Content-Type: multipart/related; type="text/html"; boundary="==TSBoundary-SPR" --==TSBoundary-SPR Content-Type: text/html; charset=us-ascii Content-Transfer-Encoding: 7bit Content-ID:
TradeStation Performance Report <body> <p>This page uses frames, but your browser doesn't support them.</p> </body> --==TSBoundary-SPR Content-Type: text/html; charset=us-ascii Content-Transfer-Encoding: 7bit Content-ID: TradeStation Performance Summary
TradeStation TradeManager Performance Report Metrica II WFO Broker, @TY.D, Daily, 1/2/2003 2:00:00 PM - 8/3/2018 2:00:00 PM
Display:
 
TradeStation Performance Summary Collapse
 
All Trades
 
Total Net Profit $37,558.13    Profit Factor 2.09
Gross Profit $72,075.00    Gross Loss ($34,516.88)
Roll Over Credit $0.00
Open Position Profit/Loss $0.00
Select Total Net Profit $37,365.63    Select Profit Factor 2.23
Select Gross Profit $67,822.50    Select Gross Loss ($30,456.88)
Adjusted Total Net Profit $27,342.39    Adjusted Profit Factor 1.71
Adjusted Gross Profit $65,871.77    Adjusted Gross Loss ($38,529.38)
Total Number of Trades 209    Percent Profitable 64.59%
Winning Trades 135    Losing Trades 74
Even Trades 0
Avg. Trade Net Profit $179.70    Ratio Avg. Win:Avg. Loss 1.14
Avg. Winning Trade $533.89    Avg. Losing Trade ($466.44)
Largest Winning Trade $2,157.50    Largest Losing Trade ($2,030.00)
Largest Winner as % of Gross Profit 2.99%    Largest Loser as % of Gross Loss 5.88%
Net Profit as % of Largest Loss 1850.15%
Slct. Net Profit as % of Largest Loss 1840.67%    Adj. Net Profit as % of Largest Loss 1346.92%
Max. Consecutive Winning Trades 17    Max. Consecutive Losing Trades 4
Avg. Bars in Winning Trades 3.81    Avg. Bars in Losing Trades 4.38
Avg. Bars in Total Trades 4.01
Max. Shares/Contracts Held 1    Account Size Required $2,466.25
Total Commission $6,270.000000    Total Slippage $0.000000
Return on Initial Capital 37.56%    Annual Rate of Return 2.16%
Buy and Hold Return 82.80%    Return on Account 1522.88%
Avg. Monthly Return $310.40    Std. Deviation of Monthly Return $909.62
Return Retracement Ratio 0.14    RINA Index 476.39
Sharpe Ratio 0.13    K-Ratio 3.77
Trading Period 14 Yrs, 9 Mths, 13 Dys    Percent of Time in the Market 16.50%
Time in the Market 2 Yrs, 5 Mths, 7 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 1202.82%    Net Profit as % of Drawdown 1522.88%
Slct. Net Profit as % of Drawdown 1196.66%    Slct. Net Profit as % of Drawdown 1515.08%
Adj. Net Prof as % of Drawdown 875.66%    Adj. Net Profit as % of Drawdown 1108.66%
Max. Trade Drawdown ($2,000.00)    
Long Trades
Total Net Profit $37,558.13    Profit Factor 2.09
Gross Profit $72,075.00    Gross Loss ($34,516.88)
Roll Over Credit $0.00
Open Position Profit/Loss $0.00
Select Total Net Profit $37,365.63    Select Profit Factor 2.23
Select Gross Profit $67,822.50    Select Gross Loss ($30,456.88)
Adjusted Total Net Profit $27,342.39    Adjusted Profit Factor 1.71
Adjusted Gross Profit $65,871.77    Adjusted Gross Loss ($38,529.38)
Total Number of Trades 209    Percent Profitable 64.59%
Winning Trades 135    Losing Trades 74
Even Trades 0
Avg. Trade Net Profit $179.70    Ratio Avg. Win:Avg. Loss 1.14
Avg. Winning Trade $533.89    Avg. Losing Trade ($466.44)
Largest Winning Trade $2,157.50    Largest Losing Trade ($2,030.00)
Largest Winner as % of Gross Profit 2.99%    Largest Loser as % of Gross Loss 5.88%
Max. Consecutive Winning Trades 17    Max. Consecutive Losing Trades 4
Avg. Bars in Winning Trades 3.81    Avg. Bars in Losing Trades 4.38
Avg. Bars in Total Trades 4.01
Max. Shares/Contracts Held 1    Account Size Required $2,466.25
Total Commission $6,270.000000    Total Slippage $0.000000
     
Net Profit as % of Largest Loss 1850.15%
Slct. Net Profit as % of Largest Loss 1840.67%    Adj. Net Profit as % of Largest Loss 1346.92%

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 1202.82%    Net Profit as % of Drawdown 1522.88%
Slct. Net Profit as % of Drawdown 1196.66%    Slct. Net Profit as % of Drawdown 1515.08%
Adj. Net Prof as % of Drawdown 875.66%    Adj. Net Profit as % of Drawdown 1515.08%
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 5.88%
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: 8/3/2018 10:16:10 AM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=us-ascii Content-Transfer-Encoding: 7bit Content-ID: Trade Analysis
TradeStation TradeManager Performance Report Metrica II WFO Broker, @TY.D, Daily, 1/2/2003 2:00:00 PM - 8/3/2018 2:00:00 PM
 TradeStation Trade Analysis Collapse
  All Trades
Winners
Losers
Total Number of Trades 209 135 74
Avg. Trade Net Profit $179.70 $533.89 ($466.44)
1 Std. Deviation of Avg. Trade $637.51 $397.77 $460.84
Avg. Trade + 1 Std. Deviation $817.22 $931.66 ($5.60)
Avg. Trade - 1 Std. Deviation ($457.81) $136.12 ($927.29)
Coefficient of Variation 354.76% 74.50% 98.80%
Time Averages
Avg. Time in Trades 4 Dys, 6 Hrs, 18 Mins 3 Dys, 23 Hrs, 28 Mins 4 Dys, 18 Hrs, 48 Mins
Avg. Time Between Trades 20 Dys, 9 Hrs 33 Dys, 18 Hrs, 5 Mins 64 Dys, 6 Hrs, 54 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 $525.04 ($446.62)
1 Std. Deviation $400.10 $437.28
Avg. + 1 Std. Deviation $925.14 ($9.34)
Avg. - 1 Std. Deviation $124.95 ($883.90)
Coefficient of Variation 76.20% 97.91%
 
Efficiency Analysis Total
Entry
Exit
Avg. Efficiency 21.97% 56.17% 65.79%
1 Std. Deviation 55.79% 29.96% 34.39%
Avg. + 1 Std. Deviation 77.75% 86.13% 100.18%
Avg. - 1 Std. Deviation (33.82%) 26.21% 31.40%
Coefficient of Variation 253.97% 53.34% 52.27%
CollapseCollapse
 TradeStation Trade Series Analysis Collapse
Winners Losers
Largest Profit/Loss $2,157.50 ($2,030.00)
Largest Profit/Loss as % of Gross 2.99% 5.88%
Largest Consec. Profit/Loss $8,583.75 ($2,466.25)
Largest Consec. Profit/Loss as % of Gross 11.91% 7.15%

Winning Series

Number of Series

Avg. Gain per Series

Avg. Loss Next Trade

1 15 $580.42 ($520.63)
2 15 $572.08 ($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)
7 1 $345.00 ($842.50)
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 3 ($323.40) $1,227.81
4 2 ($414.77) $282.50

