra-day Peak to Valley)

   Max. Drawdown (Trade Close to Trade Close)

Value $0.00    Value $0.00
as % of Initial Capital 0.00%    as % of Initial Capital 0.00%
Net Profit as % of Drawdown n/a    Net Profit as % of Drawdown n/a
Slct. Net Profit as % of Drawdown n/a    Slct. Net Profit as % of Drawdown n/a
Adj. Net Prof as % of Drawdown n/a    Adj. Net Prof as % of Drawdown n/a
Max. Trade Drawdown $0.00  
Created by TradeStation: 8/13/2017 7:06:27 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
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TradeStation TradeManager Performance Report Metrica II WFO Broker, @TY.D, Daily, 1/2/2003 2:00:00 PM - 8/11/2017 2:00:00 PM
 TradeStation Trade Analysis Collapse
  All Trades
Winners
Losers
Total Number of Trades 201 130 71
Avg. Trade Net Profit $184.32 $539.59 ($466.18)
1 Std. Deviation of Avg. Trade $642.36 $401.32 $467.47
Avg. Trade + 1 Std. Deviation $826.68 $940.91 $1.29
Avg. Trade - 1 Std. Deviation ($458.04) $138.27 ($933.65)
Coefficient of Variation 348.51% 74.37% 100.28%
Time Averages
Avg. Time in Trades 4 Dys, 6 Hrs, 5 Mins 4 Dys, 44 Mins 4 Dys, 15 Hrs, 53 Mins
Avg. Time Between Trades 20 Dys, 21 Hrs, 14 Mins 34 Dys, 22 Hrs, 41 Mins 65 Dys, 9 Hrs, 15 Mins
Avg. Time Between Trade Profit Peaks 528 Dys, 8 Hrs
Outliers Total Positive Negative
Number of Outliers 4 2 2
Outlier Profit/Loss $192.50 $4,252.50 ($4,060.00)
 
Run-up/Drawdown   Run-up Drawdown
Max. Value $2,187.50 ($2,000.00)
Max. Value Date 3/17/2008 10/8/2008
Avg. Value $531.17 ($452.89)
1 Std. Deviation $402.78 $437.42
Avg. + 1 Std. Deviation $933.95 ($15.47)
Avg. - 1 Std. Deviation $128.39 ($890.31)
Coefficient of Variation 75.83% 96.58%
 
Efficiency Analysis Total
Entry
Exit
Avg. Efficiency 22.05% 55.89% 66.16%
1 Std. Deviation 55.53% 29.57% 34.47%
Avg. + 1 Std. Deviation 77.58% 85.46% 100.63%
Avg. - 1 Std. Deviation (33.48%) 26.33% 31.68%
Coefficient of Variation 251.87% 52.90% 52.11%
CollapseCollapse
 TradeStation Trade Series Analysis Collapse
Winners Losers
Largest Profit/Loss $2,157.50 ($2,030.00)
Largest Profit/Loss as % of Gross 3.08% 6.13%
Largest Consec. Profit/Loss $8,583.75 ($2,466.25)
Largest Consec. Profit/Loss as % of Gross 12.24% 7.45%

Winning Series

Number of Series

Avg. Gain per Series

Avg. Loss Next Trade

1 15 $580.42 ($520.63)
2 16 $551.54 ($422.71)
3 5 $560.63 ($676.88)
4 2 $731.72 ($334.69)
5 5 $461.88 ($555.00)
6 3 $522.08 ($759.17)
17 1 $504.93 ($295.63)

Losing Series

Number of Series

Avg. Loss per Series

Avg. Gain Next Trade

1 27 ($559.51) $485.63
2 15 ($439.38) $600.21
3 2 ($248.75) $1,227.81
4 2 ($414.77) $282.50

Created by TradeStation: 8/13/2017 7:06:27 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  Buy  10/30/03  Long TY #1  $66.796875  $0.00  1  $235.63  0.40%  $265.63  12.78%    $15.000000  $0.000000
   Sell  11/14/03  Long TY Exit1  $67.062500    $265.63  $235.63    ($1,812.50)  100.00%  12.78%  $15.000000  $0.000000
 2  Buy  11/20/03  Long TY #1  $67.703125  $0.00  1  $485.63  0.76%  $656.25  80.77%    $15.000000  $0.000000
   Sell  11/21/03  Long TY Exit1  $68.218750    $515.63  $721.25    ($156.25)  82.69%  63.46%  $15.000000  $0.000000
 3  Buy  12/09/03  Long TY #1  $67.421875  $0.00  1  $220.00  0.37%  $625.00  39.60%    $15.000000  $0.000000
   Sell  12/12/03  Long TY Exit1  $67.671875    $250.00  $941.25    ($953.13)  76.24%  15.84%  $15.000000  $0.000000
 4  Buy  12/16/03  Long TY #1  $67.734375  $0.00  1  $423.13  0.67%  $453.13  63.04%    $15.000000  $0.000000
   Sell  12/17/03  Long TY Exit1  $68.187500    $453.13  $1,364.38    ($265.63)  100.00%  63.04%  $15.000000  $0.000000
 5  Buy  01/09/04  Long TY #1  $68.109375  $0.00  1  $1,329.38  2.00%  $1,515.63  92.38%    $15.000000  $0.000000
   Sell  01/12/04  Long TY Exit1  $69.468750    $1,359.38  $2,693.75    ($125.00)  90.48%  82.86%  $15.000000  $0.000000
 6  Buy  01/20/04  Long TY #1  $69.828125  $0.00  1  ($108.13)  (0.11%)  $203.13  41.94%    $15.000000  $0.000000
   Sell  01/21/04  Long TY Exit1  $69.750000    ($78.13)  $2,585.63    ($281.25)  41.94%  (16.13%)  $15.000000  $0.000000
 7  Buy  01/26/04  Long TY #1  $69.578125  $0.00  1  ($186.25)  (0.22%)  $140.63  24.32%    $15.000000  $0.000000
   Sell  01/27/04  Long TY Exit1  $69.421875    ($156.25)  $2,399.38    ($437.50)  48.65%  (27.03%)  $15.000000  $0.000000
 8  Buy  02/11/04  Long TY #1  $69.453125  $0.00  1  $782.50  1.17%  $1,125.00  85.71%    $15.000000  $0.000000
   Sell  02/12/04  Long TY Exit1  $70.265625    $812.50  $3,181.88    ($187.50)  76.19%  61.90%  $15.000000  $0.000000
 9  Buy  02/13/04  Long TY #1  $70.562500  $0.00  1  ($45.63)  (0.02%)  $265.63  54.84%    $15.000000  $0.000000
   Sell  02/17/04  Long TY Exit1  $70.546875    ($15.63)  $3,136.25    ($218.75)  41.94%  (3.23%)  $15.000000  $0.000000
 10  Buy  02/23/04  Long TY #1  $70.093750  $0.00  1  $641.88  0.96%  $953.13  98.39%    $15.000000  $0.000000
   Sell  02/25/04  Long TY Exit1  $70.765625    $671.88  $3,778.13    ($15.63)  70.97%  69.35%  $15.000000  $0.000000
 11  Buy  02/27/04  Long TY #1  $70.937500  $0.00  1  $16.88  0.07%  $140.63  42.86%    $15.000000  $0.000000
   Sell  03/01/04  Long TY Exit1  $70.984375    $46.88  $3,795.00    ($187.50)  71.43%  14.29%  $15.000000  $0.000000
 12  Buy  03/19/04  Long TY #1  $72.859375  $0.00  1  ($686.25)  (0.90%)  $750.00  53.33%    $15.000000  $0.000000
   Sell  03/29/04  Long TY Exit1  $72.203125    ($656.25)  $3,108.75    ($656.25)  0.00%  (46.67%)  $15.000000  $0.000000
 13  Buy  04/26/04  Long TY #1  $67.937500  $0.00  1  $220.00  0.37%  $375.00  72.73%    $15.000000  $0.000000
   Sell  04/28/04  Long TY Exit1  $68.187500    $250.00  $3,328.75    ($140.63)  75.76%  48.48%  $15.000000  $0.000000
 14  Buy  07/21/04  Long TY #1  $69.078125  $0.00  1  ($951.88)  (1.33%)  $312.50  25.32%    $15.000000  $0.000000
   Sell  07/28/04  Long TY Exit2  $68.156250    ($921.88)  $2,376.88    ($921.88)  0.00%  (74.68%)  $15.000000  $0.000000
 15  Buy  08/11/04  Long TY #1  $70.750000  $0.00  1  $126.25  0.22%  $234.38  68.18%    $15.000000  $0.000000
   Sell  08/12/04  Long TY Exit1  $70.906250    $156.25  $2,503.13    ($109.38)  77.27%  45.45%  $15.000000  $0.000000
 16  Buy  08/17/04  Long TY #1  $71.093750  $0.00  1  $657.50  0.97%  $687.50  95.65%    $15.000000  $0.000000
   Sell  08/18/04  Long TY Exit1  $71.781250    $687.50  $3,160.63    ($31.25)  100.00%  95.65%  $15.000000  $0.000000
 17  Buy  09/08/04  Long TY #1  $71.265625  $0.00  1  $1,063.75  1.53%  $1,093.75  84.34%    $15.000000  $0.000000
   Sell  09/09/04  Long TY Exit1  $72.359375    $1,093.75  $4,224.38    ($203.13)  100.00%  84.34%  $15.000000  $0.000000
 18  Buy  09/10/04  Long TY #1  $72.109375  $0.00  1  $360.63  0.54%  $421.88  84.38%    $15.000000  $0.000000
   Sell  09/14/04  Long TY Exit1  $72.500000    $390.63  $4,585.00    ($78.13)  93.75%  78.13%  $15.000000  $0.000000
 19  Buy  09/16/04  Long TY #1  $72.187500  $0.00  1  $829.38  1.19%  $859.38  90.16%    $15.000000  $0.000000
   Sell  09/17/04  Long TY Exit1  $73.046875    $859.38  $5,414.38    ($93.75)  100.00%  90.16%  $15.000000  $0.000000
 20  Buy  09/20/04  Long TY #1  $72.703125  $0.00  1  $220.00  0.34%  $390.63  96.15%    $15.000000  $0.000000
   Sell  09/21/04  Long TY Exit1  $72.953125    $250.00  $5,634.38    ($15.63)  65.38%  61.54%  $15.000000  $0.000000
 21  Buy  09/29/04  Long TY #1  $72.984375  $0.00  1  ($1,342.50)  (1.80%)  $78.13  5.00%    $15.000000  $0.000000
   Sell  10/08/04  Long TY Exit1  $71.671875    ($1,312.50)  $4,291.88    ($1,484.38)  11.00%  (84.00%)  $15.000000  $0.000000
 22  Buy  10/18/04  Long TY #1  $73.015625  $0.00  1  $360.63  0.53%  $390.63  50.00%    $15.000000  $0.000000
   Sell  10/20/04  Long TY Exit1  $73.406250    $390.63  $4,652.50    ($390.63)  100.00%  50.00%  $15.000000  $0.000000
 23  Buy  11/22/04  Long TY #1  $72.218750  $0.00  1  ($201.88)  (0.24%)  $62.50  26.67%    $15.000000  $0.000000
   Sell  11/23/04  Long TY Exit1  $72.046875    ($171.88)  $4,450.63    ($171.88)  0.00%  (73.33%)  $15.000000  $0.000000
 24  Buy  01/26/05  Long TY #1  $72.328125  $0.00  1  ($248.75)  (0.30%)  $203.13  48.15%    $15.000000  $0.000000
   Sell  01/27/05  Long TY Exit1  $72.109375    ($218.75)  $4,201.88    ($218.75)  0.00%  (51.85%)  $15.000000  $0.000000
 25  Buy  02/03/05  Long TY #1  $72.546875  $0.00  1  $485.63  0.71%  $765.63  76.56%    $15.000000  $0.000000
   Sell  02/07/05  Long TY Exit1  $73.062500    $515.63  $4,687.50    ($234.38)  75.00%  51.56%  $15.000000  $0.000000
 26  Buy  05/04/05  Long TY #1  $72.953125  $0.00  1  ($76.88)  (0.06%)  $46.88  9.68%    $15.000000  $0.000000
   Sell  05/05/05  Long TY Exit1  $72.906250    ($46.88)  $4,610.63    ($437.50)  80.65%  (9.68%)  $15.000000  $0.000000
 27  Buy  05/09/05  Long TY #1  $72.281250  $0.00  1  $454.38  0.67%  $937.50  89.55%    $15.000000  $0.000000
   Sell  05/12/05  Long TY Exit1  $72.765625    $484.38  $5,065.00    ($109.38)  56.72%  46.27%  $15.000000  $0.000000
 28  Buy  05/27/05  Long TY #1  $73.953125  $0.00  1  $751.25  1.06%  $781.25  87.72%    $15.000000  $0.000000
   Sell  06/01/05  Long TY Exit1  $74.734375    $781.25  $5,816.25    ($109.38)  100.00%  87.72%  $15.000000  $0.000000
 29  Buy  06/06/05  Long TY #1  $74.687500  $0.00  1  $423.13  0.61%  $453.13  76.32%    $15.000000  $0.000000
   Sell  06/07/05  Long TY Exit1  $75.140625    $453.13  $6,239.38    ($140.63)  100.00%  76.32%  $15.000000  $0.000000
 30  Buy  06/09/05  Long TY #1  $74.703125  $0.00  1  ($45.63)  (0.02%)  $218.75  13.86%    $15.000000  $0.000000
   Sell  06/23/05  Long TY Exit1  $74.687500    ($15.63)  $6,193.75    ($1,359.38)  85.15%  (0.99%)  $15.000000  $0.000000
 31  Buy  08/29/05  Long TY #1  $73.015625  $0.00  1  ($108.13)  (0.11%)  $93.75  46.15%    $15.000000  $0.000000
   Sell  08/30/05  Long TY Exit1  $72.937500    ($78.13)  $6,085.63    ($109.38)  15.38%  (38.46%)  $15.000000  $0.000000
 32  Buy  09/07/05  Long TY #1  $73.890625  $0.00  1  ($76.88)  (0.06%)  $31.25  6.06%    $15.000000  $0.000000
   Sell  09/08/05  Long TY Exit1  $73.843750    ($46.88)  $6,008.75    ($484.38)  84.85%  (9.09%)  $15.000000  $0.000000
 33  Buy  08/29/06  Long TY #1  $69.406250  $0.00  1  $360.63  0.56%  $421.88  58.70%    $15.000000  $0.000000
   Sell  08/31/06  Long TY Exit1  $69.796875    $390.63  $6,369.38    ($296.88)  95.65%  54.35%  $15.000000  $0.000000
 34  Buy  09/06/06  Long TY #1  $69.500000  $0.00  1  $407.50  0.63%  $468.75  75.00%    $15.000000  $0.000000
   Sell  09/14/06  Long TY Exit1  $69.937500    $437.50  $6,776.88    ($156.25)  95.00%  70.00%  $15.000000  $0.000000
 35  Buy  09/29/06  Long TY #1  $70.921875  $0.00  1  $173.13  0.29%  $312.50  40.82%    $15.000000  $0.000000
   Sell  10/05/06  Long TY Exit1  $71.125000    $203.13  $6,950.00    ($453.13)  85.71%  26.53%  $15.000000  $0.000000
 36  Buy  10/06/06  Long TY #1  $70.921875  $0.00  1  ($1,201.88)  (1.65%)  $312.50  16.95%    $15.000000  $0.000000
   Sell  10/18/06  Long TY Exit1  $69.750000    ($1,171.88)  $5,748.13    ($1,531.25)  19.49%  (63.56%)  $15.000000  $0.000000
 37  Buy  11/06/06  Long TY #1  $69.984375  $0.00  1  $876.25  1.29%  $984.38  92.65%    $15.000000  $0.000000
   Sell  11/13/06  Long TY Exit1  $70.890625    $906.25  $6,624.38    ($78.13)  92.65%  85.29%  $15.000000  $0.000000
 38  Buy  11/16/06  Long TY #1  $70.671875  $0.00  1  $423.13  0.64%  $453.13  50.88%    $15.000000  $0.000000
   Sell  11/24/06  Long TY Exit1  $71.125000    $453.13  $7,047.50    ($437.50)  100.00%  50.88%  $15.000000  $0.000000
 39  Buy  12/07/06  Long TY #1  $71.765625  $0.00  1  ($201.88)  (0.24%)  $15.63  5.56%    $15.000000  $0.000000
   Sell  12/08/06  Long TY Exit1  $71.593750    ($171.88)  $6,845.63    ($265.63)  33.33%  (61.11%)  $15.000000  $0.000000
 40  Buy  12/14/06  Long TY #1  $70.968750  $0.00  1  ($30.00)  0.00%  $546.88  58.33%    $15.000000  $0.000000
   Sell  12/22/06  Long TY Exit1  $70.968750    $0.00  $6,815.63    ($390.63)  41.67%  0.00%  $15.000000  $0.000000
 41  Buy  12/26/06  Long TY #1  $70.656250  $0.00  1  $63.75  0.13%  $234.38  88.24%    $15.000000  $0.000000
   Sell  12/27/06  Long TY Exit1  $70.750000    $93.75  $6,879.38    ($31.25)  47.06%  35.29%  $15.000000  $0.000000
 42  Buy  01/23/07  Long TY #1  $69.703125  $0.00  1  ($686.25)  (0.94%)  $0.00  0.00%    $15.000000  $0.000000
   Sell  01/31/07  Long TY Exit2  $69.046875    ($656.25)  $6,193.13    ($984.38)  33.33%  (66.67%)  $15.000000  $0.000000
 43  Buy  02/12/07  Long TY #1  $69.359375  $0.00  1  ($14.38)  0.02%  $156.25  71.43%    $15.000000  $0.000000
   Sell  02/13/07  Long TY Exit1  $69.375000    $15.63  $6,178.75    ($62.50)  35.71%  7.14%  $15.000000  $0.000000
 44  Buy  02/23/07  Long TY #1  $69.937500  $0.00  1  $423.13  0.65%  $453.13  93.55%    $15.000000  $0.000000
   Sell  02/26/07  Long TY Exit1  $70.390625    $453.13  $6,601.88    ($31.25)  100.00%  93.55%  $15.000000  $0.000000
 45  Buy  03/12/07  Long TY #1  $70.859375  $0.00  1  $782.50  1.15%  $812.50  98.11%    $15.000000  $0.000000
   Sell  03/14/07  Long TY Exit1  $71.671875    $812.50  $7,384.38    ($15.63)  100.00%  98.11%  $15.000000  $0.000000
 46  Buy  03/15/07  Long TY #1  $71.218750  $0.00  1  $16.88  0.07%  $296.88  39.58%    $15.000000  $0.000000
   Sell  03/22/07  Long TY Exit1  $71.265625    $46.88  $7,401.25    ($453.13)  66.67%  6.25%  $15.000000  $0.000000
 47  Buy  03/26/07  Long TY #1  $70.718750  $0.00  1  $204.38  0.33%  $453.13  93.55%    $15.000000  $0.000000
   Sell  03/28/07  Long TY Exit1  $70.953125    $234.38  $7,605.63    ($31.25)  54.84%  48.39%  $15.000000  $0.000000
 48  Buy  04/26/07  Long TY #1  $70.531250  $0.00  1  $282.50  0.44%  $312.50  51.28%    $15.000000  $0.000000
   Sell  05/01/07  Long TY Exit1  $70.843750    $312.50  $7,888.13    ($296.88)  100.00%  51.28%  $15.000000  $0.000000
 49  Buy  05/02/07  Long TY #1  $70.687500  $0.00  1  ($1,280.00)  (1.77%)  $265.63  17.35%    $15.000000  $0.000000
   Sell  05/21/07  Long TY Exit2  $69.437500    ($1,250.00)  $6,608.13    ($1,265.63)  1.02%  (81.63%)  $15.000000  $0.000000
 50  Buy  08/08/07  Long TY #1  $69.531250  $0.00  1  $610.63  0.92%  $656.25  60.87%    $15.000000  $0.000000
   Sell  08/10/07  Long TY Exit2  $70.171875    $640.63  $7,218.75    ($421.88)  98.55%  59.42%  $15.000000  $0.000000
 51  Buy  08/23/07  Long TY #1  $70.921875  $0.00  1  $1,141.88  1.65%  $1,171.88  91.46%    $15.000000  $0.000000