Created by TradeStation: 8/3/2018 10:16:10 AM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=us-ascii Content-Transfer-Encoding: 7bit Content-ID: Trades Header
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  $65.406250  $0.00  1  $235.63  0.41%  $265.63  12.78%    $15.000000  $0.000000
   Sell  11/14/03  Long TY Exit1  $65.671875    $265.63  $235.63    ($1,812.50)  100.00%  12.78%  $15.000000  $0.000000
 2  Buy  11/20/03  Long TY #1  $66.312500  $0.00  1  $485.63  0.78%  $656.25  80.77%    $15.000000  $0.000000
   Sell  11/21/03  Long TY Exit1  $66.828125    $515.63  $721.25    ($156.25)  82.69%  63.46%  $15.000000  $0.000000
 3  Buy  12/09/03  Long TY #1  $66.031250  $0.00  1  $220.00  0.38%  $625.00  39.60%    $15.000000  $0.000000
   Sell  12/12/03  Long TY Exit1  $66.281250    $250.00  $941.25    ($953.13)  76.24%  15.84%  $15.000000  $0.000000
 4  Buy  12/16/03  Long TY #1  $66.343750  $0.00  1  $423.13  0.68%  $453.13  63.04%    $15.000000  $0.000000
   Sell  12/17/03  Long TY Exit1  $66.796875    $453.13  $1,364.38    ($265.63)  100.00%  63.04%  $15.000000  $0.000000
 5  Buy  01/09/04  Long TY #1  $66.718750  $0.00  1  $1,329.38  2.04%  $1,515.63  92.38%    $15.000000  $0.000000
   Sell  01/12/04  Long TY Exit1  $68.078125    $1,359.38  $2,693.75    ($125.00)  90.48%  82.86%  $15.000000  $0.000000
 6  Buy  01/20/04  Long TY #1  $68.437500  $0.00  1  ($108.13)  (0.11%)  $203.13  41.94%    $15.000000  $0.000000
   Sell  01/21/04  Long TY Exit1  $68.359375    ($78.13)  $2,585.63    ($281.25)  41.94%  (16.13%)  $15.000000  $0.000000
 7  Buy  01/26/04  Long TY #1  $68.187500  $0.00  1  ($186.25)  (0.23%)  $140.63  24.32%    $15.000000  $0.000000
   Sell  01/27/04  Long TY Exit1  $68.031250    ($156.25)  $2,399.38    ($437.50)  48.65%  (27.03%)  $15.000000  $0.000000
 8  Buy  02/11/04  Long TY #1  $68.062500  $0.00  1  $782.50  1.19%  $1,125.00  85.71%    $15.000000  $0.000000
   Sell  02/12/04  Long TY Exit1  $68.875000    $812.50  $3,181.88    ($187.50)  76.19%  61.90%  $15.000000  $0.000000
 9  Buy  02/13/04  Long TY #1  $69.171875  $0.00  1  ($45.63)  (0.02%)  $265.63  54.84%    $15.000000  $0.000000
   Sell  02/17/04  Long TY Exit1  $69.156250    ($15.63)  $3,136.25    ($218.75)  41.94%  (3.23%)  $15.000000  $0.000000
 10  Buy  02/23/04  Long TY #1  $68.703125  $0.00  1  $641.88  0.98%  $953.13  98.39%    $15.000000  $0.000000
   Sell  02/25/04  Long TY Exit1  $69.375000    $671.88  $3,778.13    ($15.63)  70.97%  69.35%  $15.000000  $0.000000
 11  Buy  02/27/04  Long TY #1  $69.546875  $0.00  1  $16.88  0.07%  $140.63  42.86%    $15.000000  $0.000000
   Sell  03/01/04  Long TY Exit1  $69.593750    $46.88  $3,795.00    ($187.50)  71.43%  14.29%  $15.000000  $0.000000
 12  Buy  03/19/04  Long TY #1  $71.468750  $0.00  1  ($686.25)  (0.92%)  $750.00  53.33%    $15.000000  $0.000000
   Sell  03/29/04  Long TY Exit1  $70.812500    ($656.25)  $3,108.75    ($656.25)  0.00%  (46.67%)  $15.000000  $0.000000
 13  Buy  04/26/04  Long TY #1  $66.546875  $0.00  1  $220.00  0.38%  $375.00  72.73%    $15.000000  $0.000000
   Sell  04/28/04  Long TY Exit1  $66.796875    $250.00  $3,328.75    ($140.63)  75.76%  48.48%  $15.000000  $0.000000
 14  Buy  07/21/04  Long TY #1  $67.687500  $0.00  1  ($951.88)  (1.36%)  $312.50  25.32%    $15.000000  $0.000000
   Sell  07/28/04  Long TY Exit2  $66.765625    ($921.88)  $2,376.88    ($921.88)  0.00%  (74.68%)  $15.000000  $0.000000
 15  Buy  08/11/04  Long TY #1  $69.359375  $0.00  1  $126.25  0.23%  $234.38  68.18%    $15.000000  $0.000000
   Sell  08/12/04  Long TY Exit1  $69.515625    $156.25  $2,503.13    ($109.38)  77.27%  45.45%  $15.000000  $0.000000
 16  Buy  08/17/04  Long TY #1  $69.703125  $0.00  1  $657.50  0.99%  $687.50  95.65%    $15.000000  $0.000000
   Sell  08/18/04  Long TY Exit1  $70.390625    $687.50  $3,160.63    ($31.25)  100.00%  95.65%  $15.000000  $0.000000
 17  Buy  09/08/04  Long TY #1  $69.875000  $0.00  1  $1,063.75  1.57%  $1,093.75  84.34%    $15.000000  $0.000000
   Sell  09/09/04  Long TY Exit1  $70.968750    $1,093.75  $4,224.38    ($203.13)  100.00%  84.34%  $15.000000  $0.000000
 18  Buy  09/10/04  Long TY #1  $70.718750  $0.00  1  $360.63  0.55%  $421.88  84.38%    $15.000000  $0.000000
   Sell  09/14/04  Long TY Exit1  $71.109375    $390.63  $4,585.00    ($78.13)  93.75%  78.13%  $15.000000  $0.000000
 19  Buy  09/16/04  Long TY #1  $70.796875  $0.00  1  $829.38  1.21%  $859.38  90.16%    $15.000000  $0.000000
   Sell  09/17/04  Long TY Exit1  $71.656250    $859.38  $5,414.38    ($93.75)  100.00%  90.16%  $15.000000  $0.000000
 20  Buy  09/20/04  Long TY #1  $71.312500  $0.00  1  $220.00  0.35%  $390.63  96.15%    $15.000000  $0.000000
   Sell  09/21/04  Long TY Exit1  $71.562500    $250.00  $5,634.38    ($15.63)  65.38%  61.54%  $15.000000  $0.000000
 21  Buy  09/29/04  Long TY #1  $71.593750  $0.00  1  ($1,342.50)  (1.83%)  $78.13  5.00%    $15.000000  $0.000000
   Sell  10/08/04  Long TY Exit1  $70.281250    ($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  $71.625000  $0.00  1  $360.63  0.55%  $390.63  50.00%    $15.000000  $0.000000
   Sell  10/20/04  Long TY Exit1  $72.015625    $390.63  $4,652.50    ($390.63)  100.00%  50.00%  $15.000000  $0.000000
 23  Buy  11/22/04  Long TY #1  $70.828125  $0.00  1  ($201.88)  (0.24%)  $62.50  26.67%    $15.000000  $0.000000
   Sell  11/23/04  Long TY Exit1  $70.656250    ($171.88)  $4,450.63    ($171.88)  0.00%  (73.33%)  $15.000000  $0.000000
 24  Buy  01/26/05  Long TY #1  $70.937500  $0.00  1  ($248.75)  (0.31%)  $203.13  48.15%    $15.000000  $0.000000
   Sell  01/27/05  Long TY Exit1  $70.718750    ($218.75)  $4,201.88    ($218.75)  0.00%  (51.85%)  $15.000000  $0.000000
 25  Buy  02/03/05  Long TY #1  $71.156250  $0.00  1  $485.63  0.72%  $765.63  76.56%    $15.000000  $0.000000
   Sell  02/07/05  Long TY Exit1  $71.671875    $515.63  $4,687.50    ($234.38)  75.00%  51.56%  $15.000000  $0.000000
 26  Buy  05/04/05  Long TY #1  $71.562500  $0.00  1  ($76.88)  (0.07%)  $46.88  9.68%    $15.000000  $0.000000
   Sell  05/05/05  Long TY Exit1  $71.515625    ($46.88)  $4,610.63    ($437.50)  80.65%  (9.68%)  $15.000000  $0.000000
 27  Buy  05/09/05  Long TY #1  $70.890625  $0.00  1  $454.38  0.68%  $937.50  89.55%    $15.000000  $0.000000
   Sell  05/12/05  Long TY Exit1  $71.375000    $484.38  $5,065.00    ($109.38)  56.72%  46.27%  $15.000000  $0.000000
 28  Buy  05/27/05  Long TY #1  $72.562500  $0.00  1  $751.25  1.08%  $781.25  87.72%    $15.000000  $0.000000
   Sell  06/01/05  Long TY Exit1  $73.343750    $781.25  $5,816.25    ($109.38)  100.00%  87.72%  $15.000000  $0.000000
 29  Buy  06/06/05  Long TY #1  $73.296875  $0.00  1  $423.13  0.62%  $453.13  76.32%    $15.000000  $0.000000
   Sell  06/07/05  Long TY Exit1  $73.750000    $453.13  $6,239.38    ($140.63)  100.00%  76.32%  $15.000000  $0.000000
 30  Buy  06/09/05  Long TY #1  $73.312500  $0.00  1  ($45.63)  (0.02%)  $218.75  13.86%    $15.000000  $0.000000
   Sell  06/23/05  Long TY Exit1  $73.296875    ($15.63)  $6,193.75    ($1,359.38)  85.15%  (0.99%)  $15.000000  $0.000000
 31  Buy  08/29/05  Long TY #1  $71.625000  $0.00  1  ($108.13)  (0.11%)  $93.75  46.15%    $15.000000  $0.000000
   Sell  08/30/05  Long TY Exit1  $71.546875    ($78.13)  $6,085.63    ($109.38)  15.38%  (38.46%)  $15.000000  $0.000000
 32  Buy  09/07/05  Long TY #1  $72.500000  $0.00  1  ($76.88)  (0.06%)  $31.25  6.06%    $15.000000  $0.000000
   Sell  09/08/05  Long TY Exit1  $72.453125    ($46.88)  $6,008.75    ($484.38)  84.85%  (9.09%)  $15.000000  $0.000000
 33  Buy  08/29/06  Long TY #1  $68.015625  $0.00  1  $360.63  0.57%  $421.88  58.70%    $15.000000  $0.000000
   Sell  08/31/06  Long TY Exit1  $68.406250    $390.63  $6,369.38    ($296.88)  95.65%  54.35%  $15.000000  $0.000000
 34  Buy  09/06/06  Long TY #1  $68.109375  $0.00  1  $407.50  0.64%  $468.75  75.00%    $15.000000  $0.000000
   Sell  09/14/06  Long TY Exit1  $68.546875    $437.50  $6,776.88    ($156.25)  95.00%  70.00%  $15.000000  $0.000000
 35  Buy  09/29/06  Long TY #1  $69.531250  $0.00  1  $173.13  0.29%  $312.50  40.82%    $15.000000  $0.000000
   Sell  10/05/06  Long TY Exit1  $69.734375    $203.13  $6,950.00    ($453.13)  85.71%  26.53%  $15.000000  $0.000000
 36  Buy  10/06/06  Long TY #1  $69.531250  $0.00  1  ($1,201.88)  (1.69%)  $312.50  16.95%    $15.000000  $0.000000
   Sell  10/18/06  Long TY Exit1  $68.359375    ($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  $68.593750  $0.00  1  $876.25  1.32%  $984.38  92.65%    $15.000000  $0.000000
   Sell  11/13/06  Long TY Exit1  $69.500000    $906.25  $6,624.38    ($78.13)  92.65%  85.29%  $15.000000  $0.000000
 38  Buy  11/16/06  Long TY #1  $69.281250  $0.00  1  $423.13  0.65%  $453.13  50.88%    $15.000000  $0.000000
   Sell  11/24/06  Long TY Exit1  $69.734375    $453.13  $7,047.50    ($437.50)  100.00%  50.88%  $15.000000  $0.000000
 39  Buy  12/07/06  Long TY #1  $70.375000  $0.00  1  ($201.88)  (0.24%)  $15.63  5.56%    $15.000000  $0.000000
   Sell  12/08/06  Long TY Exit1  $70.203125    ($171.88)  $6,845.63    ($265.63)  33.33%  (61.11%)  $15.000000  $0.000000
 40  Buy  12/14/06  Long TY #1  $69.578125  $0.00  1  ($30.00)  0.00%  $546.88  58.33%    $15.000000  $0.000000
   Sell  12/22/06  Long TY Exit1  $69.578125    $0.00  $6,815.63    ($390.63)  41.67%  0.00%  $15.000000  $0.000000
 41  Buy  12/26/06  Long TY #1  $69.265625  $0.00  1  $63.75  0.14%  $234.38  88.24%    $15.000000  $0.000000
   Sell  12/27/06  Long TY Exit1  $69.359375    $93.75  $6,879.38    ($31.25)  47.06%  35.29%  $15.000000  $0.000000
 42  Buy  01/23/07  Long TY #1  $68.312500  $0.00  1  ($686.25)  (0.96%)  $0.00  0.00%    $15.000000  $0.000000
   Sell  01/31/07  Long TY Exit2  $67.656250    ($656.25)  $6,193.13    ($984.38)  33.33%  (66.67%)  $15.000000  $0.000000
 43  Buy  02/12/07  Long TY #1  $67.968750  $0.00  1  ($14.38)  0.02%  $156.25  71.43%    $15.000000  $0.000000
   Sell  02/13/07  Long TY Exit1  $67.984375    $15.63  $6,178.75    ($62.50)  35.71%  7.14%  $15.000000  $0.000000
 44  Buy  02/23/07  Long TY #1  $68.546875  $0.00  1  $423.13  0.66%  $453.13  93.55%    $15.000000  $0.000000
   Sell  02/26/07  Long TY Exit1  $69.000000    $453.13  $6,601.88    ($31.25)  100.00%  93.55%  $15.000000  $0.000000
 45  Buy  03/12/07  Long TY #1  $69.468750  $0.00  1  $782.50  1.17%  $812.50  98.11%    $15.000000  $0.000000
   Sell  03/14/07  Long TY Exit1  $70.281250    $812.50  $7,384.38    ($15.63)  100.00%  98.11%  $15.000000  $0.000000
 46  Buy  03/15/07  Long TY #1  $69.828125  $0.00  1  $16.88  0.07%  $296.88  39.58%    $15.000000  $0.000000
   Sell  03/22/07  Long TY Exit1  $69.875000    $46.88  $7,401.25    ($453.13)  66.67%  6.25%  $15.000000  $0.000000
 47  Buy  03/26/07  Long TY #1  $69.328125  $0.00  1  $204.38  0.34%  $453.13  93.55%    $15.000000  $0.000000
   Sell  03/28/07  Long TY Exit1  $69.562500    $234.38  $7,605.63    ($31.25)  54.84%  48.39%  $15.000000  $0.000000
 48  Buy  04/26/07  Long TY #1  $69.140625  $0.00  1  $282.50  0.45%  $312.50  51.28%    $15.000000  $0.000000
   Sell  05/01/07  Long TY Exit1  $69.453125    $312.50  $7,888.13    ($296.88)  100.00%  51.28%  $15.000000  $0.000000
 49  Buy  05/02/07  Long TY #1  $69.296875  $0.00  1  ($1,280.00)  (1.80%)  $265.63  17.35%    $15.000000  $0.000000
   Sell  05/21/07  Long TY Exit2  $68.046875    ($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  $68.140625  $0.00  1  $610.63  0.94%  $656.25  60.87%    $15.000000  $0.000000
   Sell  08/10/07  Long TY Exit2  $68.781250    $640.63  $7,218.75    ($421.88)  98.55%  59.42%  $15.000000  $0.000000
 51  Buy  08/23/07  Long TY #1  $69.531250  $0.00  1  $1,141.88  1.69%  $1,171.88  91.46%    $15.000000  $0.000000
   Sell  08/29/07  Long TY Exit1  $70.703125    $1,171.88  $8,360.63    ($109.38)  100.00%  91.46%  $15.000000  $0.000000
 52  Buy  09/04/07  Long TY #1  $70.843750  $0.00  1  $313.75  0.49%  $406.25  44.07%    $15.000000  $0.000000
   Sell  09/06/07  Long TY Exit1  $71.187500    $343.75  $8,674.38    ($515.63)  93.22%  37.29%  $15.000000  $0.000000
 53  Buy  09/07/07  Long TY #1  $71.062500  $0.00  1  $845.00  1.23%  $1,015.63  98.48%    $15.000000  $0.000000
   Sell  09/10/07  Long TY Exit1  $71.937500    $875.00  $9,519.38    ($15.63)  86.36%  84.85%  $15.000000  $0.000000
 54  Buy  09/13/07  Long TY #1  $71.500000  $0.00  1  ($389.38)  (0.50%)  $218.75  11.86%    $15.000000  $0.000000
   Sell  10/03/07  Long TY Exit1  $71.140625    ($359.38)  $9,130.00    ($1,625.00)  68.64%  (19.49%)  $15.000000  $0.000000
 55  Buy  10/16/07  Long TY #1  $70.281250  $0.00  1  $1,016.88  1.49%  $1,046.88  88.16%    $15.000000  $0.000000
   Sell  10/18/07  Long TY Exit1  $71.328125    $1,046.88  $10,146.88    ($140.63)  100.00%  88.16%  $15.000000  $0.000000
 56  Buy  10/29/07  Long TY #1  $71.906250  $0.00  1  $157.50  0.26%  $343.75  95.65%    $15.000000  $0.000000
   Sell  10/30/07  Long TY Exit1  $72.093750    $187.50  $10,304.38    ($15.63)  56.52%  52.17%  $15.000000  $0.000000
 57  Buy  11/14/07  Long TY #1  $73.031250  $0.00  1  $860.63  1.22%  $890.63  75.00%    $15.000000  $0.000000
   Sell  11/16/07  Long TY Exit1  $73.921875    $890.63  $11,165.00    ($296.88)  100.00%  75.00%  $15.000000  $0.000000
 58  Buy  11/29/07  Long TY #1  $75.109375  $0.00  1  $1,204.38  1.64%  $1,234.38  81.44%    $15.000000  $0.000000
   Sell  12/04/07  Long TY Exit1  $76.343750    $1,234.38  $12,369.38    ($281.25)  100.00%  81.44%  $15.000000  $0.000000
 59  Buy  12/07/07  Long TY #1  $75.328125  $0.00  1  $63.75  0.12%  $703.13  33.58%    $15.000000  $0.000000
   Sell  12/21/07  Long TY Exit1  $75.421875    $93.75  $12,433.13    ($1,390.63)  70.90%  4.48%  $15.000000  $0.000000
 60  Buy  12/24/07  Long TY #1  $74.562500  $0.00  1  $985.63  1.36%  $1,203.13  60.16%    $15.000000  $0.000000
   Sell  01/02/08  Long TY Exit1  $75.578125    $1,015.63  $13,418.75    ($796.88)  90.63%  50.78%  $15.000000  $0.000000
 61  Buy  02/07/08  Long TY #1  $79.906250  $0.00  1  ($889.38)  (1.08%)  $109.38  5.83%    $15.000000  $0.000000
   Sell  02/12/08  Long TY Exit1  $79.046875    ($859.38)  $12,529.38    ($1,765.63)  48.33%  (45.83%)  $15.000000  $0.000000
 62  Buy  03/06/08  Long TY #1  $80.421875  $0.00  1  $751.25  0.97%  $1,062.50  66.67%    $15.000000  $0.000000
   Sell  03/10/08  Long TY Exit1  $81.203125    $781.25  $13,280.63    ($531.25)  82.35%  49.02%  $15.000000  $0.000000
 63  Buy  03/12/08  Long TY #1  $80.812500  $0.00  1  $2,157.50  2.71%  $2,187.50  88.61%    $15.000000  $0.000000
   Sell  03/17/08  Long TY Exit1  $83.000000    $2,187.50  $15,438.13    ($281.25)  100.00%  88.61%  $15.000000  $0.000000
 64  Buy  03/19/08  Long TY #1  $82.812500  $0.00  1  $282.50  0.38%  $515.63  50.00%    $15.000000  $0.000000
   Sell  03/20/08  Long TY Exit1  $83.125000    $312.50  $15,720.63    ($515.63)  80.30%  30.30%  $15.000000  $0.000000
 65  Buy  04/01/08  Long TY #1  $81.953125  $0.00  1  ($1,280.00)  (1.53%)  $250.00  15.53%    $15.000000  $0.000000
   Sell  04/16/08  Long TY Exit1  $80.703125    ($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  $78.750000  $0.00  1  $1,141.88  1.49%  $1,171.88  61.98%    $15.000000  $0.000000
   Sell  05/09/08  Long TY Exit1  $79.921875    $1,171.88  $15,582.50    ($718.75)  100.00%  61.98%  $15.000000  $0.000000
 67  Buy  05/14/08  Long TY #1  $78.046875  $0.00  1  $1,204.38  1.58%  $1,515.63  90.65%    $15.000000  $0.000000
   Sell  05/21/08  Long TY Exit1  $79.281250    $1,234.38  $16,786.88    ($156.25)  83.18%  73.83%  $15.000000  $0.000000
 68  Buy  05/22/08  Long TY #1  $78.968750  $0.00  1  ($264.38)  (0.30%)  $171.88  15.94%    $15.000000  $0.000000
   Sell  05/27/08  Long TY Exit1  $78.734375    ($234.38)  $16,522.50    ($906.25)  62.32%  (21.74%)  $15.000000  $0.000000
 69  Buy  06/05/08  Long TY #1  $78.921875  $0.00  1  ($717.50)  (0.87%)  $62.50  7.55%    $15.000000  $0.000000
   Sell  06/06/08  Long TY Exit1  $78.234375    ($687.50)  $15,805.00    ($765.63)  9.43%  (83.02%)  $15.000000  $0.000000
 70  Buy  07/29/08  Long TY #1  $79.156250  $0.00  1  $1,048.13  1.36%  $1,078.13  66.99%    $15.000000  $0.000000
   Sell  08/01/08  Long TY Exit1  $80.234375    $1,078.13  $16,853.13    ($531.25)  100.00%  66.99%  $15.000000  $0.000000
 71  Buy  08/05/08  Long TY #1  $79.937500  $0.00  1  $704.38  0.92%  $843.75  52.94%    $15.000000  $0.000000
   Sell  08/08/08  Long TY Exit1  $80.671875    $734.38  $17,557.50    ($750.00)  93.14%  46.08%  $15.000000  $0.000000
 72  Buy  08/12/08  Long TY #1  $80.234375  $0.00  1  $626.25  0.82%  $656.25  97.67%    $15.000000  $0.000000
   Sell  08/13/08  Long TY Exit1  $80.890625    $656.25  $18,183.75    ($15.63)  100.00%  97.67%  $15.000000  $0.000000
 73  Buy  08/29/08  Long TY #1  $82.046875  $0.00  1  $563.75  0.72%  $593.75  43.68%    $15.000000  $0.000000
   Sell  09/03/08  Long TY Exit1  $82.640625    $593.75  $18,747.50    ($765.63)  100.00%  43.68%  $15.000000  $0.000000
 74  Buy  09/22/08  Long TY #1  $81.250000  $0.00  1  ($280.00)  (0.31%)  $671.88  58.90%    $15.000000  $0.000000
   Sell  09/25/08  Long TY Exit1  $81.000000    ($250.00)  $18,467.50    ($468.75)  19.18%  (21.92%)  $15.000000  $0.000000
 75  Buy  10/08/08  Long TY #1  $83.093750  $0.00  1  ($2,030.00)  (2.41%)  $1,109.38  35.68%    $15.000000  $0.000000
   Sell  10/08/08  Stop Loss  $81.093750    ($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  $81.046875  $0.00  1  $891.88  1.14%  $953.13  87.14%    $15.000000  $0.000000
   Sell  11/11/08  Long TY Exit1  $81.968750    $921.88  $17,329.38    ($140.63)  97.14%  84.29%  $15.000000  $0.000000
 77  Buy  11/25/08  Long TY #1  $86.359375  $0.00  1  $1,720.00  2.03%  $1,750.00  96.55%    $15.000000  $0.000000
   Sell  11/26/08  Long TY Exit1  $88.109375    $1,750.00  $19,049.38    ($62.50)  100.00%  96.55%  $15.000000  $0.000000
 78  Buy  12/31/08  Long TY #1  $95.531250  $0.00  1  ($1,061.25)  (1.08%)  $156.25  8.13%    $15.000000  $0.000000
   Sell  01/02/09  Long TY Exit1  $94.500000    ($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  $93.968750  $0.00  1  ($155.00)  (0.13%)  $703.13  38.79%    $15.000000  $0.000000
   Sell  01/21/09  Long TY Exit1  $93.843750    ($125.00)  $17,833.13    ($1,109.38)  54.31%  (6.90%)  $15.000000  $0.000000
 80  Buy  02/17/09  Long TY #1  $91.843750  $0.00  1  $1,063.75  1.19%  $1,093.75  97.22%    $15.000000  $0.000000
   Sell  02/18/09  Long TY Exit1  $92.937500    $1,093.75  $18,896.88    ($31.25)  100.00%  97.22%  $15.000000  $0.000000
 81  Buy  03/02/09  Long TY #1  $90.796875  $0.00  1  $63.75  0.10%  $828.13  48.62%    $15.000000  $0.000000
   Sell  03/05/09  Long TY Exit1  $90.890625    $93.75  $18,960.63    ($875.00)  56.88%  5.50%  $15.000000  $0.000000
 82  Buy  03/13/09  Long TY #1  $91.359375  $0.00  1  ($45.63)  (0.02%)  $921.88  71.95%    $15.000000  $0.000000
   Sell  03/16/09  Long TY Exit1  $91.343750    ($15.63)  $18,915.00    ($359.38)  26.83%  (1.22%)  $15.000000  $0.000000
 83  Buy  03/24/09  Long TY #1  $93.828125  $0.00  1  ($248.75)  (0.23%)  $484.38  30.10%    $15.000000  $0.000000
   Sell  04/02/09  Long TY Exit1  $93.609375    ($218.75)  $18,666.25    ($1,125.00)  56.31%  (13.59%)  $15.000000  $0.000000
 84  Buy  04/06/09  Long TY #1  $92.000000  $0.00  1  $1,563.75  1.73%  $1,609.38  85.12%    $15.000000  $0.000000
   Sell  04/15/09  Long TY Exit1  $93.593750    $1,593.75  $20,230.00    ($281.25)  99.17%  84.30%  $15.000000  $0.000000
 85  Buy  04/17/09  Long TY #1  $92.875000  $0.00  1  ($420.63)  (0.42%)  $484.38  34.44%    $15.000000  $0.000000
   Sell  04/22/09  Long TY Exit1  $92.484375    ($390.63)  $19,809.38    ($921.88)  37.78%  (27.78%)  $15.000000  $0.000000
 86  Buy  05/07/09  Long TY #1  $90.437500  $0.00  1  $298.13  0.36%  $328.13  28.38%    $15.000000  $0.000000
   Sell  05/11/09  Long TY Exit1  $90.765625    $328.13  $20,107.50    ($828.13)  100.00%  28.38%  $15.000000  $0.000000
 87  Buy  05/19/09  Long TY #1  $90.437500  $0.00  1  $548.13  0.64%  $656.25  76.36%    $15.000000  $0.000000
   Sell  05/21/09  Long TY Exit1  $91.015625    $578.13  $20,655.63    ($203.13)  90.91%  67.27%  $15.000000  $0.000000
 88  Buy  10/12/09  Long TY #1  $91.234375  $0.00  1  $220.00  0.27%  $328.13  75.00%    $15.000000  $0.000000
   Sell  10/13/09  Long TY Exit1  $91.484375    $250.00  $20,875.63    ($109.38)  82.14%  57.14%  $15.000000  $0.000000
 89  Buy  11/03/09  Long TY #1  $91.437500  $0.00  1  ($842.50)  (0.89%)  $109.38  11.86%    $15.000000  $0.000000
   Sell  11/04/09  Long TY Exit1  $90.625000    ($812.50)  $20,033.13    ($812.50)  0.00%  (88.14%)  $15.000000  $0.000000
 90  Buy  12/22/09  Long TY #1  $90.234375  $0.00  1  $16.88  0.05%  $250.00  64.00%    $15.000000  $0.000000
   Sell  12/23/09  Long TY Exit2  $90.281250    $46.88  $20,050.00    ($140.63)  48.00%  12.00%  $15.000000  $0.000000
 91  Buy  01/14/10  Long TY #1  $90.421875  $0.00  1  $548.13  0.64%  $578.13  97.37%    $15.000000  $0.000000
   Sell  01/15/10  Long TY Exit1  $91.000000    $578.13  $20,598.13    ($15.63)  100.00%  97.37%  $15.000000  $0.000000
 92  Buy  01/28/10  Long TY #1  $91.421875  $0.00  1  $470.00  0.55%  $765.63  89.09%    $15.000000  $0.000000
   Sell  02/01/10  Long TY Exit1  $91.921875    $500.00  $21,068.13    ($93.75)  69.09%  58.18%  $15.000000  $0.000000
 93  Buy  02/02/10  Long TY #1  $91.875000  $0.00  1  $563.75  0.65%  $593.75  60.32%    $15.000000  $0.000000
   Sell  02/05/10  Long TY Exit1  $92.468750    $593.75  $21,631.88    ($390.63)  100.00%  60.32%  $15.000000  $0.000000
 94  Buy  02/09/10  Long TY #1  $92.343750  $0.00  1  $1.25  0.03%  $312.50  57.14%    $15.000000  $0.000000
   Sell  02/10/10  Long TY Exit1  $92.375000    $31.25  $21,633.13    ($234.38)  48.57%  5.71%  $15.000000  $0.000000
 95  Buy  03/09/10  Long TY #1  $92.531250  $0.00  1  $251.25  0.30%  $328.13  27.63%    $15.000000  $0.000000
   Sell  03/17/10  Long TY Exit1  $92.812500    $281.25  $21,884.38    ($859.38)  96.05%  23.68%  $15.000000  $0.000000
 96  Buy  03/19/10  Long TY #1  $92.437500  $0.00  1  ($45.63)  (0.02%)  $234.38  46.88%    $15.000000  $0.000000
   Sell  03/22/10  Long TY Exit1  $92.421875    ($15.63)  $21,838.75    ($265.63)  50.00%  (3.13%)  $15.000000  $0.000000
 97  Buy  04/15/10  Long TY #1  $91.765625  $0.00  1  $720.00  0.82%  $906.25  76.32%    $15.000000  $0.000000
   Sell  04/19/10  Long TY Exit1  $92.515625    $750.00  $22,558.75    ($281.25)  86.84%  63.16%  $15.000000  $0.000000
 98  Buy  04/20/10  Long TY #1  $92.109375  $0.00  1  $516.88  0.59%  $546.88  81.40%    $15.000000  $0.000000
   Sell  04/22/10  Long TY Exit1  $92.656250    $546.88  $23,075.63    ($125.00)  100.00%  81.40%  $15.000000  $0.000000
 99  Buy  04/23/10  Long TY #1  $92.000000  $0.00  1  $282.50  0.34%  $312.50  52.63%    $15.000000  $0.000000
   Sell  04/27/10  Long TY Exit1  $92.312500    $312.50  $23,358.13    ($281.25)  100.00%  52.63%  $15.000000  $0.000000
 100  Buy  05/04/10  Long TY #1  $93.359375  $0.00  1  $626.25  0.70%  $656.25  95.45%    $15.000000  $0.000000
   Sell  05/05/10  Long TY Exit1  $94.015625    $656.25  $23,984.38    ($31.25)  100.00%  95.45%  $15.000000  $0.000000
 101  Buy  05/11/10  Long TY #1  $94.750000  $0.00  1  $329.38  0.38%  $687.50  44.44%    $15.000000  $0.000000
   Sell  05/17/10  Long TY Exit1  $95.109375    $359.38  $24,313.75    ($859.38)  78.79%  23.23%  $15.000000  $0.000000
 102  Buy  05/27/10  Long TY #1  $96.140625  $0.00  1  $610.63  0.67%  $859.38  43.65%    $15.000000  $0.000000
   Sell  06/07/10  Long TY Exit1  $96.781250    $640.63  $24,924.38    ($1,109.38)  88.89%  32.54%  $15.000000  $0.000000
 103  Buy  06/11/10  Long TY #1  $96.250000  $0.00  1  $751.25  0.81%  $953.13  76.25%    $15.000000  $0.000000
   Sell  06/23/10  Long TY Exit1  $97.031250    $781.25  $25,675.63    ($296.88)  86.25%  62.50%  $15.000000  $0.000000
 104  Buy  07/06/10  Long TY #1  $98.625000  $0.00  1  $360.63  0.40%  $390.63  65.79%    $15.000000  $0.000000
   Sell  07/07/10  Long TY Exit1  $99.015625    $390.63  $26,036.25    ($203.13)  100.00%  65.79%  $15.000000  $0.000000
 105  Buy  07/08/10  Long TY #1  $98.468750  $0.00  1  $454.38  0.49%  $640.63  46.59%    $15.000000  $0.000000
   Sell  07/16/10  Long TY Exit1  $98.953125    $484.38  $26,490.63    ($734.38)  88.64%  35.23%  $15.000000  $0.000000
 106  Buy  07/26/10  Long TY #1  $98.921875  $0.00  1  $891.88  0.93%  $1,187.50  70.37%    $15.000000  $0.000000
   Sell  08/02/10  Long TY Exit1  $99.843750    $921.88  $27,382.50    ($500.00)  84.26%  54.63%  $15.000000  $0.000000
 107  Buy  08/18/10  Long TY #1  $102.171875  $0.00  1  $95.00  0.12%  $203.13  24.07%    $15.000000  $0.000000
   Sell  08/20/10  Long TY Exit1  $102.296875    $125.00  $27,477.50    ($640.63)  90.74%  14.81%  $15.000000  $0.000000
 108  Buy  10/01/10  Long TY #1  $102.875000  $0.00  1  $704.38  0.71%  $734.38  73.44%    $15.000000  $0.000000
   Sell  10/05/10  Long TY Exit1  $103.609375    $734.38  $28,181.88    ($265.63)  100.00%  73.44%  $15.000000  $0.000000
 109  Buy  10/13/10  Long TY #1  $103.906250  $0.00  1  $32.50  0.06%  $375.00  52.17%    $15.000000  $0.000000
   Sell  10/15/10  Long TY Exit1  $103.968750    $62.50  $28,214.38    ($343.75)  56.52%  8.70%  $15.000000  $0.000000
 110  Buy  11/10/10  Long TY #1  $103.375000  $0.00  1  $579.38  0.59%  $656.25  58.33%    $15.000000  $0.000000
   Sell  11/11/10  Long TY Exit1  $103.984375    $609.38  $28,793.75    ($468.75)  95.83%  54.17%  $15.000000  $0.000000
 111  Buy  05/11/11  Long TY #1  $101.062500  $0.00  1  $641.88  0.66%  $671.88  93.48%    $15.000000  $0.000000
   Sell  05/12/11  Long TY Exit1  $101.734375    $671.88  $29,435.63    ($46.88)  100.00%  93.48%  $15.000000  $0.000000
 112  Buy  05/13/11  Long TY #1  $101.375000  $0.00  1  $423.13  0.45%  $812.50  94.55%    $15.000000  $0.000000
   Sell  05/16/11  Long TY Exit1  $101.828125    $453.13  $29,858.75    ($46.88)  58.18%  52.73%  $15.000000  $0.000000
 113  Buy  05/20/11  Long TY #1  $101.968750  $0.00  1  $563.75  0.58%  $593.75  71.70%    $15.000000  $0.000000
   Sell  05/23/11  Long TY Exit1  $102.562500    $593.75  $30,422.50    ($234.38)  100.00%  71.70%  $15.000000  $0.000000
 114  Buy  07/21/11  Long TY #1  $105.000000  $0.00  1  ($295.63)  (0.25%)  $171.88  19.64%    $15.000000  $0.000000
   Sell  07/22/11  Long TY Exit1  $104.734375    ($265.63)  $30,126.88    ($703.13)  50.00%  (30.36%)  $15.000000  $0.000000
 115  Buy  08/08/11  Long TY #1  $108.156250  $0.00  1  $470.00  0.46%  $1,218.75  97.50%    $15.000000  $0.000000
   Sell  08/09/11  Long TY Exit1  $108.656250    $500.00  $30,596.88    ($31.25)  42.50%  40.00%  $15.000000  $0.000000
 116  Buy  08/16/11  Long TY #1  $110.359375  $0.00  1  $141.88  0.16%  $500.00  65.31%    $15.000000  $0.000000
   Sell  08/17/11  Long TY Exit1  $110.531250    $171.88  $30,738.75    ($265.63)  57.14%  22.45%  $15.000000  $0.000000
 117  Buy  09/08/11  Long TY #1  $111.859375  $0.00  1  ($201.88)  (0.15%)  $109.38  23.33%    $15.000000  $0.000000
   Sell  09/09/11  Long TY Exit1  $111.687500    ($171.88)  $30,536.88    ($359.38)  40.00%  (36.67%)  $15.000000  $0.000000
 118  Buy  09/13/11  Long TY #1  $112.140625  $0.00  1  ($248.75)  (0.20%)  $109.38  6.80%    $15.000000  $0.000000
   Sell  09/20/11  Long TY Exit1  $111.921875    ($218.75)  $30,288.13    ($1,500.00)  79.61%  (13.59%)  $15.000000  $0.000000
 119  Buy  09/26/11  Long TY #1  $112.218750  $0.00  1  ($811.25)  (0.70%)  $140.63  15.25%    $15.000000  $0.000000
   Sell  09/27/11  Long TY Exit1  $111.437500    ($781.25)  $29,476.88    ($781.25)  0.00%  (84.75%)  $15.000000  $0.000000
 120  Buy  10/27/11  Long TY #1  $109.500000  $0.00  1  $2,095.00  1.94%  $2,125.00  74.32%    $15.000000  $0.000000
   Sell  11/01/11  Long TY Exit1  $111.625000    $2,125.00  $31,571.88    ($734.38)  100.00%  74.32%  $15.000000  $0.000000
 121  Buy  11/09/11  Long TY #1  $112.234375  $0.00  1  ($201.88)  (0.15%)  $343.75  57.89%    $15.000000  $0.000000
   Sell  11/10/11  Long TY Exit1  $112.062500    ($171.88)  $31,370.00    ($250.00)  13.16%  (28.95%)  $15.000000  $0.000000
 122  Buy  11/11/11  Long TY #1  $111.718750  $0.00  1  ($123.75)  (0.08%)  $125.00  21.62%    $15.000000  $0.000000
   Sell  11/14/11  Long TY Exit1  $111.625000    ($93.75)  $31,246.25    ($453.13)  62.16%  (16.22%)  $15.000000  $0.000000
 123  Buy  11/21/11  Long TY #1  $112.203125  $0.00  1  $220.00  0.22%  $609.38  72.22%    $15.000000  $0.000000
   Sell  11/25/11  Long TY Exit1  $112.453125    $250.00  $31,466.25    ($234.38)  57.41%  29.63%  $15.000000  $0.000000
 124  Buy  11/28/11  Long TY #1  $111.484375  $0.00  1  $1,001.25  0.93%  $1,234.38  69.30%    $15.000000  $0.000000
   Sell  12/09/11  Long TY Exit1  $112.515625    $1,031.25  $32,467.50    ($546.88)  88.60%  57.89%  $15.000000  $0.000000
 125  Buy  12/12/11  Long TY #1  $112.343750  $0.00  1  $360.63  0.35%  $562.50  76.60%    $15.000000  $0.000000
   Sell  12/14/11  Long TY Exit1  $112.734375    $390.63  $32,828.13    ($171.88)  76.60%  53.19%  $15.000000  $0.000000
 126  Buy  12/21/11  Long TY #1  $113.093750  $0.00  1  ($14.38)  0.01%  $140.63  12.68%    $15.000000  $0.000000
   Sell  12/30/11  Long TY Exit1  $113.109375    $15.63  $32,813.75    ($968.75)  88.73%  1.41%  $15.000000  $0.000000
 127  Buy  01/04/12  Long TY #1  $113.000000  $0.00  1  $391.88  0.37%  $625.00  51.28%    $15.000000  $0.000000
   Sell  01/12/12  Long TY Exit1  $113.421875    $421.88  $33,205.63    ($593.75)  83.33%  34.62%  $15.000000  $0.000000
 128  Buy  01/20/12  Long TY #1  $112.843750  $0.00  1  $720.00  0.66%  $984.38  57.80%    $15.000000  $0.000000
   Sell  01/27/12  Long TY Exit1  $113.593750    $750.00  $33,925.63    ($718.75)  86.24%  44.04%  $15.000000  $0.000000
 129  Buy  02/06/12  Long TY #1  $113.796875  $0.00  1  ($576.88)  (0.48%)  $328.13  37.50%    $15.000000  $0.000000
   Sell  02/08/12  Long TY Exit1  $113.250000    ($546.88)  $33,348.75    ($546.88)  0.00%  (62.50%)  $15.000000  $0.000000
 130  Buy  03/01/12  Long TY #1  $113.140625  $0.00  1  $829.38  0.76%  $968.75  80.52%    $15.000000  $0.000000
   Sell  03/07/12  Long TY Exit1  $114.000000    $859.38  $34,178.13    ($234.38)  90.91%  71.43%  $15.000000  $0.000000
 131  Buy  03/08/12  Long TY #1  $113.640625  $0.00  1  ($2,030.00)  (1.76%)  $187.50  8.57%    $15.000000  $0.000000
   Sell  03/14/12  Stop Loss  $111.640625    ($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  $112.203125  $0.00  1  ($436.25)  (0.36%)  $453.13  39.19%    $15.000000  $0.000000
   Sell  04/04/12  Long TY Exit1  $111.796875    ($406.25)  $31,711.88    ($703.13)  25.68%  (35.14%)  $15.000000  $0.000000
 133  Buy  04/13/12  Long TY #1  $114.031250  $0.00  1  $220.00  0.22%  $250.00  69.57%    $15.000000  $0.000000
   Sell  04/16/12  Long TY Exit1  $114.281250    $250.00  $31,931.88    ($109.38)  100.00%  69.57%  $15.000000  $0.000000
 134  Buy  04/25/12  Long TY #1  $114.187500  $0.00  1  $391.88  0.37%  $531.25  56.67%    $15.000000  $0.000000
   Sell  04/27/12  Long TY Exit1  $114.609375    $421.88  $32,323.75    ($406.25)  88.33%  45.00%  $15.000000  $0.000000
 135  Buy  05/25/12  Long TY #1  $116.171875  $0.00  1  $1,048.13  0.93%  $1,156.25  98.67%    $15.000000  $0.000000
   Sell  05/31/12  Long TY Exit1  $117.250000    $1,078.13  $33,371.88    ($15.63)  93.33%  92.00%  $15.000000  $0.000000
 136  Buy  07/02/12  Long TY #1  $117.062500  $0.00  1  $970.00  0.85%  $1,000.00  98.46%    $15.000000  $0.000000
   Sell  07/09/12  Long TY Exit1  $118.062500    $1,000.00  $34,341.88    ($15.63)  100.00%  98.46%  $15.000000  $0.000000
 137  Buy  07/18/12  Long TY #1  $118.296875  $0.00  1  $579.38  0.52%  $609.38  67.24%    $15.000000  $0.000000
   Sell  07/23/12  Long TY Exit1  $118.906250    $609.38  $34,921.25    ($296.88)  100.00%  67.24%  $15.000000  $0.000000
 138  Buy  08/14/12  Long TY #1  $117.000000  $0.00  1  ($748.75)  (0.61%)  $31.25  4.17%    $15.000000  $0.000000
   Sell  08/15/12  Long TY Exit1  $116.281250    ($718.75)  $34,172.50    ($718.75)  0.00%  (95.83%)  $15.000000  $0.000000
 139  Buy  09/06/12  Long TY #1  $117.640625  $0.00  1  ($655.00)  (0.53%)  $78.13  11.11%    $15.000000  $0.000000
   Sell  09/07/12  Long TY Exit1  $117.015625    ($625.00)  $33,517.50    ($625.00)  0.00%  (88.89%)  $15.000000  $0.000000
 140  Buy  11/07/12  Long TY #1  $118.203125  $0.00  1  ($45.63)  (0.01%)  $140.63  64.29%    $15.000000  $0.000000
   Sell  11/08/12  Long TY Exit1  $118.187500    ($15.63)  $33,471.88    ($78.13)  28.57%  (7.14%)  $15.000000  $0.000000