   Sell  08/29/07  Long TY Exit1  $72.093750    $1,171.88  $8,360.63    ($109.38)  100.00%  91.46%  $15.000000  $0.000000
 52  Buy  09/04/07  Long TY #1  $72.234375  $0.00  1  $313.75  0.48%  $406.25  44.07%    $15.000000  $0.000000
   Sell  09/06/07  Long TY Exit1  $72.578125    $343.75  $8,674.38    ($515.63)  93.22%  37.29%  $15.000000  $0.000000
 53  Buy  09/07/07  Long TY #1  $72.453125  $0.00  1  $845.00  1.21%  $1,015.63  98.48%    $15.000000  $0.000000
   Sell  09/10/07  Long TY Exit1  $73.328125    $875.00  $9,519.38    ($15.63)  86.36%  84.85%  $15.000000  $0.000000
 54  Buy  09/13/07  Long TY #1  $72.890625  $0.00  1  ($389.38)  (0.49%)  $218.75  11.86%    $15.000000  $0.000000
   Sell  10/03/07  Long TY Exit1  $72.531250    ($359.38)  $9,130.00    ($1,625.00)  68.64%  (19.49%)  $15.000000  $0.000000
 55  Buy  10/16/07  Long TY #1  $71.671875  $0.00  1  $1,016.88  1.46%  $1,046.88  88.16%    $15.000000  $0.000000
   Sell  10/18/07  Long TY Exit1  $72.718750    $1,046.88  $10,146.88    ($140.63)  100.00%  88.16%  $15.000000  $0.000000
 56  Buy  10/29/07  Long TY #1  $73.296875  $0.00  1  $157.50  0.26%  $343.75  95.65%    $15.000000  $0.000000
   Sell  10/30/07  Long TY Exit1  $73.484375    $187.50  $10,304.38    ($15.63)  56.52%  52.17%  $15.000000  $0.000000
 57  Buy  11/14/07  Long TY #1  $74.421875  $0.00  1  $860.63  1.20%  $890.63  75.00%    $15.000000  $0.000000
   Sell  11/16/07  Long TY Exit1  $75.312500    $890.63  $11,165.00    ($296.88)  100.00%  75.00%  $15.000000  $0.000000
 58  Buy  11/29/07  Long TY #1  $76.500000  $0.00  1  $1,204.38  1.61%  $1,234.38  81.44%    $15.000000  $0.000000
   Sell  12/04/07  Long TY Exit1  $77.734375    $1,234.38  $12,369.38    ($281.25)  100.00%  81.44%  $15.000000  $0.000000
 59  Buy  12/07/07  Long TY #1  $76.718750  $0.00  1  $63.75  0.12%  $703.13  33.58%    $15.000000  $0.000000
   Sell  12/21/07  Long TY Exit1  $76.812500    $93.75  $12,433.13    ($1,390.63)  70.90%  4.48%  $15.000000  $0.000000
 60  Buy  12/24/07  Long TY #1  $75.953125  $0.00  1  $985.63  1.34%  $1,203.13  60.16%    $15.000000  $0.000000
   Sell  01/02/08  Long TY Exit1  $76.968750    $1,015.63  $13,418.75    ($796.88)  90.63%  50.78%  $15.000000  $0.000000
 61  Buy  02/07/08  Long TY #1  $81.296875  $0.00  1  ($889.38)  (1.06%)  $109.38  5.83%    $15.000000  $0.000000
   Sell  02/12/08  Long TY Exit1  $80.437500    ($859.38)  $12,529.38    ($1,765.63)  48.33%  (45.83%)  $15.000000  $0.000000
 62  Buy  03/06/08  Long TY #1  $81.812500  $0.00  1  $751.25  0.95%  $1,062.50  66.67%    $15.000000  $0.000000
   Sell  03/10/08  Long TY Exit1  $82.593750    $781.25  $13,280.63    ($531.25)  82.35%  49.02%  $15.000000  $0.000000
 63  Buy  03/12/08  Long TY #1  $82.203125  $0.00  1  $2,157.50  2.66%  $2,187.50  88.61%    $15.000000  $0.000000
   Sell  03/17/08  Long TY Exit1  $84.390625    $2,187.50  $15,438.13    ($281.25)  100.00%  88.61%  $15.000000  $0.000000
 64  Buy  03/19/08  Long TY #1  $84.203125  $0.00  1  $282.50  0.37%  $515.63  50.00%    $15.000000  $0.000000
   Sell  03/20/08  Long TY Exit1  $84.515625    $312.50  $15,720.63    ($515.63)  80.30%  30.30%  $15.000000  $0.000000
 65  Buy  04/01/08  Long TY #1  $83.343750  $0.00  1  ($1,280.00)  (1.50%)  $250.00  15.53%    $15.000000  $0.000000
   Sell  04/16/08  Long TY Exit1  $82.093750    ($1,250.00)  $14,440.63    ($1,359.38)  6.80%  (77.67%)  $15.000000  $0.000000
 66  Buy  05/06/08  Long TY #1  $80.140625  $0.00  1  $1,141.88  1.46%  $1,171.88  61.98%    $15.000000  $0.000000
   Sell  05/09/08  Long TY Exit1  $81.312500    $1,171.88  $15,582.50    ($718.75)  100.00%  61.98%  $15.000000  $0.000000
 67  Buy  05/14/08  Long TY #1  $79.437500  $0.00  1  $1,204.38  1.55%  $1,515.63  90.65%    $15.000000  $0.000000
   Sell  05/21/08  Long TY Exit1  $80.671875    $1,234.38  $16,786.88    ($156.25)  83.18%  73.83%  $15.000000  $0.000000
 68  Buy  05/22/08  Long TY #1  $80.359375  $0.00  1  ($264.38)  (0.29%)  $171.88  15.94%    $15.000000  $0.000000
   Sell  05/27/08  Long TY Exit1  $80.125000    ($234.38)  $16,522.50    ($906.25)  62.32%  (21.74%)  $15.000000  $0.000000
 69  Buy  06/05/08  Long TY #1  $80.312500  $0.00  1  ($717.50)  (0.86%)  $62.50  7.55%    $15.000000  $0.000000
   Sell  06/06/08  Long TY Exit1  $79.625000    ($687.50)  $15,805.00    ($765.63)  9.43%  (83.02%)  $15.000000  $0.000000
 70  Buy  07/29/08  Long TY #1  $80.546875  $0.00  1  $1,048.13  1.34%  $1,078.13  66.99%    $15.000000  $0.000000
   Sell  08/01/08  Long TY Exit1  $81.625000    $1,078.13  $16,853.13    ($531.25)  100.00%  66.99%  $15.000000  $0.000000
 71  Buy  08/05/08  Long TY #1  $81.328125  $0.00  1  $704.38  0.90%  $843.75  52.94%    $15.000000  $0.000000
   Sell  08/08/08  Long TY Exit1  $82.062500    $734.38  $17,557.50    ($750.00)  93.14%  46.08%  $15.000000  $0.000000
 72  Buy  08/12/08  Long TY #1  $81.625000  $0.00  1  $626.25  0.80%  $656.25  97.67%    $15.000000  $0.000000
   Sell  08/13/08  Long TY Exit1  $82.281250    $656.25  $18,183.75    ($15.63)  100.00%  97.67%  $15.000000  $0.000000
 73  Buy  08/29/08  Long TY #1  $83.437500  $0.00  1  $563.75  0.71%  $593.75  43.68%    $15.000000  $0.000000
   Sell  09/03/08  Long TY Exit1  $84.031250    $593.75  $18,747.50    ($765.63)  100.00%  43.68%  $15.000000  $0.000000
 74  Buy  09/22/08  Long TY #1  $82.640625  $0.00  1  ($280.00)  (0.30%)  $671.88  58.90%    $15.000000  $0.000000
   Sell  09/25/08  Long TY Exit1  $82.390625    ($250.00)  $18,467.50    ($468.75)  19.18%  (21.92%)  $15.000000  $0.000000
 75  Buy  10/08/08  Long TY #1  $84.484375  $0.00  1  ($2,030.00)  (2.37%)  $1,109.38  35.68%    $15.000000  $0.000000
   Sell  10/08/08  Stop Loss  $82.484375    ($2,000.00)  $16,437.50    ($2,000.00)  0.00%  (64.32%)  $15.000000  $0.000000
 76  Buy  11/10/08  Long TY #1  $82.437500  $0.00  1  $891.88  1.12%  $953.13  87.14%    $15.000000  $0.000000
   Sell  11/11/08  Long TY Exit1  $83.359375    $921.88  $17,329.38    ($140.63)  97.14%  84.29%  $15.000000  $0.000000
 77  Buy  11/25/08  Long TY #1  $87.750000  $0.00  1  $1,720.00  1.99%  $1,750.00  96.55%    $15.000000  $0.000000
   Sell  11/26/08  Long TY Exit1  $89.500000    $1,750.00  $19,049.38    ($62.50)  100.00%  96.55%  $15.000000  $0.000000
 78  Buy  12/31/08  Long TY #1  $96.921875  $0.00  1  ($1,061.25)  (1.06%)  $156.25  8.13%    $15.000000  $0.000000
   Sell  01/02/09  Long TY Exit1  $95.890625    ($1,031.25)  $17,988.13    ($1,765.63)  38.21%  (53.66%)  $15.000000  $0.000000
 79  Buy  01/20/09  Long TY #1  $95.359375  $0.00  1  ($155.00)  (0.13%)  $703.13  38.79%    $15.000000  $0.000000
   Sell  01/21/09  Long TY Exit1  $95.234375    ($125.00)  $17,833.13    ($1,109.38)  54.31%  (6.90%)  $15.000000  $0.000000
 80  Buy  02/17/09  Long TY #1  $93.234375  $0.00  1  $1,063.75  1.17%  $1,093.75  97.22%    $15.000000  $0.000000
   Sell  02/18/09  Long TY Exit1  $94.328125    $1,093.75  $18,896.88    ($31.25)  100.00%  97.22%  $15.000000  $0.000000
 81  Buy  03/02/09  Long TY #1  $92.187500  $0.00  1  $63.75  0.10%  $828.13  48.62%    $15.000000  $0.000000
   Sell  03/05/09  Long TY Exit1  $92.281250    $93.75  $18,960.63    ($875.00)  56.88%  5.50%  $15.000000  $0.000000
 82  Buy  03/13/09  Long TY #1  $92.750000  $0.00  1  ($45.63)  (0.02%)  $921.88  71.95%    $15.000000  $0.000000
   Sell  03/16/09  Long TY Exit1  $92.734375    ($15.63)  $18,915.00    ($359.38)  26.83%  (1.22%)  $15.000000  $0.000000
 83  Buy  03/24/09  Long TY #1  $95.218750  $0.00  1  ($248.75)  (0.23%)  $484.38  30.10%    $15.000000  $0.000000
   Sell  04/02/09  Long TY Exit1  $95.000000    ($218.75)  $18,666.25    ($1,125.00)  56.31%  (13.59%)  $15.000000  $0.000000
 84  Buy  04/06/09  Long TY #1  $93.390625  $0.00  1  $1,563.75  1.71%  $1,609.38  85.12%    $15.000000  $0.000000
   Sell  04/15/09  Long TY Exit1  $94.984375    $1,593.75  $20,230.00    ($281.25)  99.17%  84.30%  $15.000000  $0.000000
 85  Buy  04/17/09  Long TY #1  $94.265625  $0.00  1  ($420.63)  (0.41%)  $484.38  34.44%    $15.000000  $0.000000
   Sell  04/22/09  Long TY Exit1  $93.875000    ($390.63)  $19,809.38    ($921.88)  37.78%  (27.78%)  $15.000000  $0.000000
 86  Buy  05/07/09  Long TY #1  $91.828125  $0.00  1  $298.13  0.36%  $328.13  28.38%    $15.000000  $0.000000
   Sell  05/11/09  Long TY Exit1  $92.156250    $328.13  $20,107.50    ($828.13)  100.00%  28.38%  $15.000000  $0.000000
 87  Buy  05/19/09  Long TY #1  $91.828125  $0.00  1  $548.13  0.63%  $656.25  76.36%    $15.000000  $0.000000
   Sell  05/21/09  Long TY Exit1  $92.406250    $578.13  $20,655.63    ($203.13)  90.91%  67.27%  $15.000000  $0.000000
 88  Buy  10/12/09  Long TY #1  $92.625000  $0.00  1  $220.00  0.27%  $328.13  75.00%    $15.000000  $0.000000
   Sell  10/13/09  Long TY Exit1  $92.875000    $250.00  $20,875.63    ($109.38)  82.14%  57.14%  $15.000000  $0.000000
 89  Buy  11/03/09  Long TY #1  $92.828125  $0.00  1  ($842.50)  (0.88%)  $109.38  11.86%    $15.000000  $0.000000
   Sell  11/04/09  Long TY Exit1  $92.015625    ($812.50)  $20,033.13    ($812.50)  0.00%  (88.14%)  $15.000000  $0.000000
 90  Buy  12/22/09  Long TY #1  $91.625000  $0.00  1  $16.88  0.05%  $250.00  64.00%    $15.000000  $0.000000
   Sell  12/23/09  Long TY Exit2  $91.671875    $46.88  $20,050.00    ($140.63)  48.00%  12.00%  $15.000000  $0.000000
 91  Buy  01/14/10  Long TY #1  $91.812500  $0.00  1  $548.13  0.63%  $578.13  97.37%    $15.000000  $0.000000
   Sell  01/15/10  Long TY Exit1  $92.390625    $578.13  $20,598.13    ($15.63)  100.00%  97.37%  $15.000000  $0.000000
 92  Buy  01/28/10  Long TY #1  $92.812500  $0.00  1  $470.00  0.54%  $765.63  89.09%    $15.000000  $0.000000
   Sell  02/01/10  Long TY Exit1  $93.312500    $500.00  $21,068.13    ($93.75)  69.09%  58.18%  $15.000000  $0.000000
 93  Buy  02/02/10  Long TY #1  $93.265625  $0.00  1  $563.75  0.64%  $593.75  60.32%    $15.000000  $0.000000
   Sell  02/05/10  Long TY Exit1  $93.859375    $593.75  $21,631.88    ($390.63)  100.00%  60.32%  $15.000000  $0.000000
 94  Buy  02/09/10  Long TY #1  $93.734375  $0.00  1  $1.25  0.03%  $312.50  57.14%    $15.000000  $0.000000
   Sell  02/10/10  Long TY Exit1  $93.765625    $31.25  $21,633.13    ($234.38)  48.57%  5.71%  $15.000000  $0.000000
 95  Buy  03/09/10  Long TY #1  $93.921875  $0.00  1  $251.25  0.30%  $328.13  27.63%    $15.000000  $0.000000
   Sell  03/17/10  Long TY Exit1  $94.203125    $281.25  $21,884.38    ($859.38)  96.05%  23.68%  $15.000000  $0.000000
 96  Buy  03/19/10  Long TY #1  $93.828125  $0.00  1  ($45.63)  (0.02%)  $234.38  46.88%    $15.000000  $0.000000
   Sell  03/22/10  Long TY Exit1  $93.812500    ($15.63)  $21,838.75    ($265.63)  50.00%  (3.13%)  $15.000000  $0.000000
 97  Buy  04/15/10  Long TY #1  $93.156250  $0.00  1  $720.00  0.81%  $906.25  76.32%    $15.000000  $0.000000
   Sell  04/19/10  Long TY Exit1  $93.906250    $750.00  $22,558.75    ($281.25)  86.84%  63.16%  $15.000000  $0.000000
 98  Buy  04/20/10  Long TY #1  $93.500000  $0.00  1  $516.88  0.58%  $546.88  81.40%    $15.000000  $0.000000
   Sell  04/22/10  Long TY Exit1  $94.046875    $546.88  $23,075.63    ($125.00)  100.00%  81.40%  $15.000000  $0.000000
 99  Buy  04/23/10  Long TY #1  $93.390625  $0.00  1  $282.50  0.33%  $312.50  52.63%    $15.000000  $0.000000
   Sell  04/27/10  Long TY Exit1  $93.703125    $312.50  $23,358.13    ($281.25)  100.00%  52.63%  $15.000000  $0.000000
 100  Buy  05/04/10  Long TY #1  $94.750000  $0.00  1  $626.25  0.69%  $656.25  95.45%    $15.000000  $0.000000
   Sell  05/05/10  Long TY Exit1  $95.406250    $656.25  $23,984.38    ($31.25)  100.00%  95.45%  $15.000000  $0.000000
 101  Buy  05/11/10  Long TY #1  $96.140625  $0.00  1  $329.38  0.37%  $687.50  44.44%    $15.000000  $0.000000
   Sell  05/17/10  Long TY Exit1  $96.500000    $359.38  $24,313.75    ($859.38)  78.79%  23.23%  $15.000000  $0.000000