 141  Buy  11/20/12  Long TY #1  $118.453125  $0.00  1  ($14.38)  0.01%  $265.63  34.69%    $15.000000  $0.000000
   Sell  11/29/12  Long TY Exit1  $118.468750    $15.63  $33,457.50    ($500.00)  67.35%  2.04%  $15.000000  $0.000000
 142  Buy  12/04/12  Long TY #1  $118.625000  $0.00  1  $204.38  0.20%  $234.38  93.75%    $15.000000  $0.000000
   Sell  12/05/12  Long TY Exit1  $118.859375    $234.38  $33,661.88    ($15.63)  100.00%  93.75%  $15.000000  $0.000000
 143  Buy  12/10/12  Long TY #1  $118.859375  $0.00  1  ($326.88)  (0.25%)  $78.13  20.83%    $15.000000  $0.000000
   Sell  12/11/12  Long TY Exit1  $118.562500    ($296.88)  $33,335.00    ($296.88)  0.00%  (79.17%)  $15.000000  $0.000000
 144  Buy  04/03/13  Long TY #1  $118.296875  $0.00  1  $532.50  0.48%  $562.50  94.74%    $15.000000  $0.000000
   Sell  04/04/13  Long TY Exit1  $118.859375    $562.50  $33,867.50    ($31.25)  100.00%  94.74%  $15.000000  $0.000000
 145  Buy  04/11/13  Long TY #1  $118.781250  $0.00  1  $532.50  0.47%  $562.50  90.00%    $15.000000  $0.000000
   Sell  04/15/13  Long TY Exit1  $119.343750    $562.50  $34,400.00    ($62.50)  100.00%  90.00%  $15.000000  $0.000000
 146  Buy  04/17/13  Long TY #1  $119.328125  $0.00  1  ($76.88)  (0.04%)  $250.00  64.00%    $15.000000  $0.000000
   Sell  04/18/13  Long TY Exit1  $119.281250    ($46.88)  $34,323.13    ($140.63)  24.00%  (12.00%)  $15.000000  $0.000000
 147  Buy  04/23/13  Long TY #1  $119.578125  $0.00  1  $141.88  0.14%  $265.63  39.53%    $15.000000  $0.000000
   Sell  04/29/13  Long TY Exit1  $119.750000    $171.88  $34,465.00    ($406.25)  86.05%  25.58%  $15.000000  $0.000000
 148  Buy  05/10/13  Long TY #1  $118.750000  $0.00  1  ($498.75)  (0.39%)  $46.88  7.32%    $15.000000  $0.000000
   Sell  05/13/13  Long TY Exit1  $118.281250    ($468.75)  $33,966.25    ($593.75)  19.51%  (73.17%)  $15.000000  $0.000000
 149  Buy  10/31/13  Long TY #1  $116.078125  $0.00  1  ($701.88)  (0.58%)  $125.00  15.69%    $15.000000  $0.000000
   Sell  11/01/13  Long TY Exit2  $115.406250    ($671.88)  $33,264.38    ($671.88)  0.00%  (84.31%)  $15.000000  $0.000000
 150  Buy  02/12/14  Long TY #1  $115.093750  $0.00  1  $860.63  0.77%  $890.63  75.00%    $15.000000  $0.000000
   Sell  02/27/14  Long TY Exit1  $115.984375    $890.63  $34,125.00    ($296.88)  100.00%  75.00%  $15.000000  $0.000000
 151  Buy  03/03/14  Long TY #1  $116.156250  $0.00  1  ($280.00)  (0.22%)  $187.50  42.86%    $15.000000  $0.000000
   Sell  03/04/14  Long TY Exit1  $115.906250    ($250.00)  $33,845.00    ($250.00)  0.00%  (57.14%)  $15.000000  $0.000000
 152  Buy  03/25/14  Long TY #1  $114.656250  $0.00  1  $313.75  0.30%  $562.50  81.82%    $15.000000  $0.000000
   Sell  03/28/14  Long TY Exit1  $115.000000    $343.75  $34,158.75    ($125.00)  68.18%  50.00%  $15.000000  $0.000000
 153  Buy  04/17/14  Long TY #1  $115.578125  $0.00  1  ($217.50)  (0.16%)  $15.63  1.89%    $15.000000  $0.000000
   Sell  04/25/14  Long TY Exit1  $115.390625    ($187.50)  $33,941.25    ($812.50)  75.47%  (22.64%)  $15.000000  $0.000000
 154  Buy  05/13/14  Long TY #1  $115.937500  $0.00  1  $720.00  0.65%  $750.00  100.00%    $15.000000  $0.000000
   Sell  05/14/14  Long TY Exit1  $116.687500    $750.00  $34,661.25    $0.00  100.00%  100.00%  $15.000000  $0.000000
 155  Buy  05/22/14  Long TY #1  $116.906250  $0.00  1  $376.25  0.35%  $406.25  86.67%    $15.000000  $0.000000
   Sell  05/28/14  Long TY Exit1  $117.312500    $406.25  $35,037.50    ($62.50)  100.00%  86.67%  $15.000000  $0.000000
 156  Buy  06/17/14  Long TY #1  $116.375000  $0.00  1  ($420.63)  (0.34%)  $46.88  8.82%    $15.000000  $0.000000
   Sell  06/18/14  Long TY Exit1  $115.984375    ($390.63)  $34,616.88    ($484.38)  17.65%  (73.53%)  $15.000000  $0.000000
 157  Buy  06/23/14  Long TY #1  $116.500000  $0.00  1  $204.38  0.20%  $234.38  53.57%    $15.000000  $0.000000
   Sell  06/25/14  Long TY Exit1  $116.734375    $234.38  $34,821.25    ($203.13)  100.00%  53.57%  $15.000000  $0.000000
 158  Buy  07/02/14  Long TY #1  $116.703125  $0.00  1  $688.75  0.62%  $718.75  46.00%    $15.000000  $0.000000
   Sell  07/10/14  Long TY Exit1  $117.421875    $718.75  $35,510.00    ($843.75)  100.00%  46.00%  $15.000000  $0.000000
 159  Buy  08/19/14  Long TY #1  $118.609375  $0.00  1  ($186.25)  (0.13%)  $31.25  3.17%    $15.000000  $0.000000
   Sell  08/28/14  Long TY Exit1  $118.453125    ($156.25)  $35,323.75    ($953.13)  80.95%  (15.87%)  $15.000000  $0.000000
 160  Buy  09/09/14  Long TY #1  $117.312500  $0.00  1  ($92.50)  (0.05%)  $140.63  32.14%    $15.000000  $0.000000
   Sell  09/11/14  Long TY Exit1  $117.250000    ($62.50)  $35,231.25    ($296.88)  53.57%  (14.29%)  $15.000000  $0.000000
 161  Buy  09/25/14  Long TY #1  $117.125000  $0.00  1  $345.00  0.32%  $375.00  88.89%    $15.000000  $0.000000
   Sell  09/26/14  Long TY Exit1  $117.500000    $375.00  $35,576.25    ($46.88)  100.00%  88.89%  $15.000000  $0.000000
 162  Buy  10/06/14  Long TY #1  $117.953125  $0.00  1  $126.25  0.13%  $265.63  60.71%    $15.000000  $0.000000
   Sell  10/07/14  Long TY Exit1  $118.109375    $156.25  $35,702.50    ($171.88)  75.00%  35.71%  $15.000000  $0.000000
 163  Buy  10/20/14  Long TY #1  $120.312500  $0.00  1  ($1,780.00)  (1.45%)  $296.88  14.50%    $15.000000  $0.000000
   Sell  11/07/14  Stop Loss  $118.562500    ($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  $118.875000  $0.00  1  $110.63  0.12%  $390.63  71.43%    $15.000000  $0.000000
   Sell  11/14/14  Long TY Exit1  $119.015625    $140.63  $34,033.13    ($156.25)  54.29%  25.71%  $15.000000  $0.000000
 165  Buy  12/03/14  Long TY #1  $119.593750  $0.00  1  $907.50  0.78%  $937.50  61.22%    $15.000000  $0.000000
   Sell  12/11/14  Long TY Exit1  $120.531250    $937.50  $34,940.63    ($593.75)  100.00%  61.22%  $15.000000  $0.000000
 166  Buy  12/18/14  Long TY #1  $119.968750  $0.00  1  ($186.25)  (0.13%)  $109.38  9.46%    $15.000000  $0.000000
   Sell  01/02/15  Long TY Exit1  $119.812500    ($156.25)  $34,754.38    ($1,046.88)  77.03%  (13.51%)  $15.000000  $0.000000
 167  Buy  01/22/15  Long TY #1  $122.093750  $0.00  1  $1,438.75  1.20%  $1,656.25  94.64%    $15.000000  $0.000000
   Sell  01/29/15  Long TY Exit1  $123.562500    $1,468.75  $36,193.13    ($93.75)  89.29%  83.93%  $15.000000  $0.000000
 168  Buy  01/30/15  Long TY #1  $123.906250  $0.00  1  $188.75  0.18%  $453.13  85.29%    $15.000000  $0.000000
   Sell  02/02/15  Long TY Exit1  $124.125000    $218.75  $36,381.88    ($78.13)  55.88%  41.18%  $15.000000  $0.000000
 169  Buy  03/03/15  Long TY #1  $120.921875  $0.00  1  $657.50  0.57%  $687.50  38.26%    $15.000000  $0.000000
   Sell  03/18/15  Long TY Exit1  $121.609375    $687.50  $37,039.38    ($1,109.38)  100.00%  38.26%  $15.000000  $0.000000
 170  Buy  03/27/15  Long TY #1  $122.328125  $0.00  1  $79.38  0.09%  $265.63  94.44%    $15.000000  $0.000000
   Sell  03/30/15  Long TY Exit1  $122.437500    $109.38  $37,118.75    ($15.63)  44.44%  38.89%  $15.000000  $0.000000
 171  Buy  04/14/15  Long TY #1  $123.031250  $0.00  1  $407.50  0.36%  $562.50  87.80%    $15.000000  $0.000000
   Sell  04/16/15  Long TY Exit1  $123.468750    $437.50  $37,526.25    ($78.13)  80.49%  68.29%  $15.000000  $0.000000
 172  Buy  05/19/15  Long TY #1  $121.359375  $0.00  1  ($326.88)  (0.24%)  $0.00  0.00%    $15.000000  $0.000000
   Sell  05/20/15  Long TY Exit1  $121.062500    ($296.88)  $37,199.38    ($703.13)  57.78%  (42.22%)  $15.000000  $0.000000
 173  Buy  06/02/15  Long TY #1  $121.281250  $0.00  1  ($701.88)  (0.55%)  $15.63  2.27%    $15.000000  $0.000000
   Sell  06/03/15  Long TY Exit1  $120.609375    ($671.88)  $36,497.50    ($671.88)  0.00%  (97.73%)  $15.000000  $0.000000
 174  Buy  07/31/15  Long TY #1  $121.328125  $0.00  1  $641.88  0.55%  $718.75  100.00%    $15.000000  $0.000000
   Sell  08/03/15  Long TY Exit1  $122.000000    $671.88  $37,139.38    $0.00  93.48%  93.48%  $15.000000  $0.000000
 175  Buy  08/14/15  Long TY #1  $122.109375  $0.00  1  $657.50  0.56%  $687.50  59.46%    $15.000000  $0.000000
   Sell  08/20/15  Long TY Exit1  $122.796875    $687.50  $37,796.88    ($468.75)  100.00%  59.46%  $15.000000  $0.000000
 176  Buy  09/09/15  Long TY #1  $122.203125  $0.00  1  ($451.88)  (0.35%)  $593.75  58.46%    $15.000000  $0.000000
   Sell  09/16/15  Long TY Exit1  $121.781250    ($421.88)  $37,345.00    ($421.88)  0.00%  (41.54%)  $15.000000  $0.000000
 177  Buy  09/24/15  Long TY #1  $123.312500  $0.00  1  ($639.38)  (0.49%)  $265.63  30.36%    $15.000000  $0.000000
   Sell  09/25/15  Long TY Exit1  $122.703125    ($609.38)  $36,705.63    ($609.38)  0.00%  (69.64%)  $15.000000  $0.000000
 178  Buy  09/28/15  Long TY #1  $123.218750  $0.00  1  $188.75  0.18%  $328.13  60.00%    $15.000000  $0.000000
   Sell  09/29/15  Long TY Exit1  $123.437500    $218.75  $36,894.38    ($218.75)  80.00%  40.00%  $15.000000  $0.000000
 179  Buy  10/06/15  Long TY #1  $124.031250  $0.00  1  $438.75  0.38%  $656.25  46.67%    $15.000000  $0.000000
   Sell  10/15/15  Long TY Exit1  $124.500000    $468.75  $37,333.13    ($750.00)  86.67%  33.33%  $15.000000  $0.000000
 180  Buy  10/20/15  Long TY #1  $123.843750  $0.00  1  ($108.13)  (0.06%)  $0.00  0.00%    $15.000000  $0.000000
   Sell  10/21/15  Long TY Exit1  $123.765625    ($78.13)  $37,225.00    ($250.00)  68.75%  (31.25%)  $15.000000  $0.000000
 181  Buy  12/03/15  Long TY #1  $122.140625  $0.00  1  $95.00  0.10%  $312.50  21.05%    $15.000000  $0.000000
   Sell  12/10/15  Long TY Exit1  $122.265625    $125.00  $37,320.00    ($1,171.88)  87.37%  8.42%  $15.000000  $0.000000
 182  Buy  12/11/15  Long TY #1  $122.359375  $0.00  1  $360.63  0.32%  $531.25  77.27%    $15.000000  $0.000000
   Sell  12/14/15  Long TY Exit1  $122.750000    $390.63  $37,680.63    ($156.25)  79.55%  56.82%  $15.000000  $0.000000
 183  Buy  01/25/16  Long TY #1  $124.187500  $0.00  1  $95.00  0.10%  $343.75  73.33%    $15.000000  $0.000000
   Sell  01/27/16  Long TY Exit1  $124.312500    $125.00  $37,775.63    ($125.00)  53.33%  26.67%  $15.000000  $0.000000
 184  Buy  02/02/16  Long TY #1  $125.218750  $0.00  1  $407.50  0.35%  $562.50  97.30%    $15.000000  $0.000000
   Sell  02/03/16  Long TY Exit1  $125.656250    $437.50  $38,183.13    ($15.63)  78.38%  75.68%  $15.000000  $0.000000
 185  Buy  02/16/16  Long TY #1  $126.468750  $0.00  1  $204.38  0.19%  $1,015.63  63.11%    $15.000000  $0.000000
   Sell  02/26/16  Long TY Exit1  $126.703125    $234.38  $38,387.50    ($593.75)  51.46%  14.56%  $15.000000  $0.000000
 186  Buy  03/08/16  Long TY #1  $125.453125  $0.00  1  ($311.25)  (0.22%)  $296.88  51.35%    $15.000000  $0.000000
   Sell  03/09/16  Long TY Exit1  $125.171875    ($281.25)  $38,076.25    ($281.25)  0.00%  (48.65%)  $15.000000  $0.000000
 187  Buy  03/22/16  Long TY #1  $125.265625  $0.00  1  $173.13  0.16%  $250.00  34.78%    $15.000000  $0.000000
   Sell  03/29/16  Long TY Exit1  $125.468750    $203.13  $38,249.38    ($468.75)  93.48%  28.26%  $15.000000  $0.000000
 188  Buy  04/13/16  Long TY #1  $126.468750  $0.00  1  ($811.25)  (0.62%)  $343.75  30.56%    $15.000000  $0.000000
   Sell  04/21/16  Long TY Exit1  $125.687500    ($781.25)  $37,438.13    ($781.25)  0.00%  (69.44%)  $15.000000  $0.000000
 189  Buy  05/13/16  Long TY #1  $126.859375  $0.00  1  ($61.25)  (0.02%)  $171.88  40.74%    $15.000000  $0.000000
   Sell  05/16/16  Long TY Exit1  $126.828125    ($31.25)  $37,376.88    ($250.00)  51.85%  (7.41%)  $15.000000  $0.000000
 190  Buy  06/01/16  Long TY #1  $125.875000  $0.00  1  ($186.25)  (0.12%)  $203.13  46.43%    $15.000000  $0.000000
   Sell  06/02/16  Long TY Exit1  $125.718750    ($156.25)  $37,190.63    ($234.38)  17.86%  (35.71%)  $15.000000  $0.000000
 191  Buy  07/12/16  Long TY #1  $128.984375  $0.00  1  ($795.63)  (0.59%)  $93.75  8.11%    $15.000000  $0.000000
   Sell  07/18/16  Long TY Exit1  $128.218750    ($765.63)  $36,395.00    ($1,062.50)  25.68%  (66.22%)  $15.000000  $0.000000
 192  Buy  07/26/16  Long TY #1  $128.250000  $0.00  1  $360.63  0.30%  $453.13  64.44%    $15.000000  $0.000000
   Sell  07/28/16  Long TY Exit1  $128.640625    $390.63  $36,755.63    ($250.00)  91.11%  55.56%  $15.000000  $0.000000
 193  Buy  08/02/16  Long TY #1  $128.500000  $0.00  1  $563.75  0.46%  $734.38  82.46%    $15.000000  $0.000000
   Sell  08/05/16  Long TY Exit1  $129.093750    $593.75  $37,319.38    ($156.25)  84.21%  66.67%  $15.000000  $0.000000
 194  Buy  08/08/16  Long TY #1  $128.109375  $0.00  1  ($92.50)  (0.05%)  $937.50  84.51%    $15.000000  $0.000000
   Sell  08/17/16  Long TY Exit1  $128.046875    ($62.50)  $37,226.88    ($171.88)  9.86%  (5.63%)  $15.000000  $0.000000
 195  Buy  09/09/16  Long TY #1  $127.562500  $0.00  1  ($217.50)  (0.15%)  $62.50  25.00%    $15.000000  $0.000000
   Sell  09/12/16  Long TY Exit1  $127.375000    ($187.50)  $37,009.38    ($187.50)  0.00%  (75.00%)  $15.000000  $0.000000
 196  Buy  10/18/16  Long TY #1  $127.234375  $0.00  1  $204.38  0.18%  $359.38  76.67%    $15.000000  $0.000000
   Sell  10/24/16  Long TY Exit1  $127.468750    $234.38  $37,213.75    ($109.38)  73.33%  50.00%  $15.000000  $0.000000
 197  Buy  10/25/16  Long TY #1  $127.140625  $0.00  1  ($748.75)  (0.57%)  $281.25  27.69%    $15.000000  $0.000000
   Sell  10/28/16  Long TY Exit2  $126.421875    ($718.75)  $36,465.00    ($734.38)  1.54%  (70.77%)  $15.000000  $0.000000
 198  Buy  06/08/17  Long TY #1  $124.953125  $0.00  1  $407.50  0.35%  $906.25  82.86%    $15.000000  $0.000000
   Sell  06/15/17  Long TY Exit1  $125.390625    $437.50  $36,872.50    ($187.50)  57.14%  40.00%  $15.000000  $0.000000
 199  Buy  06/20/17  Long TY #1  $125.156250  $0.00  1  ($311.25)  (0.22%)  $359.38  47.92%    $15.000000  $0.000000
   Sell  06/28/17  Long TY Exit1  $124.875000    ($281.25)  $36,561.25    ($390.63)  14.58%  (37.50%)  $15.000000  $0.000000
 200  Buy  08/03/17  Long TY #1  $124.859375  $0.00  1  $48.13  0.06%  $125.00  57.14%    $15.000000  $0.000000
   Sell  08/04/17  Long TY Exit1  $124.937500    $78.13  $36,609.38    ($93.75)  78.57%  35.71%  $15.000000  $0.000000
 201  Buy  08/07/17  Long TY #1  $124.625000  $0.00  1  $438.75  0.38%  $468.75  81.08%    $15.000000  $0.000000
   Sell  08/09/17  Long TY Exit1  $125.093750    $468.75  $37,048.13    ($109.38)  100.00%  81.08%  $15.000000  $0.000000
 202  Buy  08/15/17  Long TY #1  $124.828125  $0.00  1  $610.63  0.51%  $828.13  80.30%    $15.000000  $0.000000
   Sell  08/21/17  Long TY Exit1  $125.468750    $640.63  $37,658.75    ($203.13)  81.82%  62.12%  $15.000000  $0.000000
 203  Buy  08/23/17  Long TY #1  $125.312500  $0.00  1  $48.13  0.06%  $234.38  100.00%    $15.000000  $0.000000
   Sell  08/24/17  Long TY Exit1  $125.390625    $78.13  $37,706.88    $0.00  33.33%  33.33%  $15.000000  $0.000000
 204  Buy  08/25/17  Long TY #1  $125.281250  $0.00  1  $673.13  0.56%  $703.13  93.75%    $15.000000  $0.000000
   Sell  08/29/17  Long TY Exit1  $125.984375    $703.13  $38,380.00    ($46.88)  100.00%  93.75%  $15.000000  $0.000000
 205  Buy  08/31/17  Long TY #1  $125.656250  $0.00  1  $141.88  0.14%  $234.38  78.95%    $15.000000  $0.000000
   Sell  09/01/17  Long TY Exit1  $125.828125    $171.88  $38,521.88    ($62.50)  78.95%  57.89%  $15.000000  $0.000000
 206  Buy  09/05/17  Long TY #1  $125.765625  $0.00  1  $454.38  0.39%  $578.13  97.37%    $15.000000  $0.000000
   Sell  09/06/17  Long TY Exit1  $126.250000    $484.38  $38,976.25    ($15.63)  84.21%  81.58%  $15.000000  $0.000000
 207  Buy  09/12/17  Long TY #1  $125.703125  $0.00  1  ($842.50)  (0.65%)  $15.63  1.19%    $15.000000  $0.000000
   Sell  09/26/17  Long TY Exit1  $124.890625    ($812.50)  $38,133.75    ($1,296.88)  36.90%  (61.90%)  $15.000000  $0.000000
 208  Buy  10/18/17  Long TY #1  $124.015625  $0.00  1  ($311.25)  (0.23%)  $359.38  50.00%    $15.000000  $0.000000
   Sell  10/23/17  Long TY Exit2  $123.734375    ($281.25)  $37,822.50    ($359.38)  10.87%  (39.13%)  $15.000000  $0.000000
 209  Buy  11/10/17  Long TY #1  $123.812500  $0.00  1  ($264.38)  (0.19%)  $15.63  4.55%    $15.000000  $0.000000
   Sell  11/14/17  Long TY Exit2  $123.578125    ($234.38)  $37,558.13    ($328.13)  27.27%  (68.18%)  $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 - 8/3/2018 2:00:00 PM
TradeStation Periodical Returns: Annual 
 