 102  Buy  05/27/10  Long TY #1  $97.531250  $0.00  1  $610.63  0.66%  $859.38  43.65%    $15.000000  $0.000000
   Sell  06/07/10  Long TY Exit1  $98.171875    $640.63  $24,924.38    ($1,109.38)  88.89%  32.54%  $15.000000  $0.000000
 103  Buy  06/11/10  Long TY #1  $97.640625  $0.00  1  $751.25  0.80%  $953.13  76.25%    $15.000000  $0.000000
   Sell  06/23/10  Long TY Exit1  $98.421875    $781.25  $25,675.63    ($296.88)  86.25%  62.50%  $15.000000  $0.000000
 104  Buy  07/06/10  Long TY #1  $100.015625  $0.00  1  $360.63  0.39%  $390.63  65.79%    $15.000000  $0.000000
   Sell  07/07/10  Long TY Exit1  $100.406250    $390.63  $26,036.25    ($203.13)  100.00%  65.79%  $15.000000  $0.000000
 105  Buy  07/08/10  Long TY #1  $99.859375  $0.00  1  $454.38  0.49%  $640.63  46.59%    $15.000000  $0.000000
   Sell  07/16/10  Long TY Exit1  $100.343750    $484.38  $26,490.63    ($734.38)  88.64%  35.23%  $15.000000  $0.000000
 106  Buy  07/26/10  Long TY #1  $100.312500  $0.00  1  $891.88  0.92%  $1,187.50  70.37%    $15.000000  $0.000000
   Sell  08/02/10  Long TY Exit1  $101.234375    $921.88  $27,382.50    ($500.00)  84.26%  54.63%  $15.000000  $0.000000
 107  Buy  08/18/10  Long TY #1  $103.562500  $0.00  1  $95.00  0.12%  $203.13  24.07%    $15.000000  $0.000000
   Sell  08/20/10  Long TY Exit1  $103.687500    $125.00  $27,477.50    ($640.63)  90.74%  14.81%  $15.000000  $0.000000
 108  Buy  10/01/10  Long TY #1  $104.265625  $0.00  1  $704.38  0.70%  $734.38  73.44%    $15.000000  $0.000000
   Sell  10/05/10  Long TY Exit1  $105.000000    $734.38  $28,181.88    ($265.63)  100.00%  73.44%  $15.000000  $0.000000
 109  Buy  10/13/10  Long TY #1  $105.296875  $0.00  1  $32.50  0.06%  $375.00  52.17%    $15.000000  $0.000000
   Sell  10/15/10  Long TY Exit1  $105.359375    $62.50  $28,214.38    ($343.75)  56.52%  8.70%  $15.000000  $0.000000
 110  Buy  11/10/10  Long TY #1  $104.765625  $0.00  1  $579.38  0.58%  $656.25  58.33%    $15.000000  $0.000000
   Sell  11/11/10  Long TY Exit1  $105.375000    $609.38  $28,793.75    ($468.75)  95.83%  54.17%  $15.000000  $0.000000
 111  Buy  05/11/11  Long TY #1  $102.453125  $0.00  1  $641.88  0.66%  $671.88  93.48%    $15.000000  $0.000000
   Sell  05/12/11  Long TY Exit1  $103.125000    $671.88  $29,435.63    ($46.88)  100.00%  93.48%  $15.000000  $0.000000
 112  Buy  05/13/11  Long TY #1  $102.765625  $0.00  1  $423.13  0.44%  $812.50  94.55%    $15.000000  $0.000000
   Sell  05/16/11  Long TY Exit1  $103.218750    $453.13  $29,858.75    ($46.88)  58.18%  52.73%  $15.000000  $0.000000
 113  Buy  05/20/11  Long TY #1  $103.359375  $0.00  1  $563.75  0.57%  $593.75  71.70%    $15.000000  $0.000000
   Sell  05/23/11  Long TY Exit1  $103.953125    $593.75  $30,422.50    ($234.38)  100.00%  71.70%  $15.000000  $0.000000
 114  Buy  07/21/11  Long TY #1  $106.390625  $0.00  1  ($295.63)  (0.25%)  $171.88  19.64%    $15.000000  $0.000000
   Sell  07/22/11  Long TY Exit1  $106.125000    ($265.63)  $30,126.88    ($703.13)  50.00%  (30.36%)  $15.000000  $0.000000
 115  Buy  08/08/11  Long TY #1  $109.546875  $0.00  1  $470.00  0.46%  $1,218.75  97.50%    $15.000000  $0.000000
   Sell  08/09/11  Long TY Exit1  $110.046875    $500.00  $30,596.88    ($31.25)  42.50%  40.00%  $15.000000  $0.000000
 116  Buy  08/16/11  Long TY #1  $111.750000  $0.00  1  $141.88  0.15%  $500.00  65.31%    $15.000000  $0.000000
   Sell  08/17/11  Long TY Exit1  $111.921875    $171.88  $30,738.75    ($265.63)  57.14%  22.45%  $15.000000  $0.000000
 117  Buy  09/08/11  Long TY #1  $113.250000  $0.00  1  ($201.88)  (0.15%)  $109.38  23.33%    $15.000000  $0.000000
   Sell  09/09/11  Long TY Exit1  $113.078125    ($171.88)  $30,536.88    ($359.38)  40.00%  (36.67%)  $15.000000  $0.000000
 118  Buy  09/13/11  Long TY #1  $113.531250  $0.00  1  ($248.75)  (0.19%)  $109.38  6.80%    $15.000000  $0.000000
   Sell  09/20/11  Long TY Exit1  $113.312500    ($218.75)  $30,288.13    ($1,500.00)  79.61%  (13.59%)  $15.000000  $0.000000
 119  Buy  09/26/11  Long TY #1  $113.609375  $0.00  1  ($811.25)  (0.69%)  $140.63  15.25%    $15.000000  $0.000000
   Sell  09/27/11  Long TY Exit1  $112.828125    ($781.25)  $29,476.88    ($781.25)  0.00%  (84.75%)  $15.000000  $0.000000
 120  Buy  10/27/11  Long TY #1  $110.890625  $0.00  1  $2,095.00  1.92%  $2,125.00  74.32%    $15.000000  $0.000000
   Sell  11/01/11  Long TY Exit1  $113.015625    $2,125.00  $31,571.88    ($734.38)  100.00%  74.32%  $15.000000  $0.000000
 121  Buy  11/09/11  Long TY #1  $113.625000  $0.00  1  ($201.88)  (0.15%)  $343.75  57.89%    $15.000000  $0.000000
   Sell  11/10/11  Long TY Exit1  $113.453125    ($171.88)  $31,370.00    ($250.00)  13.16%  (28.95%)  $15.000000  $0.000000
 122  Buy  11/11/11  Long TY #1  $113.109375  $0.00  1  ($123.75)  (0.08%)  $125.00  21.62%    $15.000000  $0.000000
   Sell  11/14/11  Long TY Exit1  $113.015625    ($93.75)  $31,246.25    ($453.13)  62.16%  (16.22%)  $15.000000  $0.000000
 123  Buy  11/21/11  Long TY #1  $113.593750  $0.00  1  $220.00  0.22%  $609.38  72.22%    $15.000000  $0.000000
   Sell  11/25/11  Long TY Exit1  $113.843750    $250.00  $31,466.25    ($234.38)  57.41%  29.63%  $15.000000  $0.000000
 124  Buy  11/28/11  Long TY #1  $112.875000  $0.00  1  $1,001.25  0.91%  $1,234.38  69.30%    $15.000000  $0.000000
   Sell  12/09/11  Long TY Exit1  $113.906250    $1,031.25  $32,467.50    ($546.88)  88.60%  57.89%  $15.000000  $0.000000
 125  Buy  12/12/11  Long TY #1  $113.734375  $0.00  1  $360.63  0.34%  $562.50  76.60%    $15.000000  $0.000000
   Sell  12/14/11  Long TY Exit1  $114.125000    $390.63  $32,828.13    ($171.88)  76.60%  53.19%  $15.000000  $0.000000
 126  Buy  12/21/11  Long TY #1  $114.484375  $0.00  1  ($14.38)  0.01%  $140.63  12.68%    $15.000000  $0.000000
   Sell  12/30/11  Long TY Exit1  $114.500000    $15.63  $32,813.75    ($968.75)  88.73%  1.41%  $15.000000  $0.000000
 127  Buy  01/04/12  Long TY #1  $114.390625  $0.00  1  $391.88  0.37%  $625.00  51.28%    $15.000000  $0.000000
   Sell  01/12/12  Long TY Exit1  $114.812500    $421.88  $33,205.63    ($593.75)  83.33%  34.62%  $15.000000  $0.000000
 128  Buy  01/20/12  Long TY #1  $114.234375  $0.00  1  $720.00  0.66%  $984.38  57.80%    $15.000000  $0.000000
   Sell  01/27/12  Long TY Exit1  $114.984375    $750.00  $33,925.63    ($718.75)  86.24%  44.04%  $15.000000  $0.000000
 129  Buy  02/06/12  Long TY #1  $115.187500  $0.00  1  ($576.88)  (0.47%)  $328.13  37.50%    $15.000000  $0.000000
   Sell  02/08/12  Long TY Exit1  $114.640625    ($546.88)  $33,348.75    ($546.88)  0.00%  (62.50%)  $15.000000  $0.000000
 130  Buy  03/01/12  Long TY #1  $114.531250  $0.00  1  $829.38  0.75%  $968.75  80.52%    $15.000000  $0.000000
   Sell  03/07/12  Long TY Exit1  $115.390625    $859.38  $34,178.13    ($234.38)  90.91%  71.43%  $15.000000  $0.000000
 131  Buy  03/08/12  Long TY #1  $115.031250  $0.00  1  ($2,030.00)  (1.74%)  $187.50  8.57%    $15.000000  $0.000000
   Sell  03/14/12  Stop Loss  $113.031250    ($2,000.00)  $32,148.13    ($2,000.00)  0.00%  (91.43%)  $15.000000  $0.000000
 132  Buy  04/02/12  Long TY #1  $113.593750  $0.00  1  ($436.25)  (0.36%)  $453.13  39.19%    $15.000000  $0.000000
   Sell  04/04/12  Long TY Exit1  $113.187500    ($406.25)  $31,711.88    ($703.13)  25.68%  (35.14%)  $15.000000  $0.000000
 133  Buy  04/13/12  Long TY #1  $115.421875  $0.00  1  $220.00  0.22%  $250.00  69.57%    $15.000000  $0.000000
   Sell  04/16/12  Long TY Exit1  $115.671875    $250.00  $31,931.88    ($109.38)  100.00%  69.57%  $15.000000  $0.000000
 134  Buy  04/25/12  Long TY #1  $115.578125  $0.00  1  $391.88  0.37%  $531.25  56.67%    $15.000000  $0.000000
   Sell  04/27/12  Long TY Exit1  $116.000000    $421.88  $32,323.75    ($406.25)  88.33%  45.00%  $15.000000  $0.000000
 135  Buy  05/25/12  Long TY #1  $117.562500  $0.00  1  $1,048.13  0.92%  $1,156.25  98.67%    $15.000000  $0.000000
   Sell  05/31/12  Long TY Exit1  $118.640625    $1,078.13  $33,371.88    ($15.63)  93.33%  92.00%  $15.000000  $0.000000
 136  Buy  07/02/12  Long TY #1  $118.453125  $0.00  1  $970.00  0.84%  $1,000.00  98.46%    $15.000000  $0.000000
   Sell  07/09/12  Long TY Exit1  $119.453125    $1,000.00  $34,341.88    ($15.63)  100.00%  98.46%  $15.000000  $0.000000
 137  Buy  07/18/12  Long TY #1  $119.687500  $0.00  1  $579.38  0.51%  $609.38  67.24%    $15.000000  $0.000000
   Sell  07/23/12  Long TY Exit1  $120.296875    $609.38  $34,921.25    ($296.88)  100.00%  67.24%  $15.000000  $0.000000
 138  Buy  08/14/12  Long TY #1  $118.390625  $0.00  1  ($748.75)  (0.61%)  $31.25  4.17%    $15.000000  $0.000000
   Sell  08/15/12  Long TY Exit1  $117.671875    ($718.75)  $34,172.50    ($718.75)  0.00%  (95.83%)  $15.000000  $0.000000
 139  Buy  09/06/12  Long TY #1  $119.031250  $0.00  1  ($655.00)  (0.53%)  $78.13  11.11%    $15.000000  $0.000000
   Sell  09/07/12  Long TY Exit1  $118.406250    ($625.00)  $33,517.50    ($625.00)  0.00%  (88.89%)  $15.000000  $0.000000
 140  Buy  11/07/12  Long TY #1  $119.593750  $0.00  1  ($45.63)  (0.01%)  $140.63  64.29%    $15.000000  $0.000000
   Sell  11/08/12  Long TY Exit1  $119.578125    ($15.63)  $33,471.88    ($78.13)  28.57%  (7.14%)  $15.000000  $0.000000
 141  Buy  11/20/12  Long TY #1  $119.843750  $0.00  1  ($14.38)  0.01%  $265.63  34.69%    $15.000000  $0.000000
   Sell  11/29/12  Long TY Exit1  $119.859375    $15.63  $33,457.50    ($500.00)  67.35%  2.04%  $15.000000  $0.000000
 142  Buy  12/04/12  Long TY #1  $120.015625  $0.00  1  $204.38  0.20%  $234.38  93.75%    $15.000000  $0.000000
   Sell  12/05/12  Long TY Exit1  $120.250000    $234.38  $33,661.88    ($15.63)  100.00%  93.75%  $15.000000  $0.000000
 143  Buy  12/10/12  Long TY #1  $120.250000  $0.00  1  ($326.88)  (0.25%)  $78.13  20.83%    $15.000000  $0.000000
   Sell  12/11/12  Long TY Exit1  $119.953125    ($296.88)  $33,335.00    ($296.88)  0.00%  (79.17%)  $15.000000  $0.000000
 144  Buy  04/03/13  Long TY #1  $119.687500  $0.00  1  $532.50  0.47%  $562.50  94.74%    $15.000000  $0.000000
   Sell  04/04/13  Long TY Exit1  $120.250000    $562.50  $33,867.50    ($31.25)  100.00%  94.74%  $15.000000  $0.000000
 145  Buy  04/11/13  Long TY #1  $120.171875  $0.00  1  $532.50  0.47%  $562.50  90.00%    $15.000000  $0.000000
   Sell  04/15/13  Long TY Exit1  $120.734375    $562.50  $34,400.00    ($62.50)  100.00%  90.00%  $15.000000  $0.000000
 146  Buy  04/17/13  Long TY #1  $120.718750  $0.00  1  ($76.88)  (0.04%)  $250.00  64.00%    $15.000000  $0.000000
   Sell  04/18/13  Long TY Exit1  $120.671875    ($46.88)  $34,323.13    ($140.63)  24.00%  (12.00%)  $15.000000  $0.000000
 147  Buy  04/23/13  Long TY #1  $120.968750  $0.00  1  $141.88  0.14%  $265.63  39.53%    $15.000000  $0.000000
   Sell  04/29/13  Long TY Exit1  $121.140625    $171.88  $34,465.00    ($406.25)  86.05%  25.58%  $15.000000  $0.000000
 148  Buy  05/10/13  Long TY #1  $120.140625  $0.00  1  ($498.75)  (0.39%)  $46.88  7.32%    $15.000000  $0.000000
   Sell  05/13/13  Long TY Exit1  $119.671875    ($468.75)  $33,966.25    ($593.75)  19.51%  (73.17%)  $15.000000  $0.000000
 149  Buy  10/31/13  Long TY #1  $117.468750  $0.00  1  ($701.88)  (0.57%)  $125.00  15.69%    $15.000000  $0.000000
   Sell  11/01/13  Long TY Exit2  $116.796875    ($671.88)  $33,264.38    ($671.88)  0.00%  (84.31%)  $15.000000  $0.000000
 150  Buy  02/12/14  Long TY #1  $116.484375  $0.00  1  $860.63  0.76%  $890.63  75.00%    $15.000000  $0.000000
   Sell  02/27/14  Long TY Exit1  $117.375000    $890.63  $34,125.00    ($296.88)  100.00%  75.00%  $15.000000  $0.000000
 151  Buy  03/03/14  Long TY #1  $117.546875  $0.00  1  ($280.00)  (0.21%)  $187.50  42.86%    $15.000000  $0.000000
   Sell  03/04/14  Long TY Exit1  $117.296875    ($250.00)  $33,845.00    ($250.00)  0.00%  (57.14%)  $15.000000  $0.000000