Mark-To-Market Period Analysis:

Period

Net Profit % Gain Profit Factor # Trades % Profitable

Last 12 month

$996.88 0.73% 1.70 10 70.00%
1/1/2017 $1,093.13 0.80% 1.63 12 66.67%
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 $1,093.13 0.80% 1.63 12 66.67%
1/1/2016 - 1/1/2017 ($122.50) (0.09%) 0.98 27 55.56%
1/1/2015 - 1/1/2017 $2,538.75 1.88% 1.34 44 59.09%
1/1/2014 - 1/1/2017 $4,293.75 3.22% 1.42 60 60.00%
1/1/2013 - 1/1/2017 $4,223.13 3.17% 1.36 66 59.09%
1/1/2012 - 1/1/2017 $4,744.38 3.57% 1.29 83 57.83%
1/1/2011 - 1/1/2017 $8,764.38 6.80% 1.48 99 57.58%
1/1/2010 - 1/1/2017 $17,508.13 14.58% 1.95 119 63.87%
1/1/2009 - 1/1/2017 $19,867.50 16.88% 1.99 132 63.64%
1/1/2008 - 1/1/2017 $24,061.88 21.20% 1.90 150 62.67%
1/1/2007 - 1/1/2017 $30,678.75 28.70% 2.06 168 64.88%
1/1/2006 - 1/1/2017 $31,549.38 29.76% 2.04 177 64.97%
1/1/2005 - 1/1/2017 $33,107.50 31.70% 2.07 186 63.98%
1/1/2004 - 1/1/2017 $36,193.75 35.71% 2.05 205 63.90%
1/1/2003 - 1/1/2017 $37,558.13 37.56% 2.09 209 64.59%

Created by TradeStation: 8/3/2018 10:16:10 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, @TY.D, Daily, 1/2/2003 2:00:00 PM - 8/3/2018 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 $562.34 0.44% 76.92%
September ($17.22) (0.01%) 42.31%
October ($141.35) (0.11%) 57.14%
November $452.50 0.37% 59.09%
December $417.22 0.34% 73.68%
 
Mark-To-Market Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

11/1/2017 ($264.38) (0.19%) 0.00 1 0.00%
10/1/2017 ($311.25) (0.23%) 0.00 1 0.00%
9/1/2017 ($434.38) (0.31%) 0.51 3 33.33%
8/1/2017 $2,006.88 1.47% 100.00 6 100.00%
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

11/1/2017 - Today ($264.38) (0.19%) 0.00 1 0.00%
10/1/2017 - 11/1/2017 ($575.63) (0.42%) 0.00 2 0.00%
9/1/2017 - 11/1/2017 ($1,010.00) (0.73%) 0.31 5 20.00%
8/1/2017 - 11/1/2017 $996.88 0.73% 1.70 10 70.00%
7/1/2017 - 11/1/2017 $996.88 0.73% 1.70 10 70.00%
6/1/2017 - 11/1/2017 $1,093.13 0.80% 1.63 12 66.67%
5/1/2017 - 11/1/2017 $1,093.13 0.80% 1.63 12 66.67%
4/1/2017 - 11/1/2017 $1,093.13 0.80% 1.63 12 66.67%
3/1/2017 - 11/1/2017 $1,093.13 0.80% 1.63 12 66.67%
2/1/2017 - 11/1/2017 $1,093.13 0.80% 1.63 12 66.67%
1/1/2017 - 11/1/2017 $1,093.13 0.80% 1.63 12 66.67%
12/1/2016 - 11/1/2017 $1,093.13 0.80% 1.63 12 66.67%
11/1/2016 - 11/1/2017 $1,093.13 0.80% 1.63 12 66.67%
10/1/2016 - 11/1/2017 $548.75 0.40% 1.22 14 64.29%
9/1/2016 - 11/1/2017 $331.25 0.24% 1.12 15 60.00%
8/1/2016 - 11/1/2017 $802.50 0.59% 1.29 17 58.82%
7/1/2016 - 11/1/2017 $367.50 0.27% 1.10 19 57.89%
6/1/2016 - 11/1/2017 $181.25 0.13% 1.05 20 55.00%
5/1/2016 - 11/1/2017 $120.00 0.09% 1.03 21 52.38%
4/1/2016 - 11/1/2017 ($691.25) (0.50%) 0.85 22 50.00%
3/1/2016 - 11/1/2017 ($829.38) (0.60%) 0.83 24 50.00%
2/1/2016 - 11/1/2017 ($217.50) (0.16%) 0.96 26 53.85%
1/1/2016 - 11/1/2017 ($122.50) (0.09%) 0.98 27 55.56%
12/1/2015 - 11/1/2017 $333.13 0.24% 1.07 29 58.62%
11/1/2015 - 11/1/2017 $333.13 0.24% 1.07 29 58.62%
10/1/2015 - 11/1/2017 $663.75 0.48% 1.13 31 58.06%
9/1/2015 - 11/1/2017 ($238.75) (0.17%) 0.96 34 55.88%
8/1/2015 - 11/1/2017 $450.63 0.33% 1.07 36 58.33%
7/1/2015 - 11/1/2017 $1,060.63 0.78% 1.17 36 58.33%
6/1/2015 - 11/1/2017 $358.75 0.26% 1.05 37 56.76%
5/1/2015 - 11/1/2017 $31.88 0.02% 1.00 38 55.26%
4/1/2015 - 11/1/2017 $439.38 0.32% 1.06 39 56.41%
3/1/2015 - 11/1/2017 $1,176.25 0.86% 1.16 41 58.54%
2/1/2015 - 11/1/2017 $1,145.63 0.84% 1.16 42 57.14%
1/1/2015 - 11/1/2017 $2,538.75 1.88% 1.34 44 59.09%
12/1/2014 - 11/1/2017 $3,525.00 2.63% 1.48 45 60.00%
11/1/2014 - 11/1/2017 $3,183.13 2.37% 1.41 47 59.57%
10/1/2014 - 11/1/2017 $1,981.88 1.46% 1.22 48 60.42%
9/1/2014 - 11/1/2017 $2,234.38 1.65% 1.24 50 60.00%
8/1/2014 - 11/1/2017 $2,048.13 1.51% 1.22 51 58.82%
7/1/2014 - 11/1/2017 $2,736.88 2.03% 1.29 52 59.62%
6/1/2014 - 11/1/2017 $2,520.63 1.87% 1.26 54 59.26%
5/1/2014 - 11/1/2017 $3,616.88 2.70% 1.37 56 60.71%
4/1/2014 - 11/1/2017 $3,399.38 2.53% 1.34 57 59.65%
3/1/2014 - 11/1/2017 $3,433.13 2.56% 1.33 59 59.32%
2/1/2014 - 11/1/2017 $4,293.75 3.22% 1.42 60 60.00%
1/1/2014 - 11/1/2017 $4,293.75 3.22% 1.42 60 60.00%
12/1/2013 - 11/1/2017 $4,293.75 3.22% 1.42 60 60.00%
11/1/2013 - 11/1/2017 $3,888.13 2.91% 1.36 61 59.02%
10/1/2013 - 11/1/2017 $3,591.88 2.68% 1.33 61 59.02%
9/1/2013 - 11/1/2017 $3,591.88 2.68% 1.33 61 59.02%
8/1/2013 - 11/1/2017 $3,591.88 2.68% 1.33 61 59.02%
7/1/2013 - 11/1/2017 $3,591.88 2.68% 1.33 61 59.02%
6/1/2013 - 11/1/2017 $3,591.88 2.68% 1.33 61 59.02%
5/1/2013 - 11/1/2017 $3,093.13 2.30% 1.27 62 58.06%
4/1/2013 - 11/1/2017 $4,223.13 3.17% 1.36 66 59.09%
3/1/2013 - 11/1/2017 $4,223.13 3.17% 1.36 66 59.09%
2/1/2013 - 11/1/2017 $4,223.13 3.17% 1.36 66 59.09%
1/1/2013 - 11/1/2017 $4,223.13 3.17% 1.36 66 59.09%
12/1/2012 - 11/1/2017 $4,100.63 3.07% 1.34 68 58.82%
11/1/2012 - 11/1/2017 $4,040.63 3.03% 1.34 70 57.14%
10/1/2012 - 11/1/2017 $4,040.63 3.03% 1.34 70 57.14%
9/1/2012 - 11/1/2017 $3,385.63 2.52% 1.27 71 56.34%
8/1/2012 - 11/1/2017 $2,636.88 1.95% 1.20 72 55.56%
7/1/2012 - 11/1/2017 $4,186.25 3.14% 1.31 74 56.76%
6/1/2012 - 11/1/2017 $4,186.25 3.14% 1.31 74 56.76%
5/1/2012 - 11/1/2017 $5,234.38 3.96% 1.39 75 57.33%
4/1/2012 - 11/1/2017 $5,410.00 4.09% 1.39 78 57.69%
3/1/2012 - 11/1/2017 $4,209.38 3.16% 1.27 80 57.50%
2/1/2012 - 11/1/2017 $3,632.50 2.71% 1.22 81 56.79%
1/1/2012 - 11/1/2017 $4,744.38 3.57% 1.29 83 57.83%
12/1/2011 - 11/1/2017 $5,997.50 4.56% 1.36 86 58.14%
11/1/2011 - 11/1/2017 $6,940.00 5.31% 1.41 90 57.78%
10/1/2011 - 11/1/2017 $8,081.25 6.24% 1.48 90 57.78%
9/1/2011 - 11/1/2017 $6,819.38 5.22% 1.38 93 55.91%
8/1/2011 - 11/1/2017 $7,431.25 5.71% 1.41 95 56.84%
7/1/2011 - 11/1/2017 $7,135.63 5.47% 1.39 96 56.25%
6/1/2011 - 11/1/2017 $7,135.63 5.47% 1.39 96 56.25%
5/1/2011 - 11/1/2017 $8,764.38 6.80% 1.48 99 57.58%
4/1/2011 - 11/1/2017 $8,764.38 6.80% 1.48 99 57.58%
3/1/2011 - 11/1/2017 $8,764.38 6.80% 1.48 99 57.58%
2/1/2011 - 11/1/2017 $8,764.38 6.80% 1.48 99 57.58%
1/1/2011 - 11/1/2017 $8,764.38 6.80% 1.48 99 57.58%
12/1/2010 - 11/1/2017 $8,764.38 6.80% 1.48 99 57.58%
11/1/2010 - 11/1/2017 $9,343.75 7.29% 1.51 100 58.00%
10/1/2010 - 11/1/2017 $10,080.63 7.91% 1.55 102 58.82%
9/1/2010 - 11/1/2017 $10,080.63 7.91% 1.55 102 58.82%
8/1/2010 - 11/1/2017 $9,988.75 7.83% 1.54 104 58.65%
7/1/2010 - 11/1/2017 $11,882.50 9.45% 1.65 106 60.38%
6/1/2010 - 11/1/2017 $13,353.13 10.75% 1.73 108 61.11%
5/1/2010 - 11/1/2017 $14,200.00 11.51% 1.77 110 61.82%
4/1/2010 - 11/1/2017 $15,719.38 12.90% 1.86 113 62.83%
3/1/2010 - 11/1/2017 $15,925.00 13.09% 1.87 115 62.61%
2/1/2010 - 11/1/2017 $16,271.88 13.42% 1.87 118 62.71%
1/1/2010 - 11/1/2017 $17,508.13 14.58% 1.95 119 63.87%
12/1/2009 - 11/1/2017 $17,525.00 14.60% 1.95 120 64.17%
11/1/2009 - 11/1/2017 $16,682.50 13.80% 1.87 121 63.64%
10/1/2009 - 11/1/2017 $16,902.50 14.01% 1.88 122 63.93%
9/1/2009 - 11/1/2017 $16,902.50 14.01% 1.88 122 63.93%
8/1/2009 - 11/1/2017 $16,902.50 14.01% 1.88 122 63.93%
7/1/2009 - 11/1/2017 $16,902.50 14.01% 1.88 122 63.93%
6/1/2009 - 11/1/2017 $16,902.50 14.01% 1.88 122 63.93%
5/1/2009 - 11/1/2017 $17,748.75 14.81% 1.92 124 64.52%
4/1/2009 - 11/1/2017 $18,533.13 15.57% 1.93 127 63.78%
3/1/2009 - 11/1/2017 $18,661.25 15.70% 1.94 129 63.57%
2/1/2009 - 11/1/2017 $19,725.00 16.74% 1.99 130 63.85%
1/1/2009 - 11/1/2017 $19,867.50 16.88% 1.99 132 63.64%
12/1/2008 - 11/1/2017 $18,508.75 15.55% 1.87 132 62.88%
11/1/2008 - 11/1/2017 $21,120.63 18.14% 2.00 134 63.43%
10/1/2008 - 11/1/2017 $19,090.63 16.11% 1.82 135 62.96%
9/1/2008 - 11/1/2017 $19,748.75 16.76% 1.84 137 62.77%
8/1/2008 - 11/1/2017 $20,955.63 17.97% 1.89 140 63.57%
7/1/2008 - 11/1/2017 $21,753.13 18.78% 1.93 140 63.57%
6/1/2008 - 11/1/2017 $21,035.63 18.05% 1.87 141 63.12%
5/1/2008 - 11/1/2017 $23,117.50 20.20% 1.94 144 63.19%
4/1/2008 - 11/1/2017 $21,837.50 18.87% 1.85 145 62.76%
3/1/2008 - 11/1/2017 $25,028.75 22.24% 1.97 148 63.51%
2/1/2008 - 11/1/2017 $24,139.38 21.28% 1.91 149 63.09%
1/1/2008 - 11/1/2017 $24,061.88 21.20% 1.90 150 62.67%
12/1/2007 - 11/1/2017 $26,111.25 23.43% 1.98 152 63.82%
11/1/2007 - 11/1/2017 $27,253.75 24.71% 2.02 153 64.05%
10/1/2007 - 11/1/2017 $28,803.75 26.49% 2.08 156 64.74%
9/1/2007 - 11/1/2017 $29,197.50 26.94% 2.08 158 64.56%
8/1/2007 - 11/1/2017 $30,950.00 29.03% 2.15 160 65.00%
7/1/2007 - 11/1/2017 $30,950.00 29.03% 2.15 160 65.00%
6/1/2007 - 11/1/2017 $30,950.00 29.03% 2.15 160 65.00%
5/1/2007 - 11/1/2017 $29,717.50 27.56% 2.05 162 64.81%
4/1/2007 - 11/1/2017 $29,952.50 27.84% 2.06 162 64.81%
3/1/2007 - 11/1/2017 $30,956.25 29.04% 2.09 165 65.45%
2/1/2007 - 11/1/2017 $31,365.00 29.54% 2.11 167 65.27%
1/1/2007 - 11/1/2017 $30,678.75 28.70% 2.06 168 64.88%
12/1/2006 - 11/1/2017 $30,510.63 28.50% 2.04 171 64.33%
11/1/2006 - 11/1/2017 $31,810.00 30.08% 2.09 173 64.74%
10/1/2006 - 11/1/2017 $31,077.50 29.19% 2.02 175 64.57%
9/1/2006 - 11/1/2017 $31,188.75 29.32% 2.02 176 64.77%
8/1/2006 - 11/1/2017 $31,549.38 29.76% 2.04 177 64.97%
7/1/2006 - 11/1/2017 $31,549.38 29.76% 2.04 177 64.97%
6/1/2006 - 11/1/2017 $31,549.38 29.76% 2.04 177 64.97%
5/1/2006 - 11/1/2017 $31,549.38 29.76% 2.04 177 64.97%
4/1/2006 - 11/1/2017 $31,549.38 29.76% 2.04 177 64.97%
3/1/2006 - 11/1/2017 $31,549.38 29.76% 2.04 177 64.97%
2/1/2006 - 11/1/2017 $31,549.38 29.76% 2.04 177 64.97%
1/1/2006 - 11/1/2017 $31,549.38 29.76% 2.04 177 64.97%
12/1/2005 - 11/1/2017 $31,549.38 29.76% 2.04 177 64.97%
11/1/2005 - 11/1/2017 $31,549.38 29.76% 2.04 177 64.97%
10/1/2005 - 11/1/2017 $31,549.38 29.76% 2.04 177 64.97%
9/1/2005 - 11/1/2017 $31,472.50 29.67% 2.03 178 64.61%
8/1/2005 - 11/1/2017 $31,364.38 29.54% 2.02 179 64.25%
7/1/2005 - 11/1/2017 $31,364.38 29.54% 2.02 179 64.25%
6/1/2005 - 11/1/2017 $31,976.88 30.29% 2.04 182 64.29%
5/1/2005 - 11/1/2017 $32,870.63 31.40% 2.07 184 64.13%
4/1/2005 - 11/1/2017 $32,870.63 31.40% 2.07 184 64.13%
3/1/2005 - 11/1/2017 $32,870.63 31.40% 2.07 184 64.13%
2/1/2005 - 11/1/2017 $33,356.25 32.01% 2.08 185 64.32%
1/1/2005 - 11/1/2017 $33,107.50 31.70% 2.07 186 63.98%
12/1/2004 - 11/1/2017 $33,107.50 31.70% 2.07 186 63.98%
11/1/2004 - 11/1/2017 $32,905.63 31.44% 2.05 187 63.64%
10/1/2004 - 11/1/2017 $32,454.38 30.88% 2.01 189 63.49%
9/1/2004 - 11/1/2017 $34,397.50 33.34% 2.06 193 64.25%
8/1/2004 - 11/1/2017 $35,181.25 34.36% 2.08 195 64.62%
7/1/2004 - 11/1/2017 $34,229.38 33.13% 2.02 196 64.29%
6/1/2004 - 11/1/2017 $34,229.38 33.13% 2.02 196 64.29%
5/1/2004 - 11/1/2017 $34,229.38 33.13% 2.02 196 64.29%
4/1/2004 - 11/1/2017 $34,449.38 33.41% 2.03 197 64.47%
3/1/2004 - 11/1/2017 $33,670.00 32.41% 1.98 199 63.82%
2/1/2004 - 11/1/2017 $35,158.75 34.33% 2.03 202 64.36%
1/1/2004 - 11/1/2017 $36,193.75 35.71% 2.05 205 63.90%
12/1/2003 - 11/1/2017 $36,836.88 36.57% 2.07 207 64.25%
11/1/2003 - 11/1/2017 $37,807.50 37.90% 2.10 209 64.59%
10/1/2003 - 11/1/2017 $37,558.13 37.56% 2.09 209 64.59%
9/1/2003 - 11/1/2017 $37,558.13 37.56% 2.09 209 64.59%
8/1/2003 - 11/1/2017 $37,558.13 37.56% 2.09 209 64.59%
7/1/2003 - 11/1/2017 $37,558.13 37.56% 2.09 209 64.59%
6/1/2003 - 11/1/2017 $37,558.13 37.56% 2.09 209 64.59%
5/1/2003 - 11/1/2017 $37,558.13 37.56% 2.09 209 64.59%
4/1/2003 - 11/1/2017 $37,558.13 37.56% 2.09 209 64.59%
3/1/2003 - 11/1/2017 $37,558.13 37.56% 2.09 209 64.59%
2/1/2003 - 11/1/2017 $37,558.13 37.56% 2.09 209 64.59%
1/1/2003 - 11/1/2017 $37,558.13 37.56% 2.09 209 64.59%

Created by TradeStation: 8/3/2018 10:16:10 AM, 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