 152  Buy  03/25/14  Long TY #1  $116.046875  $0.00  1  $313.75  0.30%  $562.50  81.82%    $15.000000  $0.000000
   Sell  03/28/14  Long TY Exit1  $116.390625    $343.75  $34,158.75    ($125.00)  68.18%  50.00%  $15.000000  $0.000000
 153  Buy  04/17/14  Long TY #1  $116.968750  $0.00  1  ($217.50)  (0.16%)  $15.63  1.89%    $15.000000  $0.000000
   Sell  04/25/14  Long TY Exit1  $116.781250    ($187.50)  $33,941.25    ($812.50)  75.47%  (22.64%)  $15.000000  $0.000000
 154  Buy  05/13/14  Long TY #1  $117.328125  $0.00  1  $720.00  0.64%  $750.00  100.00%    $15.000000  $0.000000
   Sell  05/14/14  Long TY Exit1  $118.078125    $750.00  $34,661.25    $0.00  100.00%  100.00%  $15.000000  $0.000000
 155  Buy  05/22/14  Long TY #1  $118.296875  $0.00  1  $376.25  0.34%  $406.25  86.67%    $15.000000  $0.000000
   Sell  05/28/14  Long TY Exit1  $118.703125    $406.25  $35,037.50    ($62.50)  100.00%  86.67%  $15.000000  $0.000000
 156  Buy  06/17/14  Long TY #1  $117.765625  $0.00  1  ($420.63)  (0.33%)  $46.88  8.82%    $15.000000  $0.000000
   Sell  06/18/14  Long TY Exit1  $117.375000    ($390.63)  $34,616.88    ($484.38)  17.65%  (73.53%)  $15.000000  $0.000000
 157  Buy  06/23/14  Long TY #1  $117.890625  $0.00  1  $204.38  0.20%  $234.38  53.57%    $15.000000  $0.000000
   Sell  06/25/14  Long TY Exit1  $118.125000    $234.38  $34,821.25    ($203.13)  100.00%  53.57%  $15.000000  $0.000000
 158  Buy  07/02/14  Long TY #1  $118.093750  $0.00  1  $688.75  0.61%  $718.75  46.00%    $15.000000  $0.000000
   Sell  07/10/14  Long TY Exit1  $118.812500    $718.75  $35,510.00    ($843.75)  100.00%  46.00%  $15.000000  $0.000000
 159  Buy  08/19/14  Long TY #1  $120.000000  $0.00  1  ($186.25)  (0.13%)  $31.25  3.17%    $15.000000  $0.000000
   Sell  08/28/14  Long TY Exit1  $119.843750    ($156.25)  $35,323.75    ($953.13)  80.95%  (15.87%)  $15.000000  $0.000000
 160  Buy  09/09/14  Long TY #1  $118.703125  $0.00  1  ($92.50)  (0.05%)  $140.63  32.14%    $15.000000  $0.000000
   Sell  09/11/14  Long TY Exit1  $118.640625    ($62.50)  $35,231.25    ($296.88)  53.57%  (14.29%)  $15.000000  $0.000000
 161  Buy  09/25/14  Long TY #1  $118.515625  $0.00  1  $345.00  0.32%  $375.00  88.89%    $15.000000  $0.000000
   Sell  09/26/14  Long TY Exit1  $118.890625    $375.00  $35,576.25    ($46.88)  100.00%  88.89%  $15.000000  $0.000000
 162  Buy  10/06/14  Long TY #1  $119.343750  $0.00  1  $126.25  0.13%  $265.63  60.71%    $15.000000  $0.000000
   Sell  10/07/14  Long TY Exit1  $119.500000    $156.25  $35,702.50    ($171.88)  75.00%  35.71%  $15.000000  $0.000000
 163  Buy  10/20/14  Long TY #1  $121.703125  $0.00  1  ($1,780.00)  (1.44%)  $296.88  14.50%    $15.000000  $0.000000
   Sell  11/07/14  Stop Loss  $119.953125    ($1,750.00)  $33,922.50    ($1,750.00)  0.00%  (85.50%)  $15.000000  $0.000000
 164  Buy  11/11/14  Long TY #1  $120.265625  $0.00  1  $110.63  0.12%  $390.63  71.43%    $15.000000  $0.000000
   Sell  11/14/14  Long TY Exit1  $120.406250    $140.63  $34,033.13    ($156.25)  54.29%  25.71%  $15.000000  $0.000000
 165  Buy  12/03/14  Long TY #1  $120.984375  $0.00  1  $907.50  0.77%  $937.50  61.22%    $15.000000  $0.000000
   Sell  12/11/14  Long TY Exit1  $121.921875    $937.50  $34,940.63    ($593.75)  100.00%  61.22%  $15.000000  $0.000000
 166  Buy  12/18/14  Long TY #1  $121.359375  $0.00  1  ($186.25)  (0.13%)  $109.38  9.46%    $15.000000  $0.000000
   Sell  01/02/15  Long TY Exit1  $121.203125    ($156.25)  $34,754.38    ($1,046.88)  77.03%  (13.51%)  $15.000000  $0.000000
 167  Buy  01/22/15  Long TY #1  $123.484375  $0.00  1  $1,438.75  1.19%  $1,656.25  94.64%    $15.000000  $0.000000
   Sell  01/29/15  Long TY Exit1  $124.953125    $1,468.75  $36,193.13    ($93.75)  89.29%  83.93%  $15.000000  $0.000000
 168  Buy  01/30/15  Long TY #1  $125.296875  $0.00  1  $188.75  0.17%  $453.13  85.29%    $15.000000  $0.000000
   Sell  02/02/15  Long TY Exit1  $125.515625    $218.75  $36,381.88    ($78.13)  55.88%  41.18%  $15.000000  $0.000000
 169  Buy  03/03/15  Long TY #1  $122.312500  $0.00  1  $657.50  0.56%  $687.50  38.26%    $15.000000  $0.000000
   Sell  03/18/15  Long TY Exit1  $123.000000    $687.50  $37,039.38    ($1,109.38)  100.00%  38.26%  $15.000000  $0.000000
 170  Buy  03/27/15  Long TY #1  $123.718750  $0.00  1  $79.38  0.09%  $265.63  94.44%    $15.000000  $0.000000
   Sell  03/30/15  Long TY Exit1  $123.828125    $109.38  $37,118.75    ($15.63)  44.44%  38.89%  $15.000000  $0.000000
 171  Buy  04/14/15  Long TY #1  $124.421875  $0.00  1  $407.50  0.35%  $562.50  87.80%    $15.000000  $0.000000
   Sell  04/16/15  Long TY Exit1  $124.859375    $437.50  $37,526.25    ($78.13)  80.49%  68.29%  $15.000000  $0.000000
 172  Buy  05/19/15  Long TY #1  $122.750000  $0.00  1  ($326.88)  (0.24%)  $0.00  0.00%    $15.000000  $0.000000
   Sell  05/20/15  Long TY Exit1  $122.453125    ($296.88)  $37,199.38    ($703.13)  57.78%  (42.22%)  $15.000000  $0.000000
 173  Buy  06/02/15  Long TY #1  $122.671875  $0.00  1  ($701.88)  (0.55%)  $15.63  2.27%    $15.000000  $0.000000
   Sell  06/03/15  Long TY Exit1  $122.000000    ($671.88)  $36,497.50    ($671.88)  0.00%  (97.73%)  $15.000000  $0.000000
 174  Buy  07/31/15  Long TY #1  $122.718750  $0.00  1  $641.88  0.55%  $718.75  100.00%    $15.000000  $0.000000
   Sell  08/03/15  Long TY Exit1  $123.390625    $671.88  $37,139.38    $0.00  93.48%  93.48%  $15.000000  $0.000000
 175  Buy  08/14/15  Long TY #1  $123.500000  $0.00  1  $657.50  0.56%  $687.50  59.46%    $15.000000  $0.000000
   Sell  08/20/15  Long TY Exit1  $124.187500    $687.50  $37,796.88    ($468.75)  100.00%  59.46%  $15.000000  $0.000000
 176  Buy  09/09/15  Long TY #1  $123.593750  $0.00  1  ($451.88)  (0.34%)  $593.75  58.46%    $15.000000  $0.000000
   Sell  09/16/15  Long TY Exit1  $123.171875    ($421.88)  $37,345.00    ($421.88)  0.00%  (41.54%)  $15.000000  $0.000000
 177  Buy  09/24/15  Long TY #1  $124.703125  $0.00  1  ($639.38)  (0.49%)  $265.63  30.36%    $15.000000  $0.000000
   Sell  09/25/15  Long TY Exit1  $124.093750    ($609.38)  $36,705.63    ($609.38)  0.00%  (69.64%)  $15.000000  $0.000000
 178  Buy  09/28/15  Long TY #1  $124.609375  $0.00  1  $188.75  0.18%  $328.13  60.00%    $15.000000  $0.000000
   Sell  09/29/15  Long TY Exit1  $124.828125    $218.75  $36,894.38    ($218.75)  80.00%  40.00%  $15.000000  $0.000000
 179  Buy  10/06/15  Long TY #1  $125.421875  $0.00  1  $438.75  0.37%  $656.25  46.67%    $15.000000  $0.000000
   Sell  10/15/15  Long TY Exit1  $125.890625    $468.75  $37,333.13    ($750.00)  86.67%  33.33%  $15.000000  $0.000000
 180  Buy  10/20/15  Long TY #1  $125.234375  $0.00  1  ($108.13)  (0.06%)  $0.00  0.00%    $15.000000  $0.000000
   Sell  10/21/15  Long TY Exit1  $125.156250    ($78.13)  $37,225.00    ($250.00)  68.75%  (31.25%)  $15.000000  $0.000000
 181  Buy  12/03/15  Long TY #1  $123.531250  $0.00  1  $95.00  0.10%  $312.50  21.05%    $15.000000  $0.000000
   Sell  12/10/15  Long TY Exit1  $123.656250    $125.00  $37,320.00    ($1,171.88)  87.37%  8.42%  $15.000000  $0.000000
 182  Buy  12/11/15  Long TY #1  $123.750000  $0.00  1  $360.63  0.32%  $531.25  77.27%    $15.000000  $0.000000
   Sell  12/14/15  Long TY Exit1  $124.140625    $390.63  $37,680.63    ($156.25)  79.55%  56.82%  $15.000000  $0.000000
 183  Buy  01/25/16  Long TY #1  $125.578125  $0.00  1  $95.00  0.10%  $343.75  73.33%    $15.000000  $0.000000
   Sell  01/27/16  Long TY Exit1  $125.703125    $125.00  $37,775.63    ($125.00)  53.33%  26.67%  $15.000000  $0.000000
 184  Buy  02/02/16  Long TY #1  $126.609375  $0.00  1  $407.50  0.35%  $562.50  97.30%    $15.000000  $0.000000
   Sell  02/03/16  Long TY Exit1  $127.046875    $437.50  $38,183.13    ($15.63)  78.38%  75.68%  $15.000000  $0.000000
 185  Buy  02/16/16  Long TY #1  $127.859375  $0.00  1  $204.38  0.18%  $1,015.63  63.11%    $15.000000  $0.000000
   Sell  02/26/16  Long TY Exit1  $128.093750    $234.38  $38,387.50    ($593.75)  51.46%  14.56%  $15.000000  $0.000000
 186  Buy  03/08/16  Long TY #1  $126.843750  $0.00  1  ($311.25)  (0.22%)  $296.88  51.35%    $15.000000  $0.000000
   Sell  03/09/16  Long TY Exit1  $126.562500    ($281.25)  $38,076.25    ($281.25)  0.00%  (48.65%)  $15.000000  $0.000000
 187  Buy  03/22/16  Long TY #1  $126.656250  $0.00  1  $173.13  0.16%  $250.00  34.78%    $15.000000  $0.000000
   Sell  03/29/16  Long TY Exit1  $126.859375    $203.13  $38,249.38    ($468.75)  93.48%  28.26%  $15.000000  $0.000000
 188  Buy  04/13/16  Long TY #1  $127.859375  $0.00  1  ($811.25)  (0.61%)  $343.75  30.56%    $15.000000  $0.000000
   Sell  04/21/16  Long TY Exit1  $127.078125    ($781.25)  $37,438.13    ($781.25)  0.00%  (69.44%)  $15.000000  $0.000000
 189  Buy  05/13/16  Long TY #1  $128.250000  $0.00  1  ($61.25)  (0.02%)  $171.88  40.74%    $15.000000  $0.000000
   Sell  05/16/16  Long TY Exit1  $128.218750    ($31.25)  $37,376.88    ($250.00)  51.85%  (7.41%)  $15.000000  $0.000000
 190  Buy  06/01/16  Long TY #1  $127.265625  $0.00  1  ($186.25)  (0.12%)  $203.13  46.43%    $15.000000  $0.000000
   Sell  06/02/16  Long TY Exit1  $127.109375    ($156.25)  $37,190.63    ($234.38)  17.86%  (35.71%)  $15.000000  $0.000000
 191  Buy  07/12/16  Long TY #1  $130.375000  $0.00  1  ($795.63)  (0.59%)  $93.75  8.11%    $15.000000  $0.000000
   Sell  07/18/16  Long TY Exit1  $129.609375    ($765.63)  $36,395.00    ($1,062.50)  25.68%  (66.22%)  $15.000000  $0.000000
 192  Buy  07/26/16  Long TY #1  $129.640625  $0.00  1  $360.63  0.30%  $453.13  64.44%    $15.000000  $0.000000
   Sell  07/28/16  Long TY Exit1  $130.031250    $390.63  $36,755.63    ($250.00)  91.11%  55.56%  $15.000000  $0.000000
 193  Buy  08/02/16  Long TY #1  $129.890625  $0.00  1  $563.75  0.46%  $734.38  82.46%    $15.000000  $0.000000
   Sell  08/05/16  Long TY Exit1  $130.484375    $593.75  $37,319.38    ($156.25)  84.21%  66.67%  $15.000000  $0.000000
 194  Buy  08/08/16  Long TY #1  $129.500000  $0.00  1  ($92.50)  (0.05%)  $937.50  84.51%    $15.000000  $0.000000
   Sell  08/17/16  Long TY Exit1  $129.437500    ($62.50)  $37,226.88    ($171.88)  9.86%  (5.63%)  $15.000000  $0.000000
 195  Buy  09/09/16  Long TY #1  $128.953125  $0.00  1  ($217.50)  (0.15%)  $62.50  25.00%    $15.000000  $0.000000
   Sell  09/12/16  Long TY Exit1  $128.765625    ($187.50)  $37,009.38    ($187.50)  0.00%  (75.00%)  $15.000000  $0.000000
 196  Buy  10/18/16  Long TY #1  $128.625000  $0.00  1  $204.38  0.18%  $359.38  76.67%    $15.000000  $0.000000
   Sell  10/24/16  Long TY Exit1  $128.859375    $234.38  $37,213.75    ($109.38)  73.33%  50.00%  $15.000000  $0.000000
 197  Buy  10/25/16  Long TY #1  $128.531250  $0.00  1  ($748.75)  (0.56%)  $281.25  27.69%    $15.000000  $0.000000
   Sell  10/28/16  Long TY Exit2  $127.812500    ($718.75)  $36,465.00    ($734.38)  1.54%  (70.77%)  $15.000000  $0.000000
 198  Buy  06/08/17  Long TY #1  $126.343750  $0.00  1  $407.50  0.35%  $906.25  82.86%    $15.000000  $0.000000
   Sell  06/15/17  Long TY Exit1  $126.781250    $437.50  $36,872.50    ($187.50)  57.14%  40.00%  $15.000000  $0.000000
 199  Buy  06/20/17  Long TY #1  $126.546875  $0.00  1  ($311.25)  (0.22%)  $359.38  47.92%    $15.000000  $0.000000
   Sell  06/28/17  Long TY Exit1  $126.265625    ($281.25)  $36,561.25    ($390.63)  14.58%  (37.50%)  $15.000000  $0.000000
 200  Buy  08/03/17  Long TY #1  $126.250000  $0.00  1  $48.13  0.06%  $125.00  57.14%    $15.000000  $0.000000
   Sell  08/04/17  Long TY Exit1  $126.328125    $78.13  $36,609.38    ($93.75)  78.57%  35.71%  $15.000000  $0.000000
 201  Buy  08/07/17  Long TY #1  $126.015625  $0.00  1  $438.75  0.37%  $468.75  81.08%    $15.000000  $0.000000
   Sell  08/09/17  Long TY Exit1  $126.484375    $468.75  $37,048.13    ($109.38)  100.00%  81.08%  $15.000000  $0.000000

--==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, @TY.D, Daily, 1/2/2003 2:00:00 PM - 8/11/2017 2:00:00 PM
TradeStation Periodical Returns: Annual 
 
Mark-To-Market Period Analysis:

Period

Net Profit % Gain Profit Factor # Trades % Profitable

Last 12 month

($1,021.88) (0.74%) 0.52 8 50.00%
1/1/2017 $583.13 0.43% 2.87 4 75.00%
1/1/2016 ($1,215.63) (0.88%) 0.62 15 46.67%
1/1/2015 $2,661.25 1.97% 2.07 17 64.71%
1/1/2014 $1,755.00 1.32% 1.59 17 64.71%
1/1/2013 ($70.63) (0.05%) 0.94 6 50.00%
1/1/2012 $521.25 0.39% 1.11 17 52.94%
1/1/2011 $4,020.00 3.12% 3.12 16 56.25%
1/1/2010 $8,743.75 7.28% 192.64 20 95.00%
1/1/2009 $2,359.38 2.00% 2.38 13 61.54%
1/1/2008 $4,194.38 3.70% 1.61 19 57.89%
1/1/2007 $6,616.88 6.19% 3.79 19 78.95%
1/1/2006 $870.63 0.82% 1.61 9 66.67%
1/1/2005 $1,558.13 1.49% 3.80 9 44.44%
1/1/2004 $3,086.25 3.04% 1.88 19 63.16%
1/1/2003 $1,364.38 1.36% 100.00 4 100.00%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
1/1/2017 - Today $583.13 0.43% 2.87 4 75.00%
1/1/2016 - 1/1/2017 ($632.50) (0.46%) 0.82 19 52.63%
1/1/2015 - 1/1/2017 $2,028.75 1.50% 1.34 36 58.33%
1/1/2014 - 1/1/2017 $3,783.75 2.84% 1.42 52 59.62%
1/1/2013 - 1/1/2017 $3,713.13 2.78% 1.36 58 58.62%
1/1/2012 - 1/1/2017 $4,234.38 3.19% 1.28 75 57.33%
1/1/2011 - 1/1/2017 $8,254.38 6.41% 1.49 91 57.14%
1/1/2010 - 1/1/2017 $16,998.13 14.16% 2.00 111 63.96%
1/1/2009 - 1/1/2017 $19,357.50 16.45% 2.04 124 63.71%
1/1/2008 - 1/1/2017 $23,551.88 20.75% 1.93 142 62.68%
1/1/2007 - 1/1/2017 $30,168.75 28.23% 2.09 160 65.00%
1/1/2006 - 1/1/2017 $31,039.38 29.28% 2.07 169 65.09%
1/1/2005 - 1/1/2017 $32,597.50 31.21% 2.10 178 64.04%
1/1/2004 - 1/1/2017 $35,683.75 35.20% 2.08 197 63.96%
1/1/2003 - 1/1/2017 $37,048.13 37.05% 2.12 201 64.68%

Created by TradeStation: 8/13/2017 7:06:27 PM, 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, @TY.D, Daily, 1/2/2003 2:00:00 PM - 8/11/2017 2:00:00 PM
TradeStation Periodical Returns: Monthly

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

%Profitable

January $444.58 0.44% 56.25%
February $376.94 0.32% 64.71%
March $353.47 0.29% 66.67%
April $216.31 0.18% 63.16%
May $574.77 0.46% 68.18%
June $51.07 0.04% 50.00%
July $482.11 0.38% 75.00%
August $435.68 0.34% 72.73%
September $24.50 0.02% 43.48%
October ($127.19) (0.10%) 60.00%
November $517.67 0.43% 61.90%
December $417.22 0.35% 73.68%
 
Mark-To-Market Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

8/1/2017 $486.88 0.36% 100.00 2 100.00%
6/1/2017 $96.25 0.07% 1.31 2 50.00%
10/1/2016 ($544.38) (0.40%) 0.27 2 50.00%
9/1/2016 ($217.50) (0.16%) 0.00 1 0.00%
8/1/2016 $471.25 0.34% 6.09 2 50.00%
7/1/2016 ($435.00) (0.32%) 0.45 2 50.00%
6/1/2016 ($186.25) (0.14%) 0.00 1 0.00%
5/1/2016 ($61.25) (0.04%) 0.00 1 0.00%
4/1/2016 ($811.25) (0.59%) 0.00 1 0.00%
3/1/2016 ($138.13) (0.10%) 0.56 2 50.00%
2/1/2016 $611.88 0.44% 100.00 2 100.00%
1/1/2016 $95.00 0.07% 100.00 1 100.00%
12/1/2015 $455.63 0.33% 100.00 2 100.00%
10/1/2015 $330.63 0.24% 4.06 2 50.00%
9/1/2015 ($902.50) (0.65%) 0.17 3 33.33%
8/1/2015 $689.38 0.50% 100.00 2 100.00%
7/1/2015 $610.00 0.45% 100.00 1 100.00%
6/1/2015 ($701.88) (0.51%) 0.00 1 0.00%
5/1/2015 ($326.88) (0.24%) 0.00 1 0.00%
4/1/2015 $407.50 0.30% 100.00 1 100.00%
3/1/2015 $736.88 0.54% 100.00 2 100.00%
2/1/2015 ($30.63) (0.02%) 0.00 1 0.00%
1/1/2015 $1,393.13 1.03% 6.26 3 66.67%
12/1/2014 $986.25 0.74% 100.00 2 100.00%
11/1/2014 ($341.88) (0.25%) 0.24 2 50.00%
10/1/2014 ($1,201.25) (0.89%) 0.10 2 50.00%
9/1/2014 $252.50 0.19% 3.73 2 50.00%
8/1/2014 ($186.25) (0.14%) 0.00 1 0.00%
7/1/2014 $688.75 0.51% 100.00 1 100.00%
6/1/2014 ($216.25) (0.16%) 0.49 2 50.00%
5/1/2014 $1,096.25 0.82% 100.00 2 100.00%
4/1/2014 ($217.50) (0.16%) 0.00 1 0.00%
3/1/2014 $33.75 0.03% 1.12 2 50.00%
2/1/2014 $860.63 0.65% 100.00 1 100.00%
11/1/2013 ($405.63) (0.30%) 0.00 1 0.00%
10/1/2013 ($296.25) (0.22%) 0.00 1 0.00%
5/1/2013 ($498.75) (0.37%) 0.00 1 0.00%
4/1/2013 $1,130.00 0.85% 15.70 4 75.00%
12/1/2012 ($122.50) (0.09%) 0.63 2 50.00%
11/1/2012 ($60.00) (0.04%) 0.00 2 0.00%
9/1/2012 ($655.00) (0.49%) 0.00 1 0.00%
8/1/2012 ($748.75) (0.55%) 0.00 1 0.00%
7/1/2012 $1,549.38 1.16% 100.00 2 100.00%
5/1/2012 $1,048.13 0.79% 100.00 1 100.00%
4/1/2012 $175.63 0.13% 1.40 3 66.67%
3/1/2012 ($1,200.63) (0.90%) 0.41 2 50.00%
2/1/2012 ($576.88) (0.43%) 0.00 1 0.00%
1/1/2012 $1,111.88 0.84% 100.00 2 100.00%
12/1/2011 $1,253.13 0.95% 88.17 3 66.67%
11/1/2011 $942.50 0.72% 3.89 5 60.00%
10/1/2011 $1,141.25 0.88% 100.00 1 100.00%
9/1/2011 ($1,261.88) (0.97%) 0.00 3 0.00%
8/1/2011 $611.88 0.47% 100.00 2 100.00%
7/1/2011 ($295.63) (0.23%) 0.00 1 0.00%
5/1/2011 $1,628.75 1.26% 100.00 3 100.00%
11/1/2010 $579.38 0.45% 100.00 1 100.00%
10/1/2010 $736.88 0.58% 100.00 2 100.00%
8/1/2010 ($91.88) (0.07%) 0.51 2 50.00%
7/1/2010 $1,893.75 1.51% 100.00 3 100.00%
6/1/2010 $1,470.63 1.18% 100.00 2 100.00%
5/1/2010 $846.88 0.69% 8.79 3 66.67%
4/1/2010 $1,519.38 1.25% 100.00 3 100.00%
3/1/2010 $205.63 0.17% 5.51 2 50.00%
2/1/2010 $346.88 0.29% 2.59 3 66.67%
1/1/2010 $1,236.25 1.03% 100.00 2 100.00%
12/1/2009 $16.88 0.01% 100.00 1 100.00%
11/1/2009 ($842.50) (0.70%) 0.00 1 0.00%
10/1/2009 $220.00 0.18% 100.00 1 100.00%
5/1/2009 $846.25 0.71% 100.00 2 100.00%
4/1/2009 $784.38 0.66% 2.01 3 33.33%
3/1/2009 $128.13 0.11% 3.81 3 66.67%
2/1/2009 $1,063.75 0.90% 100.00 1 100.00%
1/1/2009 $142.50 0.12% 1.92 2 50.00%
12/1/2008 ($1,358.75) (1.14%) 0.00 1 0.00%
11/1/2008 $2,611.88 2.24% 100.00 2 100.00%
10/1/2008 ($2,030.00) (1.71%) 0.00 1 0.00%
9/1/2008 $658.13 0.56% 3.35 2 50.00%
8/1/2008 $1,206.88 1.04% 4.22 4 75.00%
7/1/2008 $797.50 0.69% 100.00 1 100.00%
6/1/2008 ($717.50) (0.62%) 0.00 1 0.00%
5/1/2008 $2,081.88 1.82% 8.87 3 66.67%
4/1/2008 ($1,280.00) (1.11%) 0.00 1 0.00%
3/1/2008 $3,191.25 2.84% 100.00 3 100.00%
2/1/2008 ($889.38) (0.78%) 0.00 1 0.00%
1/1/2008 ($77.50) (0.07%) 0.00 1 0.00%
12/1/2007 $2,049.38 1.84% 100.00 3 100.00%
11/1/2007 $1,142.50 1.04% 100.00 2 100.00%
10/1/2007 $1,550.00 1.43% 100.00 3 100.00%
9/1/2007 $393.75 0.36% 1.51 3 66.67%
8/1/2007 $1,752.50 1.64% 100.00 2 100.00%
5/1/2007 ($1,232.50) (1.14%) 0.04 2 50.00%
4/1/2007 $235.00 0.22% 100.00 1 100.00%
3/1/2007 $1,003.75 0.94% 100.00 3 100.00%
2/1/2007 $408.75 0.38% 29.43 2 50.00%
1/1/2007 ($686.25) (0.64%) 0.00 1 0.00%
12/1/2006 ($168.13) (0.16%) 0.27 3 33.33%
11/1/2006 $1,299.38 1.23% 100.00 2 100.00%
10/1/2006 ($732.50) (0.69%) 0.39 2 50.00%
9/1/2006 $111.25 0.10% 1.38 2 50.00%
8/1/2006 $360.63 0.34% 100.00 1 100.00%
9/1/2005 ($76.88) (0.07%) 0.00 1 0.00%
8/1/2005 ($108.13) (0.10%) 0.00 1 0.00%
6/1/2005 $612.50 0.58% 14.42 3 66.67%
5/1/2005 $893.75 0.85% 12.63 3 66.67%
2/1/2005 $485.63 0.47% 100.00 1 100.00%
1/1/2005 ($248.75) (0.24%) 0.00 1 0.00%
11/1/2004 ($201.88) (0.19%) 0.00 1 0.00%
10/1/2004 ($451.25) (0.43%) 0.44 2 50.00%
9/1/2004 $1,943.13 1.88% 4.66 5 80.00%
8/1/2004 $783.75 0.77% 100.00 2 100.00%
7/1/2004 ($951.88) (0.92%) 0.00 1 0.00%
4/1/2004 $220.00 0.21% 100.00 1 100.00%
3/1/2004 ($779.38) (0.75%) 0.00 2 0.00%
2/1/2004 $1,488.75 1.45% 33.63 4 75.00%
1/1/2004 $1,035.00 1.02% 4.52 3 33.33%
12/1/2003 $643.13 0.64% 100.00 2 100.00%
11/1/2003 $970.63 0.97% 100.00 2 100.00%
10/1/2003 ($249.38) (0.25%) 0.00 1 0.00%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

8/1/2017 - Today $486.88 0.36% 100.00 2 100.00%
7/1/2017 - 8/1/2017 $486.88 0.36% 100.00 2 100.00%
6/1/2017 - 8/1/2017 $583.13 0.43% 2.87 4 75.00%
5/1/2017 - 8/1/2017 $583.13 0.43% 2.87 4 75.00%
4/1/2017 - 8/1/2017 $583.13 0.43% 2.87 4 75.00%
3/1/2017 - 8/1/2017 $583.13 0.43% 2.87 4 75.00%
2/1/2017 - 8/1/2017 $583.13 0.43% 2.87 4 75.00%
1/1/2017 - 8/1/2017 $583.13 0.43% 2.87 4 75.00%
12/1/2016 - 8/1/2017 $583.13 0.43% 2.87 4 75.00%
11/1/2016 - 8/1/2017 $583.13 0.43% 2.87 4 75.00%
10/1/2016 - 8/1/2017 $38.75 0.03% 1.04 6 66.67%
9/1/2016 - 8/1/2017 ($178.75) (0.13%) 0.86 7 57.14%
8/1/2016 - 8/1/2017 $292.50 0.21% 1.21 9 55.56%
7/1/2016 - 8/1/2017 ($142.50) (0.10%) 0.93 11 54.55%
6/1/2016 - 8/1/2017 ($328.75) (0.24%) 0.86 12 50.00%
5/1/2016 - 8/1/2017 ($390.00) (0.28%) 0.84 13 46.15%
4/1/2016 - 8/1/2017 ($1,201.25) (0.87%) 0.63 14 42.86%
3/1/2016 - 8/1/2017 ($1,339.38) (0.97%) 0.62 16 43.75%
2/1/2016 - 8/1/2017 ($727.50) (0.53%) 0.79 18 50.00%
1/1/2016 - 8/1/2017 ($632.50) (0.46%) 0.82 19 52.63%
12/1/2015 - 8/1/2017 ($176.88) (0.13%) 0.95 21 57.14%
11/1/2015 - 8/1/2017 ($176.88) (0.13%) 0.95 21 57.14%
10/1/2015 - 8/1/2017 $153.75 0.11% 1.04 23 56.52%
9/1/2015 - 8/1/2017 ($748.75) (0.54%) 0.84 26 53.85%
8/1/2015 - 8/1/2017 ($59.38) (0.04%) 0.99 28 57.14%
7/1/2015 - 8/1/2017 $550.63 0.40% 1.12 28 57.14%
6/1/2015 - 8/1/2017 ($151.25) (0.11%) 0.97 29 55.17%
5/1/2015 - 8/1/2017 ($478.13) (0.35%) 0.92 30 53.33%
4/1/2015 - 8/1/2017 ($70.63) (0.05%) 0.99 31 54.84%
3/1/2015 - 8/1/2017 $666.25 0.49% 1.12 33 57.58%
2/1/2015 - 8/1/2017 $635.63 0.47% 1.11 34 55.88%
1/1/2015 - 8/1/2017 $2,028.75 1.50% 1.34 36 58.33%
12/1/2014 - 8/1/2017 $3,015.00 2.25% 1.51 37 59.46%
11/1/2014 - 8/1/2017 $2,673.13 1.99% 1.42 39 58.97%
10/1/2014 - 8/1/2017 $1,471.88 1.09% 1.19 40 60.00%
9/1/2014 - 8/1/2017 $1,724.38 1.27% 1.22 42 59.52%
8/1/2014 - 8/1/2017 $1,538.13 1.14% 1.19 43 58.14%
7/1/2014 - 8/1/2017 $2,226.88 1.65% 1.28 44 59.09%
6/1/2014 - 8/1/2017 $2,010.63 1.49% 1.24 46 58.70%
5/1/2014 - 8/1/2017 $3,106.88 2.32% 1.37 48 60.42%
4/1/2014 - 8/1/2017 $2,889.38 2.15% 1.33 49 59.18%
3/1/2014 - 8/1/2017 $2,923.13 2.18% 1.33 51 58.82%
2/1/2014 - 8/1/2017 $3,783.75 2.84% 1.42 52 59.62%
1/1/2014 - 8/1/2017 $3,783.75 2.84% 1.42 52 59.62%
12/1/2013 - 8/1/2017 $3,783.75 2.84% 1.42 52 59.62%
11/1/2013 - 8/1/2017 $3,378.13 2.53% 1.36 53 58.49%
10/1/2013 - 8/1/2017 $3,081.88 2.30% 1.32 53 58.49%
9/1/2013 - 8/1/2017 $3,081.88 2.30% 1.32 53 58.49%
8/1/2013 - 8/1/2017 $3,081.88 2.30% 1.32 53 58.49%
7/1/2013 - 8/1/2017 $3,081.88 2.30% 1.32 53 58.49%
6/1/2013 - 8/1/2017 $3,081.88 2.30% 1.32 53 58.49%
5/1/2013 - 8/1/2017 $2,583.13 1.92% 1.26 54 57.41%
4/1/2013 - 8/1/2017 $3,713.13 2.78% 1.36 58 58.62%
3/1/2013 - 8/1/2017 $3,713.13 2.78% 1.36 58 58.62%
2/1/2013 - 8/1/2017 $3,713.13 2.78% 1.36 58 58.62%
1/1/2013 - 8/1/2017 $3,713.13 2.78% 1.36 58 58.62%
12/1/2012 - 8/1/2017 $3,590.63 2.69% 1.34 60 58.33%
11/1/2012 - 8/1/2017 $3,530.63 2.64% 1.33 62 56.45%
10/1/2012 - 8/1/2017 $3,530.63 2.64% 1.33 62 56.45%
9/1/2012 - 8/1/2017 $2,875.63 2.14% 1.26 63 55.56%
8/1/2012 - 8/1/2017 $2,126.88 1.58% 1.18 64 54.69%
7/1/2012 - 8/1/2017 $3,676.25 2.76% 1.31 66 56.06%
6/1/2012 - 8/1/2017 $3,676.25 2.76% 1.31 66 56.06%
5/1/2012 - 8/1/2017 $4,724.38 3.57% 1.39 67 56.72%
4/1/2012 - 8/1/2017 $4,900.00 3.71% 1.39 70 57.14%
3/1/2012 - 8/1/2017 $3,699.38 2.77% 1.26 72 56.94%
2/1/2012 - 8/1/2017 $3,122.50 2.33% 1.21 73 56.16%
1/1/2012 - 8/1/2017 $4,234.38 3.19% 1.28 75 57.33%
12/1/2011 - 8/1/2017 $5,487.50 4.17% 1.36 78 57.69%
11/1/2011 - 8/1/2017 $6,430.00 4.92% 1.42 82 57.32%
10/1/2011 - 8/1/2017 $7,571.25 5.85% 1.49 82 57.32%
9/1/2011 - 8/1/2017 $6,309.38 4.83% 1.38 85 55.29%
8/1/2011 - 8/1/2017 $6,921.25 5.32% 1.42 87 56.32%
7/1/2011 - 8/1/2017 $6,625.63 5.08% 1.39 88 55.68%
6/1/2011 - 8/1/2017 $6,625.63 5.08% 1.39 88 55.68%
5/1/2011 - 8/1/2017 $8,254.38 6.41% 1.49 91 57.14%
4/1/2011 - 8/1/2017 $8,254.38 6.41% 1.49 91 57.14%
3/1/2011 - 8/1/2017 $8,254.38 6.41% 1.49 91 57.14%
2/1/2011 - 8/1/2017 $8,254.38 6.41% 1.49 91 57.14%
1/1/2011 - 8/1/2017 $8,254.38 6.41% 1.49 91 57.14%
12/1/2010 - 8/1/2017 $8,254.38 6.41% 1.49 91 57.14%
11/1/2010 - 8/1/2017 $8,833.75 6.89% 1.52 92 57.61%
10/1/2010 - 8/1/2017 $9,570.63 7.51% 1.57 94 58.51%
9/1/2010 - 8/1/2017 $9,570.63 7.51% 1.57 94 58.51%
8/1/2010 - 8/1/2017 $9,478.75 7.43% 1.55 96 58.33%
7/1/2010 - 8/1/2017 $11,372.50 9.05% 1.67 98 60.20%
6/1/2010 - 8/1/2017 $12,843.13 10.34% 1.76 100 61.00%
5/1/2010 - 8/1/2017 $13,690.00 11.10% 1.81 102 61.76%
4/1/2010 - 8/1/2017 $15,209.38 12.48% 1.90 105 62.86%
3/1/2010 - 8/1/2017 $15,415.00 12.67% 1.91 107 62.62%
2/1/2010 - 8/1/2017 $15,761.88 13.00% 1.92 110 62.73%
1/1/2010 - 8/1/2017 $16,998.13 14.16% 2.00 111 63.96%
12/1/2009 - 8/1/2017 $17,015.00 14.18% 2.00 112 64.29%
11/1/2009 - 8/1/2017 $16,172.50 13.38% 1.91 113 63.72%
10/1/2009 - 8/1/2017 $16,392.50 13.59% 1.92 114 64.04%
9/1/2009 - 8/1/2017 $16,392.50 13.59% 1.92 114 64.04%
8/1/2009 - 8/1/2017 $16,392.50 13.59% 1.92 114 64.04%
7/1/2009 - 8/1/2017 $16,392.50 13.59% 1.92 114 64.04%
6/1/2009 - 8/1/2017 $16,392.50 13.59% 1.92 114 64.04%
5/1/2009 - 8/1/2017 $17,238.75 14.39% 1.97 116 64.66%
4/1/2009 - 8/1/2017 $18,023.13 15.14% 1.97 119 63.87%
3/1/2009 - 8/1/2017 $18,151.25 15.27% 1.98 121 63.64%
2/1/2009 - 8/1/2017 $19,215.00 16.31% 2.04 122 63.93%
1/1/2009 - 8/1/2017 $19,357.50 16.45% 2.04 124 63.71%
12/1/2008 - 8/1/2017 $17,998.75 15.12% 1.91 124 62.90%
11/1/2008 - 8/1/2017 $20,610.63 17.70% 2.04 126 63.49%
10/1/2008 - 8/1/2017 $18,580.63 15.68% 1.85 127 62.99%
9/1/2008 - 8/1/2017 $19,238.75 16.33% 1.87 129 62.79%
8/1/2008 - 8/1/2017 $20,445.63 17.53% 1.93 132 63.64%
7/1/2008 - 8/1/2017 $21,243.13 18.34% 1.96 132 63.64%
6/1/2008 - 8/1/2017 $20,525.63 17.62% 1.90 133 63.16%
5/1/2008 - 8/1/2017 $22,607.50 19.75% 1.98 136 63.24%
4/1/2008 - 8/1/2017 $21,327.50 18.43% 1.88 137 62.77%
3/1/2008 - 8/1/2017 $24,518.75 21.79% 2.01 140 63.57%
2/1/2008 - 8/1/2017 $23,629.38 20.83% 1.94 141 63.12%
1/1/2008 - 8/1/2017 $23,551.88 20.75% 1.93 142 62.68%
12/1/2007 - 8/1/2017 $25,601.25 22.97% 2.02 144 63.89%
11/1/2007 - 8/1/2017 $26,743.75 24.25% 2.06 145 64.14%
10/1/2007 - 8/1/2017 $28,293.75 26.02% 2.12 148 64.86%
9/1/2007 - 8/1/2017 $28,687.50 26.47% 2.12 150 64.67%
8/1/2007 - 8/1/2017 $30,440.00 28.55% 2.19 152 65.13%
7/1/2007 - 8/1/2017 $30,440.00 28.55% 2.19 152 65.13%
6/1/2007 - 8/1/2017 $30,440.00 28.55% 2.19 152 65.13%
5/1/2007 - 8/1/2017 $29,207.50 27.08% 2.09 154 64.94%
4/1/2007 - 8/1/2017 $29,442.50 27.36% 2.10 154 64.94%
3/1/2007 - 8/1/2017 $30,446.25 28.56% 2.13 157 65.61%
2/1/2007 - 8/1/2017 $30,855.00 29.06% 2.15 159 65.41%
1/1/2007 - 8/1/2017 $30,168.75 28.23% 2.09 160 65.00%
12/1/2006 - 8/1/2017 $30,000.63 28.03% 2.08 163 64.42%
11/1/2006 - 8/1/2017 $31,300.00 29.60% 2.13 165 64.85%
10/1/2006 - 8/1/2017 $30,567.50 28.71% 2.05 167 64.67%
9/1/2006 - 8/1/2017 $30,678.75 28.84% 2.06 168 64.88%
8/1/2006 - 8/1/2017 $31,039.38 29.28% 2.07 169 65.09%
7/1/2006 - 8/1/2017 $31,039.38 29.28% 2.07 169 65.09%
6/1/2006 - 8/1/2017 $31,039.38 29.28% 2.07 169 65.09%
5/1/2006 - 8/1/2017 $31,039.38 29.28% 2.07 169 65.09%
4/1/2006 - 8/1/2017 $31,039.38 29.28% 2.07 169 65.09%
3/1/2006 - 8/1/2017 $31,039.38 29.28% 2.07 169 65.09%
2/1/2006 - 8/1/2017 $31,039.38 29.28% 2.07 169 65.09%
1/1/2006 - 8/1/2017 $31,039.38 29.28% 2.07 169 65.09%
12/1/2005 - 8/1/2017 $31,039.38 29.28% 2.07 169 65.09%
11/1/2005 - 8/1/2017 $31,039.38 29.28% 2.07 169 65.09%
10/1/2005 - 8/1/2017 $31,039.38 29.28% 2.07 169 65.09%
9/1/2005 - 8/1/2017 $30,962.50 29.19% 2.06 170 64.71%
8/1/2005 - 8/1/2017 $30,854.38 29.05% 2.06 171 64.33%
7/1/2005 - 8/1/2017 $30,854.38 29.05% 2.06 171 64.33%
6/1/2005 - 8/1/2017 $31,466.88 29.80% 2.08 174 64.37%
5/1/2005 - 8/1/2017 $32,360.63 30.91% 2.10 176 64.20%
4/1/2005 - 8/1/2017 $32,360.63 30.91% 2.10 176 64.20%
3/1/2005 - 8/1/2017 $32,360.63 30.91% 2.10 176 64.20%
2/1/2005 - 8/1/2017 $32,846.25 31.52% 2.12 177 64.41%
1/1/2005 - 8/1/2017 $32,597.50 31.21% 2.10 178 64.04%
12/1/2004 - 8/1/2017 $32,597.50 31.21% 2.10 178 64.04%
11/1/2004 - 8/1/2017 $32,395.63 30.96% 2.09 179 63.69%
10/1/2004 - 8/1/2017 $31,944.38 30.39% 2.04 181 63.54%
9/1/2004 - 8/1/2017 $33,887.50 32.85% 2.09 185 64.32%
8/1/2004 - 8/1/2017 $34,671.25 33.87% 2.11 187 64.71%
7/1/2004 - 8/1/2017 $33,719.38 32.63% 2.05 188 64.36%
6/1/2004 - 8/1/2017 $33,719.38 32.63% 2.05 188 64.36%
5/1/2004 - 8/1/2017 $33,719.38 32.63% 2.05 188 64.36%
4/1/2004 - 8/1/2017 $33,939.38 32.92% 2.06 189 64.55%
3/1/2004 - 8/1/2017 $33,160.00 31.92% 2.01 191 63.87%
2/1/2004 - 8/1/2017 $34,648.75 33.84% 2.06 194 64.43%
1/1/2004 - 8/1/2017 $35,683.75 35.20% 2.08 197 63.96%
12/1/2003 - 8/1/2017 $36,326.88 36.07% 2.10 199 64.32%
11/1/2003 - 8/1/2017 $37,297.50 37.39% 2.13 201 64.68%
10/1/2003 - 8/1/2017 $37,048.13 37.05% 2.12 201 64.68%
9/1/2003 - 8/1/2017 $37,048.13 37.05% 2.12 201 64.68%
8/1/2003 - 8/1/2017 $37,048.13 37.05% 2.12 201 64.68%
7/1/2003 - 8/1/2017 $37,048.13 37.05% 2.12 201 64.68%
6/1/2003 - 8/1/2017 $37,048.13 37.05% 2.12 201 64.68%
5/1/2003 - 8/1/2017 $37,048.13 37.05% 2.12 201 64.68%
4/1/2003 - 8/1/2017 $37,048.13 37.05% 2.12 201 64.68%
3/1/2003 - 8/1/2017 $37,048.13 37.05% 2.12 201 64.68%
2/1/2003 - 8/1/2017 $37,048.13 37.05% 2.12 201 64.68%
1/1/2003 - 8/1/2017 $37,048.13 37.05% 2.12 201 64.68%

Created by TradeStation: 8/13/2017 7:06:27 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=us-ascii Content-Transfer-Encoding: 7bit Content-ID:

Performance Graphs - Equity Curve Line



Performance Graphs - Equity Curve Detailed



Performance Graphs - Equity Curve Area



Performance Graphs - Equity Curve Underwater(monthly)



Performance Graphs - Equity Curve Underwater(weekly)



Performance Graphs - Monthly Net Profit



Performance Graphs - Monthly Accumulative Net Profit



Performance Graphs - Average Profit by Month

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Trade Graphs - Total Efficiency



Trade Graphs - Entry Efficiency



Trade Graphs - Exit Efficiency



Trade Graphs - Total Trades



Trade Graphs - Winning Trades



Trade Graphs - Losing Trades



Trade Graphs - Drawdown



Trade Graphs - Drawdown P/L



Trade Graphs - Maximum Adverse Excursion



Trade Graphs - Maximum Adverse Excursion Percent



Trade Graphs - Run-up



Trade Graphs - Run-up P/L



Trade Graphs - Maximum Favorable Excursion



Trade Graphs - Maximum Favorable Excursion Percent

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