--==TSBoundary-SPR Content-Type: image/gif Content-Transfer-Encoding: base64 Content-ID: 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 --==TSBoundary-SPR Content-Type: image/gif Content-Transfer-Encoding: base64 Content-ID: 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 --==TSBoundary-SPR Content-Type: image/gif Content-Transfer-Encoding: base64 Content-ID: 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 --==TSBoundary-SPR Content-Type: image/gif Content-Transfer-Encoding: base64 Content-ID: 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 --==TSBoundary-SPR Content-Type: image/gif Content-Transfer-Encoding: base64 Content-ID: /9j/4AAQSkZJRgABAQAAAQABAAD/2wBDABALDA4MChAODQ4SERATGCgaGBYWGDEjJR0oOjM9PDkzODdASFxOQERXRTc4UG1RV19iZ2hnPk1xeXBkeFxlZ2P/2wBDARESEhgVGC8aGi9jQjhCY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2P/wgARCAHgAoADASIAAhEBAxEB/8QAGgABAAIDAQAAAAAAAAAAAAAAAAQFAgMGAf/EABkBAQADAQEAAAAAAAAAAAAAAAABAgMEBf/aAAwDAQACEAMQAAAB6AAAwM2GYYZhr2ABiMnnhkA8HrzwyAYjJjkGrw3NXpsYeGxhketeRk1jY1jYxGTVmZMcDa1jYw8NjEZMPDYAAAAAAAAAAAABDmCsi3nhV7bHAharUVmu3EGPbCo03ortNuKXy7FX5aeFSuBT+2+BCmZZFDJsMyD7PFbqtxSb7TApZdhkUuy2FRInis1XCFFYzEoddeiqwuBVLUQI1wKfVe4jIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACLHLJFyJCOJCOJCPRnSI8MtEeGWiOJCr2Fgq4Z0Cn2For9ZaIdOdIo7AmKuOXivFgjiQjiQqxaKvYWCrmEhHEhXyCQjiQjiQj4koAAAAAAAAAAAAAAEeRHkAADh+44c7inuKcuKe4py4BT7tO80U9xTlhIjyCRHkRyw4/sOPLDoOf6Ar6+wry2y89LAAFODGVGkke4p7gArbKusQABHkRyQAAAAAAAAAAAAAACPIjyAABw/ccOdxT3FOXFPcU5cAp9+jcaae4pywkR5BIjyI5Ycf2HHlh0HP9AV9fYV5b+45FgACnB5JiyiPcU9wAV1jW2QAAjyI5IAAAAAAAAAAAAAABHkR5AAA4fuOHO4p7inLinuKcuAU+/RvNFPcU5YSI8gkR5EcsOP7Djyw6Dn+gK+vsK8t/fPSwABTg8kxpJHuKe4AK6xrrEAAR5EckAAAAAAAAAAAAAAAjyIcwAAcP3HDncU9xTlxT3FOXAKfdp3minuKcsJEeQSI8iOWHH9hx5YdBz/QFfX2FeW2XnpYAApwYyo0kj3FPcAFbZV1iAAI8iOSAAAAAAAAAAAAAAAR5EeQAAOH7jhzuKe4py4p7inLgFPv0bjTT3FOWEiPIJEeRHLDj+w48sOg5/oCvr7CvLf3HIsAAU4PJMWUR7inuACusa2yAAEeRHJAAAAAAAAAAAAAAAI8iPIAAHD9xw53FPcU5cU9xTlwCn36N5op7inLCRHkEiPIjlhx/YceWHQc/0BX19hXlv756WAAKcHkmNJI9xT3ABXWNdYgACPIjkgAAAAAAAAAAAAAAEeRHkAADh+44c7inuKcuKe4py4BT7tO80U9xTlhIjyCRHkRyw4/sOPLDoOf6Ar6+wry2y89LAAFODGVGkke4p7gArbKusQABHkRyQAAAAAAAAAAAAACI2eGrakEdIEdIEfj+45GJ6CthYZd/RVkPTNOlUEw9y0wbZWNdjIRt3VfsXufKjo7ZYc1aRU53tdfzlQwJ9LGt1nTZV16RQK7X6gExVZ2wnyaf1NjZ87mm/UCus+15jqL8pIXwjpAj6psckAAAAAAAAAAAAAAAjyI8gAAcj13LxbVh7jz+zs98nX5dPR+Z6cfNw5kWnRpkR5Bq1yfZrG6Tm+qmtHt035DtNW2/NUUXTczXXzdHl59vgz7ANDbq186RpnQY192a9kWCnVh1HL9Rr50ga8QCPIjkgAAAAAAAAAAADTugG+Ro3gEeRHkAADn+g58r8fPef1tt1S3t8LAa8HO4SdVOmssK+7iazPDbMV/ZcX3E05m/oOniQvhhx3acdW/uzGTn2Rxn3gea92G3lToM6JG2zVLiV1CnVq6rleq28yQNOQBHkRyQBo3xwkCOkCO8jEpG1E5CsjUkCOkCPIjyAABFlRYZSIkuYBMeRHkAACnuKwo8JUXH0dt7RXs1sBrwUbdprtT3lHeRerlwrVFH2nGdlOfPdHz/AECQtk5jp+Zi3m7HLPrh6tuvPs2Hka2MC1i9Hj519lWV2uKm9oItkMvQ1dVyvVbeZIGnIAjyI5IAjyK8sHHys+rpiJpyy0bw27YmZIRPSUjYExFyEiJLAAEWVChskxJcwCYcyPIAAFfYV5XRJ8XPqj9ZyXYRcNeKp0y4ldam7p7+L0VpAnzWk7PjOzUpLyjvALUcz03Mxbfjljn1w/fPadfmGeut+op+h5zo8nb5ljGk/n+g5+umYy9HV1XLdTt5kgacgCPIjkgCDOrymk8/YV07DRvg2zzaRu2RczdjG8JmOiwNHu8RJceQAAIsqJD2VFlTAJjyI8gAAV9hDIcCzrKbxuw4/sK7BrxV8OZHi9Rf03QRem3ZYqV/Vc100qS8gT0BNXM9Nz0Wyxy8z64XvntOvzRvjI7bm+k5vby5keZCXsec6Pm4vvGHq+9JzfSb+VIF+YBHkRyQBDmCn2Wgj+SRDTBCzlCJjNELZJEdIESWAACFNEaSAEeRHkAACPIjmFHf0FN43Ycd2NdQ146/z3Mo+ho7yusDVY1ysXpaO7muQmAFDfUMWwkR5tOim3abGnVXRpOaeq5vpOb182+o+g51N3zPT8zF/Rh6+PT0V70ePIFsQEeRHJAAAAAAAAAAAAAADDEwkR5AAAjyI4oL/nq7Ruy57oYkL4V82FPOcvKe9i+qrtKuGy3q7S1PQAKW6jlNNhTadNJ0PP8AWRflJkGdTo6Hn+go9fOu6K9q5rN57oaONIvurbz+tY2lXadHjyBagCPIjkgAAAAAAAAAAAADDMR9U0Q5eiQY++jzzIeR5Mcx53pKKL2NlX2R49TStsIssorymu4mNV21YtZ7M/Jo8yHj0Y++jnZ0LoKb8v1HO9HNeUsI86nTaUV9S6clvCn6Jp5VW1bF6zGXDw9S2tIFrt5ePvq1PPMh5HkxyQAAAAAAAAAAAAAACPIjyAABHkRxV2kAkzoM6JCYj78MjXuBU21TFrbz3Ga5AAAo7yjvK3pLuvsLUorfTMi6ss6+aT9G7SSKm2qYtBhzIeHqXdrT3G/mBNAEeRHJAAAAAAAAAAAAAAAI8iPIAAEeRHGGYj2GjeAPPfD0CptqmLW3nvk19AABR3lPcReNJjyJoAr7CvJ+vZ6Km2qYtBhzIeHqXNvX2G/lBMAI8iOSAAAAAAAAAAAAAAAR5EOYAAMchH3MgABjl4egV9hXlhjl4egAAq7SusTRvABFlRzdl56Km2romul26NMcvPbZAAI8iOSAAAAAAAAAAAAAAAR5EeQAAAAAAPPcTICvsK8sPPcTIAAFdYxZQAA07h57jkIM7Qbwee45AACPIjkgAAAAAAAAAAAAAAEeRHkAAAAAADz3w9Ar7CCTvPfD0AAGGfnoAAB5756AAee+egACPIjkgAAAAAAAAAAAAAAEeRHkAAAAAADHLw9AjyI5Ixy8PQAAY5eegAAGOXnoABjl56AAI8iOSAAAAAAAAAAAAADAzQ8DfIi5EhHEhHEhHEhHEhHEhHEjzR4SUcSNOIkeaPCSjiQjiQjjf7G9JCOJCOJCON/sb0kI4kI43+xvSQjiQjiRHYkoAAAAAAAAAAAAAGnLYAAAAAAGvZCJeMTEm+QZhvx8gE9C1FhsrpZvBr8jaydlWyCRshzADD2J4TMYmRNB54hEvKFnDdthTZegAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA//8QAMhAAAAQEAwYGAwEAAwEAAAAAAQIDBAARMjQQEiAFEzEzNUAUISRBQkUiIzBDRFCAYP/aAAgBAQABBQL/AOVMYCgUwGCMwYCchRxEQCJgOACAhpAZhhMJzAYmE4MoQkGUTLAHIMCchQzBlKcp4EwBgJyhEwnnLMDlEc5REpimiYTAQGM5JAICAiAAKhAATlLGcoDmCM5c0wCJhPMXNnIPeOQEUjiMZldyoUwmRzb6g5xU3mU+U4KyUA3hpGE35yAqoEyHOb9xh/YY8lJHKeDAeB3xiGBXKYFc58yYlKJVwzZhE0Smg4SzqLD+WUfCmzT/AGikXPvso7ndiVwKZ44n3ZgVR5u7MVdIhygBDyQAwJLAYUjENlMU2bKIJqpCZPKbxKyc18qgLZDifKO5Dh3gAABAFAv9gCQYiUDRIJwZMh4AAANIFABAJdmIAP8A4PEPUK5RUMKm9ktEloktEloktEloK/WMEloRVWVUktDZVZwnJaJLQKq01TrJwdVYrXxq3iPELQiqsqpnW3LZVZwmUVjCZ+sUCuljNUxWOmKq01nSySaB1lkSHWMtJaJLRJaJLRvVpHVWK1RVWVUIdYyy6qyIyWiS0SWjOt4iS0SWiS0SWiS0SWiahT98NxqTohlcRsy3wNW7lmW6X9hDK4C02Zbp1qUJ9Lb25q3tuwl4ZG70fBbpbCW+Ru31eJpeO1KV98NxqTohlcRsy3wNW74rdL+whlcBabMt061KE+lt7c1b23YWqN3o+C3S2PPRu31eI3+pSvvhuNSdEMriNmW+Bq3fFbpf2EMrgLTZlunWpQn0tvbmre27C1Ru9HwW6Wx56N2+rxG/1KV98NxqTohlcRsy3wNW7lmW6X9hDK4C02Zbp1qUJ9Lb25q3tuwl4ZG70fBbpbCW+Ru31eJpeO1KV98NxqTohlcRsy3wNW74rdL+whlcBabMt061KE+lt7c1b23YWqN3o+C3S2PPRu31eI3+pSvvhuNSdEMriNmW+Bq3fFbpf2EMrgLTZlunWpQn0tvbmre27C1Ru9HwW6Wx56N2+rxG/wBSlffDcak6IZXEbMt8DVu5Zlul/YQyuAtNmW6dalCfS29uat7bsJeGRu9HwW6Wwlvkbt9XiaXjtSlffGIHidSdEMriNmW+Bq3fFbpf2EMrgLTZlunWpQn0tvbmre27C1Ru9HwW6Wx56N2+rxG/1KV98NxqTohlcRsy3wNW74rdL+whlcBabMt061KE+lt7c1b23YWqN3o+C3S2PPRu31eI3+pSvvhuNSdEMriNmW+Bq3csy3S/sIZXAWmzLdOtShPpbe3NW9t2EvDI3ej4LdLYS3yN2+rxNLx2pSvvhuNSdEMriNmW+Bq3fFbpf2EMrgLTZlunWpQn0tvbmre27C1Ru9HwW6Wx56N2+rxG/wBSlffDcak6IZXEbMt8DVu+K3S/sIZXAWmzLdOtShPpbe3NW9t2Fqjd6Pgt0tjz0bt9XiN/qUr74bjUnRDK4jZlvgat3LMt0v7CGVwFpsy3TrUoT6W3tzVvbdhLwyN3o+C3S2Et8jdvq8TS8dqUr74bjUnRDK4jZlvgat3xW6X9hDK4C02Zbp1qUJ9Lb25q3tuwtUbvR8Fulseejdvq8Rv9Slfebw28OoYDnUAHG+LG+LG+LG+LG+LG+LBfxT8WjDVYhFvFowwWTSR8WjHi0YFYmZy5IY6q6YsJyd70kNV0yLA4S8Ns8+RArhMpzfkmQwAxRUAqJ1SlO6UKdFm5IRJNwkDnxaMeLRjxaMeLRjfp5VVkzMGTgpTpuEgcu10zm8WjHi0Y8WjB3JAcguQQ3xY3xY3xY3xY3xYMoBlO83YbwUgERuNSlnAcYTphuhvR2h5KHg3JW5JeJKvixtHNynZtC5nEbQD8j0p8Ar0B5lHlECUBWflY/Jvb6VK++G41KWcBxhOzRRFYxQApdo8wQnBuStyQJBPI40sbR15OEEsgMi4PiZhdcxLhKWlEMwm5OWSYVqcrH5N7fSpX3w3GoAAyIcC4Mk96zKUCFjaPMJwNyVuT8VAADjS2ACtnfOTrTJuyQ6ARh1zEY9tCYScm5Jg9KFanKx+Te30qV9yfNCZhNoG41N4LSTDZ5ZNcH4CZdoXOJuS5ARR+KtU/1pBlSd85OvAxcwOuZKS/toLdKhlKaxlKCp7xHH/Vvb6VK8VBMESWiS0SWiS0SWiS0SWiS0SWiS0SWiS0SWiS0EE+81LiOZIBAMRuNTeB5RMGNpg5vWHNNyTW/wAVgGB5IcHfO0OCzOYPUKFypaCFEXbjiax9m/m3x/1b2+lSvFSvQuMiLLQKht6RRQwKHHIWjQFxqVESwnnHQNxqa25aSYMbTBzetr03JG3+K/KAJohwfBJbQUJqrc1flQFeCZfUKlE6igSZBSkTJs7H/Vvb6VK8VK9WQM+sLjU4Cabfl4jcamRZtUKCYMbTB3z216bkjbm5b+ovILLK+Ca+gvNclyrL8qCgObBMJKJXy9kFH144/wCre30qV4vOVlCGwADmFVDFPvQzCsGUi0yHE+8KtOCLlOALFEoLDMVygUVQCEzZltS9CAzJibP4nUxtGweklKB4FKBC4O+e2vZZkxD0xwkm/qLyA4Ob3QXmvbhflR7Qakyc1kr5zYPbj683DD/Vvb6VK8XUhL+mGwJeIgxMxhS/IEACAS/IxMxtyXLuQy7osbmN0WCpAUEy5VtTgIb+ZcRuNTG0bdPVg1OK122vScPr1qH9ReQHBze6C817cL8qPaDj5QlfrhNk9uPrzcMP9G9vpUrxecqGN3C094VVTNvTyMocSKTy7xQomWPBljyDzDALjU4lu2/LxG41MbRHpasGpxWu216Th9eqAeG2jCvEssrm90F5r24X5Ue0H4wl1A9u9uPrxHyw+Le30qV4uMsbljBCs0z79GN8jPeN828biAnbCG+QgVG4jnbTE7Y0b9GN+jG/RhMxTr6nGWSEsuI3GpoXK1IXLs1WDU4rXaBZPkKUAm2kBktow65ocFG+dxoblzu3tw4CSce0HrhLqGXMi+ufrzFyY/Fvb6VK+5UUkoifOGI3GpvbqlyNFYNTitdo3iFLe3AJF2jDrmhw0tL5/wA1/VBg/RB64S6gCYSfXKATbL8zAaG9vpUr74bjU3t3FurBqcVrtMoeIbchvbiXMvtGFSZ1Syy6Wl8/5r/lwoWTGJenhLqBZZdoXDe3X5uAF9K3t9KlffDcam9u4t1YHhitdgEjNrdvbhcbRj/kBw0sw9S/5r/lj5AunJnDfhCBcz8OG0Q/NvbvLnBCyb2+lSvvMwZxUKUw3GpvbuLdWoiO+a4rXfu2D0RC5CBcbRgxZLhw0kJJR/zX/LKGY5gAxQ4N+ENr0ODwszN7dxdEwQsm9vpUr7s2aWUd6cphMYgeJiXl7xLy929u4D0y9bDly8veFg9V5Zm1hLyC52jAE/MJSiXl7xLy93/Oeh+luGZxBi5DsQATw2D1YSk4DzQ825gA20BLlEfIGxQM2SJkTl5e8S8vdTmd8Nxqb27i3UJMrEJI4qFzOvduEtnQAfv2iH4wHDU+81hCYNC+vh0EnLEkiQ1L6sOA3De3EJbSc3JqWPK1KV98Nxqb27i3EJtmdtiNx7kJImG0eRAcNTm9hmX1cPwkokXIlDcMroOA3EKdRc3JqWPK1KV98Nxqb27i3KE0Gdtjl/Z5Zsdo8iCyy6nN7DTBdLeGwRuyyyjcQp1FzcmpYW2pSvvhuNTe3cW7cv6mNpo98do8iA4anN7CQSPoRuw4CX9sKdRc3Jqdn2+pSvvhuNTe3cW7e3RLkJo98do8iA4algzbQhOvQjdhwwU6i5uTUtEhTb6lK++G41FAClcW5QApdPlmxd4Fll1K38Jh+egoADkssuCnUVimO6TZQaWXUpX3xjk8TrMAGLq98XeAcNS15qC4DhgteYDw1KV98Nx/b3xd4Bw1LXmoAHfBwwVARd4Dw1KV98Nx/byzYu8Cyy6lJb3WWWXAQ/fgaWXUpX3w3H9vfF3gHDUITNrDhpHhqUr74bj+3vi5ATYBw1e+sOGkeGpSvvhuP7eWbFSuCyy6vLNrLLLpNLLqUr74bj+3vipXAcNXvrDhpHhqUr74bj+3vicBE0Bw1e+sOGkeGpSvuzGyhxVUEd4YFN7NaJrRNaJrRNaJrRNaJrRNaJrRNaJrRNaJrR+2c1omtE1omtE1oDegE1omtE1omtE1omtH7ZzWia0TWia0TWia0TWgN6ATWia0TWia0TWgd6ITWia0TWia0TWia0SUMfvN2TNkL/YTlA0wjMXNnLMFCGNEwgTAEZglvCZcc5c28JMDFE0wgpym0Zi5phEwjOXNjMJGOUsTAYFVMv8A2KghnEk0zTBTKIQUJqGnlTKaMkgynMQeKICCWBjBvOEBnAMgFVRHMbE9e7lAkmn5gtgITDJ6cweZQE4gUdx/5Z//xAAxEQABAwEECAUEAwEAAAAAAAABAAIDEQQQMUESICEiMkBx8DNDUYHBFCOx0ROAkVD/2gAIAQMBAT8B/uABVGyD1TrM1rgK4p9nYwVJTYQ5tU+INIQgBI2qWMMpROjowORohGNDSTbOCGmuK+jHqvox6oQNIrVNs4IG1Ms4c4iuC+jHqpov4+Waq1orUdFzSpZTIaphpGenyVNiPZRuOmOqtGSlO40XNO6R3iojsZfG6rT0UWA6qHxH3WvLv05cHeaFbcrvL9vlWg0c3oo/EHVTHDopeFtzMHd5hRGgj974TsPRQ4jqfwodr33Wn98uw1lVtyuru+3yrTiOijP3R1UmP+fhP4G3DNM8v3TzvN7yuiNNLooDtb1P4VkPEbrT+9Z9lLW1ryMJ+8rZiLmndPT5Vo4godsoUmP+fhPwb3mbhmmeX7p/G1P4VHg7orPxhWXB11p/esZXkUJ5GzeKFbMRc07CpzvqPiTzUpxqBcM0zy/dP42qbhTMHd5hQeIFZ3UqLrR8n45ezeKFbMRfKavUfEia3jNMNP4+81O6jmK0mjEzB3eYURo8KDE3TnePL2c0kCnfpOp6XycSj4tUeX3mrU7eCtO2JMwd3mEDQ1URoU01FVLxnl49jwpOM3uxUfFqk6IYe8VK/TdVSu+wE07DczNR+EpeM8uNidjqNxGq/BveZuL6tDfS9qj8FSGrjzjcRquwGq1R+CjtP/GBojM7R0f6T//EACURAAICAQMEAgMBAAAAAAAAAAABAjEQIEBBAxESMhMhIlGAUP/aAAgBAgEBPwH+wfkPMU2xy+xS7nkJ9xP7x3++w5nyHyHkOY5nyEZd9xDkiuw7IjX0QFbwx85dkiVLHT2/B08ckaHREjbwx85kSJUsQ279Tp45IDoQreXyLEiR1MQ1KffYy9Tp5hRKhCy+RUxDJ0T4xDV4rYzo6eY0OhaHyKmRGSoliO3nR08xodaXyRpkLGSoliNbeVEVlUOtP7IIhY8MYq27oVaHWn9kV2Evyyx+wq3C0PSsdtD9hVvHpWp+3+R4q/4n/8QASRAAAQICBAoHBQYFAwIHAAAAAQACEXIDICHBBBASMTJRkrHR4SJAQWFxgYITUnOh8DBCYoOEkSMzU7LCY3SigNI0Q0RQYJPx/9oACAEBAAY/Av8A4rFxAHeotII7sWcYoFwBPfUtMFYc2KIMRWiMcI2rPmUO3F0ntb4ldJ7R4lWOFneolwA1xWVEQ1rouDvBWkDFa4as6hG1AZQie9EBwiOyKgHCPiui4HwUI2qwonKEBntUQYhRJgECXtgc1q6TgPFAZQic1qzhZOUMrUrSoRtWTEZWpWOGrP1yyOcZk22lLIG2EDFWe0OVRiENaMcuApBminNJMKPvzxVLlsLso2WRiiBl6bf2T3RflB1gj2JtroGJMAUM7nCBURlgOpPCyCGX7TJ6WaPkmDpt6FkAc6pek8e7bDsX3x7T/inRD4EOstTQC8DJssOdU56Wbo/smijLsl7RaOxZXSEXWi2wJnSfk2/dMUDaegMrWn0oyrHCzXYqMRJORarQIeKpNPL/AAxzqDRZ7TNqtVHntsdDUmdF0Gv1dypbD0owCLmtfDJDTYQoHLPRevZxMNPkmwBMaMt8018CegYqEDF2T2funEMLYAhvRz96yck2Pj5QTiGFrYDOIKl9nnc3OUWkOb0zCCByXdENjZqRszkkA2IWWhwJAtWg63KhZ8kHlpgDmA7lRt9mcsQ7EHQOVlxh5rROnHuzZ1RPtNv7JznA2sNrFCDo5eVHugnxBEKMNt1q3rsAIDF0QB4fbQFQRAMFHtxdJjXeIUBYKxIAic6s6nb/ANB7T+E3KPbZkINa5sCI2tWmzY5rTZsc1ps2Oa02bHNabNjmtNmxzTjBnREcy02bHNUrYsGQYaPNabNjmi6LG2w0ea02bHNabNjmqYRZ/CEdHP8ANM6TDlODdHmvbRZmBhk817LoaWTGC+5/N9no81StiwZBho80x+UzpQ+7r80XRY22GjzThlM6Jho800wZ0hHMnU3Q6JhCCa7KZaI6PNUwiz+EI6Of5qid0DliOZB+UwR/DzVIzKZ0Ifd5rTZsc1ps2Oa02bHNabNjmqQxZ0BHR8e/uXtoszAwyeapWxYMgw0eapGZTOhD7vNNEWGIJ0dXmtNmxzWmzY5rTZsc17LKZo5UcnmtNmxzWmzY5rTZsc1ps2Oa02bHNabNjmmZTmkOMLG93X2Sm6vSy3jFhM3HE6bHhso3Kg1+0CErV+bev1SwmbiqL0bwnTKlmuCopbyqWbgqOULDZRuWDS8E3XzKwj07quEyne5CVqwiFoyuKwj07lRyv3VDGwexvr0U1x6+yU3V6WW8YsJm44nTY8NlG5UHxQhK1fm3r9UsJm4qi9G8J0ypZrgqKW8qlm4KjlCw2Ublg0vBM+u1YR6d1XCZTvchK1YT2dLisI9O5Ucr91TX/Cvr0U1x6+yU3V6WW8YsJm44nTY8NlG5UHxQhK1fm3r9UsJm4qi9G8J0ypZrgqKW8qlm4KjlCw2Ublg0vBM+u1YR6d1XCZTvchK1YTH3uKwj07lRyv3VLP6V9eimuPX2Sm6vSy3jFhM3HE6bHhso3Kg1+0CErV+bev1SwmbiqL0bwnTKlmuCopbyqWbgqOULDZRuWDS8E3XzKwj07quEyne5CVqwiFoyuKwj07lRyv3VDGwexvr0U1x6+yU3V6WW8YsJm44nTY8NlG5UHxQhK1fm3r9UsJm4qi9G8J0ypZrgqKW8qlm4KjlCw2Ublg0vBM+u1YR6d1XCZTvchK1YT2dLisI9O5Ucr91TX/Cvr0U1x6+yU3V6WW8YsJm44nTY8NlG5UHxQhK1fm3r9UsJm4qi9G8J0ypZrgqKW8qlm4KjlCw2Ublg0vBM+u1YR6d1XCZTvchK1YTH3uKwj07lRyv3VLP6V9eimuPX2Sm6vSy3jFhM3HE6bHhso3Kg1+0CErV+bev1SwmbiqL0bwnTKlmuCopbyqWbgqOULDZRuWDS8E3XzKwj07quEyne5CVqwiFoyuKwj07lRyv3VDGwexvr0U1x6+w26J7fCvSy3jFhM3HE6bHhso3Kg+KEJWr829fqlhM3FUXo3hOmVLNcFRS3lUs3BUcoWGyjcsGl4Jn12rCPTuq4TKd7kJWrCezpcVhHp3Kjlfuqa/4V9eimuPX2Sm6vSy3jFhM3HE6bHhso3Kg+KEJWr829fqlhM3FUXo3hOmVLNcFRS3lUs3BUcoWGyjcsGl4Jn12rCPTuq4TKd7kJWrCY+9xWEencqOV+6pZ/Svr0U1x6+yU3V6WW8YsJm44nTY8NlG5UGv2gQlavzb1+qWEzcVRejeE6ZUs1wVFLeVSzcFRyhYbKNywaXgm6+ZWEendVwmU73IStWEQtGVxWEencqOV+6oY2D2N9eimuPX2Sm6vSy3jFhM3HE6bHhso3Kg+KEJWr829fqlhM3FUXo3hOmVLNcFRS3lUs3BUcoWGyjcsGl4Jn12rCPTuq4TKd7kJWrCezpcVhHp3Kjlfuqa/4V9eimuPX2Sm6vSy3jFhM3HE6bHhso3Kg+KEJWr829fqlhM3FUXo3hOmVLNcFRS3lUs3BUcoWGyjcsGl4Jn12rCPTuq4TKd7kJWrCY+9xWEencqOV+6pZ/Svr0U1x6+yU3V6WW8YsJm44nTY8NlG5UGv2gQlavzb1+qWEzcVRejeE6ZUs1wVFLeVSzcFRyhYbKNywaXgm6+ZWEendVwmU73IStWEQtGVxWEencqOV+6oY2D2N9eimuPX2Sm6vSy3jFhM3HE6bHhso3Kg+KEJWr829fqlhM3FUXo3hOmVLNcFRS3lUs3BUcoWGyjcsGl4Jn12rCPTuq4TKd7kJWrCezpcVhHp3Kjlfuqa/4V9eimuPXezJjkqyEBCKbpaJ+6e5Zn7BWZ+wVmfsFZn7BWZ+wVmfsFPiD0m2d9oWkdkqnLiYOdZYtI7JRDzA5WpaR2StI7JWEmJ6bejZnsVCGmwPibFkA9LJHYhSW5BpIgw71n/9RlZuxU5cbHOssVG3KtGT2FGIda7saSqTKJEXe6dQTIA9FtvdaU+ity3OsEPBMaQ+IaPuFYVGIy29GLTqVAG/dbbYgxxzDV3lUzi6x0IWFaR2StI7JWkdkrSOyVT26TTCzvcvZg9LJHYqV1IYZRjYFTOLrHQhYUzJOZruzuWkdkrSOyVpHZKNI0/+VAWdqiMvYKzP2Csz9grM/YKzP2Csz9gqiAytLtaR2HruVE64IEuPf3pkpur0Hq34jijrsxROhvVlnQCb44sH8Xb16k9N8kzz3qk+uxU/p3qPutH9uIHW0pvhidVd4LyRPYSnJ3iL6nkqOUVqKa49fZKbq9B6t+I4gf8AVuWpozlBozBekb0O63Fg/i7eiTqyh+8E5M8kzz3qk+uxUrHCIy2i0Z+knO1ho/44qLvOT+6dM7fijrF5qtafvQHzxMPvFx3Jyd4tvqBUcorUU1x6+yU3V8FacxJ/uQR8cTmRh0+CyWiAGL0jevSf7TiwfxdvXo/zVHDtogmeSo4e6qX67FSzXBBuoYqKHZSNTpnb0U3wvNWjA/BdioXd7h9fsnJ3i2+p5KjlFaimuPWujAd5Wdrh7zajJTdXwP1oeCd44gfeMceSM5aN6LddGRiwaHY3gvR/mqH4ITT3pgBjAZ1S/XYqWa4Y4HXFOmdvVKB7yb4XmrR+i5Ob7pgqKc3qOsXlU1sMkB2+p5KjlFaimuNRgbDpGFo7lps2Oa02bHNabNjmtNmxzWmzY5rTZsc1ps2Oa02bHNabNjmtNmxzWmzY5rTZsc1ps2Oa02bHNOa8gwANghXDQ6EdZz+SOVnqMlN1fA/WvJO8cTPPfjo/TvQk4YmfANy9H+aoXdnsggtSpfrsq0h90k/NUsx3qg7wTVorM4YdypJjvVFOb03wvKwg/g41PJUcorUU1xqUU1xqxObKG9D2b2w1xUMq2OitMdmbs+SIdSQ0rdaHhVfKL64LSYmyCi+MdVRkpur4NMb16TuTvHEzz346P071SerfiZ/tzcvR/msGk4I9wj8wrU7vbGrhUdT1+/8AcVg0nDE7HgztVGB8intaIkvO9UPeY70yW8p2ssJqeSo5RWoprjUoprjXyrY+P2D5RfXzO9JWlHxNRkpur0R90k71SfCKd44mee/Hg/jeFSerfiZ/tzcj8P8AzVH53J8v+QQhaFAZy0CrhXg9Q7o/MrBpOGIk9ubHQg+63c5et16oPLcqOW8r8q6p5KjlFaimuNT9/wC0rMFR2fUMQaO0e6XKEDnhFREewqLgQYAwQawtFkbQtE5omCj3wUbc0UQWGMYAdqjbmirATbCxOcO1jb64jCEc5zKzJgMxbmNRlghknt8K7PPeqd34IfJNsziPzKKDWiAGPB/G8Kk9W9Q7k0/6BuX5Uf8AmqPzuT5f8gtSo/Tvq4V4PXpF6waThib4XnEU18fq3ivW69UPluXpF6/KuqeSo5RWoprjUbEwFtvpK/8AEj/6ymZNPlHVkEYg4Oc09yBDjnjBaTjmTNTAohzmnuRHYRBOBc45XanfiUct2VGMU38KaLeinNHYxt9cOAeYZw0o58+ZxtFRkpurs896pfA7lRfCajUwf1Kk9W9CU/2lflXIf7du9Ufncny/5BWqj9O+rhXg9ekXrBpOGJvheagndeqADOYD5L0i9flXVI9yo5RWoprjU/f+04mee7E0QebDougskjNYSmE5MXD9syIBaCAYlUekY+6YdiDYZs8U8dmSYEIEQ77IwqPlF9e3fBWOaYe7UZKbq7PPejK5UXwmo1MH9W5Unq3oSn+0r8q5F3b7Fm9M8HXKn8/7ghC0Kj9O+rhXg9ekXrBpOGJvhecX134hM9YJMxCXivyrkPHGfEXqjlFaimuNSjy4ZOVbHwKzs20HMcwEfjX81m0o+0o/3WVl0WVriFDLotWcIAuooDNaF/Mo7O9Al9GSM1oROVRW+CtdRHzC/ms2l/NZtL+azaTy1wPRGbzrsyiAMrOUYPD+8VGSm6vRjuiof6ZKovhNRqYP6typdQvtT/glUYPuBBpzFlFvTPB1ywjw/wC1akKQmwQsq07T25Q+a9IvWDg+5wxN8Lzi8sQmesFHe0/JN8OK/KuQaex0MZ8ReqOUVqKa49ayTSijEI9lqd0sqBhHXUZKbq9HKE9o7GQ+SovhNRqYP6tywj0p/wAEqjlCaD7tFvTPB1ywjw/7VbWpfVvRk4qj87sVCYe9b54vLEJnpg9xN8OKowfcCPxDvxmZt6o5RWoprj19kpur0coVJKVRfCanVMH9W5Uzo9ImEPIKn+HxVHKE4HU0/Mpng65YS3WWCKELRWpfVvRk4ph/FiooTHz/AP3FTnubvxCZ6ELQm+AvVHKEfiY6Z8IwI+vmqOUVqKa49fZKbq9HKFSSlUXwmp9TB/VuRgM9pVP8PiqOUJ8ovTPB1yp5qNaq2EHU5GTimTXYi0fdbuxP8Wb8RPulxWpUUBrVHKE6YbsdP57lRyitRTXHruTHpZ4INJtKZKbq9HKFSSlUPwQn5OkHWftUwf1bsVM78MPkg0dggnyi9M8HXKlPvGjPzVtaldDSNyMnFMmuWSe1wCLTmKCf4s34qT1b1amn3WPPyVHKFSef9qd44qfz3KjlFaimuPXOiQD3hNd3GPyVjdKHkmG3RPb4YoW/uo4oW/uoqjlG5Ugt0daoPhBPmuULf3UcWDC373au9U3nuULf3Tj+AXpvgbkT2QAz6kCDGzXihb+6jihb+6ijImdzk0fixObmgVSR7sTxb97t70CDGzWjCMTRvuVHKEWnMT/ioQhmj+2KliYZxHyTW9oChb+6jihb+6iqOe49fZKbq9HKFSSlMf7lE1E63VKE+6HHE8+8Dicfwi9Nd4jFqrw/BxUCnjsZGG7E/vtTn+8cVM7VEfNakyU3KjlCHfb8lSfXYin9vSur0U1x6+yU3V6OUKklKPdRMO9N899RkpuxFroGJO/GPG44ra9H6d+LCHajD54mu1t+t6a3UMWEDwVqZKbsVH4cVSfXYinw966vRTXHr7JTdXo5QqSUpwH9Bt6b576gdqBC76g8bjiELRXo/TvxU3xTioj7ro48I9O5CFoTJTdio/DiqT67EU/KNkbq9FNcevslN1ejlCpJSmO1saEzz3/YjxuOLVXo/TvxUsPfuFXCPTuWpNdqBG7FR+HFUn12Ip3bbcK9FNcevslN1ejlCpJSqOUKEIWnf9iPG44ra9GO4X4qWa4VcI9O5W46Pw4qk+uxFAZnG2vRTXHr7JTdXDRmCpJSg0ZhW76lD8UYhC0V6G3OM374qSa4VaSHa1t6ELRjo/DiqQNaSeS/imPcEY2CvRTXHr7BlCOSe3w+wLTmP2dD8UYtVfB/VXfKL1qx4P6t2PXXoprj19kpu6nQ/FGK2vg/qrud2ZIvVuOgh2ZWOyvRTXHr7JTd9v31KH4oxCFor0evKuP2AhaMbT+E3YzGwV6Ka49fZKbup0PxRi1VxEZrR9hqra69FNcevslN3U6GH9QYrft7a1leimuPX2Sm77fvqUU1xxCFor9/2AhaKxjYK9FNcevslN3U6Ka44tX2+qtrr0U1x6+yU3dTo4djrjit+3trWV6Ka49ciY+QiotLu+2wI9IiEICPeg5rWwAha5aDNvktBm3yWgzb5LQZt8loM2+S0GbfJaDNvktBm3yWgzb5LQZt8loM2+S0GbfJaDNvktBm3yUchm2eC0GbfJaDNvktBm3yWgzb5LQZt8lDIZtngtBm3yWgzb5LQZt8loM2+S0GbfJaDNvko5DNs8FoM2+S0GbfJaDNvktBm3yWgzb5LQZt8loM2+ShkM2zwWgzb5LQZt8loM2+S0GbfJaDNvkoZDNs8FoM2+S0GbfJaDNvktBm3yWgzb5LQZt8kzKa0BpjY7u67lZDcrXBDoizNZm+2DS4Ansis6ycoZWpQyhE96yQ9pOqOLOjEizOgYiBWVltydcamTlDK1RUMtsdUUWhwiOxZ10XA+BqZOUMrUs6zrJyhlao1IxsXScB4lC3OhF7RHv/APccjJMO05KDi3pZcfmj0XG2MIWKGSYmFsO9OceywI5OfsisktgMqKpIAjpgiyKMR2E5oL2gDh0rOhHs1JoOfHDId0THRNpQYWnW4hptULSbfu5k0wsySNyyoFtkIZMIVBBrogxzKhMLQbf2QcW9LLj80YZdptELMcCqLo2jJRccsdKzJCPtB2QVEyGeEf8Apa//xAAsEAABAgQFBAMBAQEBAQEAAAABABEhMVHwECBBYaFxscHxQIGR0TDhgFBg/9oACAEBAAE/If8A8ruYomW5iifCKRGBYxkcBmXgFhOQC4AqUCCAEwFtMAIIkiMgIIcFwcAAICDIjHQ0DtqgQQAJmFFqAZFsDQBg0AmWKhwwHQUksA5IkCGT7ImArZK8UGQokUKnVLx4nRTkmZm5Y+qiYAgdILojBqRKmcEQQCmSDsImTrAYFzstDMDtqnRgsWLGRQMAea0ICCJIhEQQJkoEBNEIoUSxzcyJVDITFEIJImLGOq7usUSAABywfVaWgdniy2uPFFAQksAuaQ0+ZCJz0LkRRp1wAVA7AIGeRHBxmijMJGRQaLMnTe9E7gfgUkHEWNA0vaABRmDAtI8UJ/KTExAyZOEjjgEHQQIMkeIxChEsRon8MTs5SEA1cBmo7zfSemAAwr7MRzBF5kQeCB/+kCE7JB5hg7OmGseJatIy/EWVcYTmp4jmCMBjDrECqCOZDQQs3s6YDIxQHAFBGdExzAOP0HAL89UOAJ0ECjEBtUYtZRGkB3RhgTeS7xCJ4B6SIvxlIfq6hm2zITqYICLGJwANLfTR/EUtT0QZg6TINgFFbix2TgMcjh3pOGyZpQCIMaIG4MBNs3JOlDsQDsZ1UTnETpBCGOAYIgBBfoRduqDw4zkZAEBAzLQlzQxOBabbogegWDPs7lEMxiJIlrCSZYAFGYui1URZtEAlG07QECnIliSIkuYENAUBDgkgwg7ugbyvXlMZE7IjyyB+HRTP1ElSuyYIGDTQGKM9sDF5waE0TIuGDGzNMHGwQ0Ke3U0fmgQQJAYPUULljOf9gAAABIDJOmHDh2K0AOg+BpzA1AUBAAJAZgQUwBNAkAaw+GAYARv/AOD2HhjqQEUIFwJh/wC4smtJAOEhm33Xuye7J7snuye7J7sjJuoRiBXde7Jrp0cXn4L3ZIYdAcU92T3ZApbJmh06yWQz6oNP3iLVtepaDvmrPNbnWv1NdOji8/BAmxV8HDyUMOgOKMG6jGAPcnTdQhEiuygj6jjLV90wHaY+DoFLZM0OlNNHhpb7qcNoPOqMJdR8XCe7J7snuye7JW3TIsQsqhp+8Ratr1LXTo4vPwTCXUfFwlUnoJHT3ZPdk92TkWasye7J7snuye7J7snuyEIcwcBmNdvn3Oufx+FZ74OZ7DG1VrWdEH8K5bYzZ74HOZ7Bcern1cWlmorVWrPZNTkLh+DMwK+5bKY4Bi7vHVmYvMuoLs3Vn5/59c65/H4Vnvg5nsMbVWjgMaquW2M2e+BzmewXHq59XFpZqK1Vqz2QoTHWP2zMCvuWyJyEF0h0jmMXJjIBZKNc7n/n1zrn8fhWe+DmewxtVafMDUVctsZs98DnM9guPVz6uLSzUVqrVnsjpwaOm7MwK+5bJ0QCZmG+Yxdz3AGVxnc/8+udc/j8Kz3wcz2GNqrWs6IP4Vy2xmz3wOcz2C49XPq4tLNRWqtWeyanIXD8GZgV9y2UxwDF3eOrMxeZdQXZurPz/wA+udc/j8Kz3wcz2GNqrRwGNVXLbGbPfA5zPYLj1c+ri0s1Faq1Z7IUJjrH7ZmBX3LZE5CC6Q6RzGLkxkAslGudz/z651z+PwrPfBzPYY2qtPmBqKuW2M2e+BzmewXHq59XFpZqK1Vqz2R04NHTdmYFfctk6IBMzDfMYu57gDK4zuf+fXOufx+FZ74OZ7DG1VrWdEH8K5bYzZ74HOZ7Bcern1cWlmorVWrPZNTkLh+DMwK+5bKY4Bi7vHVmYvMuoLs3Vn5/58Q8e5O0DncfhWe+DmewxtVaOAxqq5bYzZ74HOZ7Bcern1cWlmorVWrPZChMdY/bMwK+5bInIQXSHSOYxcmMgFko1zuf+fXOufx+FZ74OZ7DG1Vp8wNRVy2xmz3wOcz2C49XPq4tLNRWqtWeyOnBo6bszAr7lsnRAJmYb5jF3PcAZXGdz/z651z+PwrPfBzPYY2qtazog/hXLbGbPfA5zPYLj1c+ri0s1Faq1Z7JqchcPwZmBX3LZTHAMXd46szF5l1Bdm6s/P8Az651z+PwrPfBzPYY2qtHAY1VctsZs98DnM9guPVz6uLSzUVqrVnshQmOsftmYFfctkTkILpDpHMYuTGQCyUa53P/AD651z+PwrPfBzPYY2qtPmBqKuW2M2e+BzmewXHq59XFpZqK1Vqz2R04NHTdmYFfctk6IBMzDfMYu57gDK4zuf8An1zrn8fhWe+DmewxtVa1nRB/CuW2M2e+BzmewXHq59XFpZqK1Vqz2TU5C4fgzMCvuWymOAYu7x1ZmLzLqC7N1Z+f+fXOufx+FZ74OZ7DG1Vo4DGqrltjNnvgc5nsFx6ufVxaWaitVas9kKEx1j9szAr7lsichBdIdI5jFyYyAWSjXO5/5tI92dndGQrZMuU5wgkk12K1/CtfwrX8K1/CtfwrX8ISQIGjaCV8eEH4dRYxP9V8eEU4R050Cvjwr48KXQJz9Qd094EO8M1lAZsCz9G1RcoBwCiE3nVfZEOhxFOpUUkztEPohBR4QyGAoE75AIB7AhJBgaNoJHEGQuooGXAEbfRSA3AHiFER4ktRA0AmPQ0DMfQjqPwodFfHhXx4V8eFfHhQJ7gRbIhBJBas/Rk9MCiDVHUfhQ6IjFIBMYnAr48K+PCvjwnhjE4cXOyAAEDEER+Fa/hWv4Vr+Fa/hWv4QOAi8hD5vWTYdmdQmFtEsnVzrn8bs4cnxgJ2SYOgH9GBY2AsBf8AwA0IAAAHUrtV2Bg4Uu7suciW3yl9uXIHYuN3UyaT/sgB5wGNWIfr2ibe/hdryV2+UnFfIomUcmmIA+vYXbomt4ZJiHV4Vmpm5/59c65/G7OHJ8YCICLg6tQWFhuggsBgFPuiR4VX4BPhdgYONOtTHT/agRBDx+rK5SX25E5oR2IjIGjPQR+psP6F0D+4GjGH14P5gp2PJTSGp4/h4ygkpw1CzyuwE440G4eF26t1Mk8R8KzUzc/8+udc8JrgCPojcx1CJzhCLEBmGzkKaADCfdEogWdgYuM4hE89vC5SDEGDD+xXb9i49QgzFgEszsGfjAIQQOP63nBTwo8vLghgRfrj3XYCnyTXqSU7dW6mSZerwrNTNz/yoqUzmO30hTnT5H5/3Jc6/wCGQKd7gIc8Qu3jEYC4ED7KO7RyjsuwEcwgMnj5xeSw6LIECiEANYTXb9i4/GEJyAQbF/GChAEAAIADSJR5eX43asWHmasWwlaQ1PH8PCC9JgfWRb9qzUzc/kjhIGKcaI12Xuye7J7snuye7J7snuye7J7snuye7J7snuye7JDEgOofc0ztpGLeBq4UXrzEuC/A7ZLnX/DCb6l3uF9uxud653unYCAF8PH4wsItRCB6e1yUTgSC7Q6Lt+zKQY0W4+UQFIIcg3iTig78KEgjvlFQKCbgB3Y4mSnlrcwwPj/WS37Vmpm5/Jc/lgDIADpPQjRhmDLZ6SP4ggJrAhmGd6zRS7hL5i8xFH26g7WBwEYMB6XFZbnXPjRJjQQeR3UY2kgAHBPfJc659jooggCHHnrvcL7djc71c7V2ArjTC7XZBO6Lq15KcxwJ1YITDRLrEeBlAEAMaPUKYja7YO2xIYVv0v4piYgBJ/fuwXlE5zqvFTOltxDhslv2rNTNz+S5/PPuu3E35L/C51z9WCC4JARvD+FCzCRvFwkdX/gyXOueA88A4eUJcaAfP4u9wvt2SW52rsBXGmH/AA8KSYYEC7v9ok+BOpJy3+oU/O/IbyrXbAAEYR9DkeMJIgYQQEg6LlKWe/HeGwhUY2/as1M3P5KUr6ZNEAidN2BDQAQv4iIouJEQdNAIgw1T1QQdSQeiiiBESHyEx1xqAE/4mIcCuCxZ9CoMsdJJlJZkDoerKBLGSTdGGLwIIlnQJQI5zzAgBMMl1qEEgiTAt0MhQWuJ2d2me+3I9AeAj5RYkfq1vxkbGGgQ+UkBkludqeAJx/gfwjQRYDf6QxH1a6FwXDwpCcCQXaHRXO/Lf6hSLopa7YDy8PjooEIM46BUpThd1SLo4J3B3xt+1ZqZufyQgnovY7YMCGAbtGIHXBsEBpPIT7QRjl1XTgDtAAuAmYztASYnhNgoDSeQtVs/rZT7sAJJnewt/Cx26JsejF5NRlv9IjPqgQMQkb26A8GAj1zys+aJgt0dE5BaYSDAEC+S51z77cgIK0CxvCrDquPkEEJDj+Fc7cdkvFK4eFI5jgTqwVzvy3+oUi6KWu2A8vDYMVHjAoSRo+YupNSLo4J3B3xYyIQOrNTNz+SlYW+3YPARM203CBEEhkNEs9fCZ0AoFnHdGanzASLQhRGQWeRDoxauEIs4C4CWJhF/6joDORGMPvwEMLZEhE6g7/YdEAESONzrn9HJmQAdX/6iDQDglYfn8GS51z77crlurDquPlZc7cdkOaQBB6/8Y0OmGBAu7/aud+W/1CkXRS12wHl4czp4wW7dWKiNt4O+CPsat5xt9ls1M3P5KWMDIOMIqsf9UsJR9l6Eq5VaiZyAaYReBA0GhREKZAsBSOkhgpreBcC1QzF4lWKeJIr0JehL0JBBLLk+ucQVICAgUImfjGTIDJc658eHfkj5T+53/QCfKsOq4+Vh2sQlz1D+lfdkAABBAQdYICa4Aj74UAAADBvdCcCQXaHREbkcARJBJ/mUDmZ83QobU0IGEEECDpDAeXhnJeeFu3U/M34DPhcTghAZO+bqcbfZbNTNz/yoTOQud01eiYAAWg7AdMlzrn2aiA6mODpYdVx8rHTg2zZX3ZWaiMEEEAIOkeFON7o5jgTqwzcnsLje6cPC3iYeDzgJJFoCPbC3boD6xpSbyuJQAACCAg6wVsqyT2ambn/n1zrn2ais1FYdUT7A8ZWCvDCJoND7QB5oiE/SWaiA9IQ2xPGFASog2SchTDAgXd/vNyewuN7oAgIwP9HB9yAjYYfOBkEHAHwW7dTDAgXd/tXWqWaiEgZDF3c4vxgxDSaL/iWambn/AJ9c659morNRWHVUB6/WVgHhrN4C+i4rslmornXDQ29QicCQXaHTMInTIB9kv2C43ulruRumgQCYsIh9ZvGS+KDfZRbyicCQXaHRRmJM1A3/AFWaiuVCBcnY4We1Wambn/m0M04fQmoGxbK51z7NRWamGTBgHp3QOL2ysiyIboh1RL8P8oDmYQOrnXDQhpoJw8JzHAnVhmf1hBF5gB5dcb3S13KNBb6ksgguBiEbmOoxvudqcxwJ1YIwhot+B5VmohBcDwJe5ws9qs1M3P8AzIC6oOeVKAlEIR9ETusLy4lNyRDx7k7QKAMTOO6a2QG1OmgihugGJnHdNbIDanTQRQ3QtMjqbEHSAep5K27q12JrZAbU6aCKG6AYmcd0HRBUeSMCMhYP4XC7Ka2QG1Oh1UNXdAYzx1UZeFw0TxH+oSKgkMTjygGJnHdNbIDanTQRQ3QDEzjumtkBtTpoIoboGmxDXqm2nIBGehCGUlF+B/CAYmcd00wIHABo8OEUAdh0zP8AEAxM47oekCo8qEioJDE48opGBQKaBFvsnYIJLsCFc3CYgNSBPKN00CELMlwYBwijHC4AMYQDJrZAbU6aCKG6AYmcd01sgNqdNBFDdA02Ja/PrnXPs1FZqKPsP1kt/UXRDEdvGSKDfYSHlPAGPVRXm+kG8YGgixC/2h6YcgfxgTgSC7Q6ZxLIOSAAGsUAQAIMCDqgTbhBahwI4oDozeCnieQOg/6+D7+Zjqf8ROBILtDornVbNRHe7X7Hhcgdi46JjgFhQGsGfn/n1zrn2ais1EVr/GJeFzO5kudViyIbomAAJI0YkfOWxzHAnVhnud+ADHuX9F/MImzA3RH7ZwAtXXAIKTn+ufKcxwJ1YK51w2+y8gdi46dHAFzONmfn/n1zrn2ais1EYEJJEANYLH1u5kL3egdW/iMCMhYP4zWTDAgXd/vPc78LXpgwk3R2n3AyMmGBAu7/AGrnXDb7LyB2Ljog4xMLto1z8/8APrnXPs1FZqIQi3/EH/VfbsrwBj1zWE4Egu0Ome534CBACaGaYTgSC7Q6IhgW/UP8YW+y8gdi46JiAFko1znP/PrnXPs1FZqKzUUlmNgUc2WLIhumaxzHAnVhnCSk5+O8YcfmmOY4E6sMbfZeQOxcdE5qziRaEPzPz/z651zwgsBgFZqIILAYDMYEZCwfxkteuEwwIF3f7zgAZjk6GH9cYEBSCHAjfLHEImHh4UwwIF3f7xt9lfJIS6ECfG/30phgRLs33n5/58EaNg0zks/wCC4GIzvAGPXJa9cCcCQXaHTOUJju+s9zqpOBILtDpiAeaJiOImIgFmg1z8/8+udf98WRDdMlr1wcxwJ1YZ3Tg2zbOEwiCD0P9JzHAnVhiUAgJH8A84uc4A6OM/P/AD651/3mBGQsH8ZLXrhMMCBd3+8+p1A/H/hMMCBd3+8TQRYBf7xTDAiXZvvPz/z651/3vAGPXJa9cCcCQXaHTOB4azeIvr/gTgSC7Q6ZiYiAWaDXPz/z651/3xZEN0yHABy9+AnBzHAnVhni6Ibp/g5jgTqwzOc4A6OM/P8Az651/wB5gRkLB/GTn8KYYEC7v95xEjIHD+P8JhgQLu/3mmGBEuzfefn/AJ9c6/73gDHrk5/CJwJBdodM7xBj1/wJwJBdodMxMRALNBrn5/59c6/74siG6ZDkEHj+HnBzHAnVhni6Ibp/g5jgTqwzOc4A6OM/P/MgMBDc7EzRcu7yYaTVTwcQyAvyT2kgHAS7bbL3ZPdk92T3ZPdk92T3ZPdk92T3ZPdk92T3ZPdkdqSU92T3ZPdk92T3ZCECFUye7J7snuye7J7snuyO9NKe7J7snuye7J7snuye7IQgQqmT3ZPdk92T3ZPdkIwo1BJ7snuye7J7snuye7IShzBwmYU3+b9/IDqKcX1H+0jBRRFEbuECxivuxFFMhoQDUtuIgJwhEsgWmgRBCYTJAoBpBea+vEBlOWP9dX4iATAcmHKKATgMQgdmAuHEZpzhc4jZPuxFFbaJaeqI3cIFjFM9/X5khmHSLrsZiEMAscRmhBDAcOIdAuHER/8AQOeCTEZl6BwEYwOBrSg8J1OBCxg03rbKHMg4UAIceiIEeHrey07DsIdo8mXJfiqMmBipCLapqkLhahMJfv6nOmk4qG5aKLEgmAkJVVlAB1wCU6bOAgKACgIwEdQWj+oiA2GFn2BAM7MAyY+xkNjRiCUwm9UIg6MUcn5RjA4GtKDwppc4SS03bziM4HBmFEIlpmlEJ+to6QAGkx3R0kjFrqfCMJIAAhkGsf8Alr//2gAMAwEAAgADAAAAEAABCCAADDACDADCBCDDBBDCDCDDCAAAAAAAAAAAAAAADBEIEIIEPAJGBAIBKMMMsgMEIFIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAANAAAFhkh2d+4dSyMQgu0KQqgAAAAAAAAAAAAAAAAAAAAFlBIulmQaANuAAI4AQKgAAAAAAAAAAAAAAEIAAAAAIwAKU6QawF6wAP0SAAAAAAAAADDAAAAAAEwwAAAAAQANQaaqQFqkxATIQAAAAAADwCICACCAABwwAAAABywFiIa6wFqgUxvFgAAAAAAE1OFHKIAAAA4wAAAAF6gFIV6KQFogQV0FAAQAAAAAAMMAMAAAAAIAAAAAF6wAAl4gAFg0QV10wIQAAAAAAAAAAAAAAAAAAAAAEQwAIFwAAEFYQl0gi6wAAAAAAAAAAAAAAAAIAAAAEKQAI1QAAAG4hUAFdKwAAAAAAAAAAAAAAAAAAAAAEQwAAAgAAAKwKUQAl6AAAAAAAAAAAAAAAAAAAAAAAAAAAAgAAAIAAAAAlywAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAAAAsQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMAAAAAAFEIBPVANJKABBAIIvgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAP/EACwRAAECAwcDBAIDAAAAAAAAAAEAEaGxwRAgITFRYXFAQfCBkdHhMFBgcID/2gAIAQMBAT8Q/V+Sudms7Mj5D4unG55L4vnHzzWzyqH+e3DIMgOxRBlmgn31jHjgYkUQ0BzaL/CHHcSPYOsQHcIYg5h4j5QgzIkn5CrLx4MTRb5b5dkzOjKcxI9n+E7NiW+QzABfwfPTZvQyKIlv+FsmSZJzsuwWGt3siHqTK3SZZ+FAijZV+rCErsKEQ+vAG0g+h1Rg8mRUQK2Z+Rl053Qh/cfSq0sGfhOnFsmVEKIhL9ElD2QSAcqq3Ad80RYUMFDUVs7eaPxHC8EL2EaASVWlgcY0TDqrCNyPDxIRvwmZsy8KhZOcyYBuZrGhbqIxe8ATQJtWzt5ovExhh+IIXjlm5gCjw9rHA6UEZPAETg6rJ4kKCsMvCoWTnMo0yKIAnRAOeHCPD3MlDitnbzRePiGt89kLwQvTEioawACe4qE8zQCSy0wHYSCCCOwqTWzLwqFk5zKNMijYDuFBIMhtEZdxX7szHww6dMSKIFrQzteDxILLTh+LcvCoTguZkDnfVVjO4UEh4KAqLAEQ1NOncfmS5gIjaQJMsu46z8kfY7PP6R4g2UEhgBOB2s9FmfTkCTqJowSjUztIEyEQAvd2VcxIbTzEoJ32gmA6iosID0FGWnuyizPpyJAhZ/NyOF2CsDbgigSLM3oZFZXCcW5n1kcLpg8NTdzehkVlcIwQj9CSTdcOiwEsBp/YJun+Q//EACsRAAEDAgUEAQQDAQAAAAAAAAEAETEQISBBccHwQFGx0VAwgZGhYGFwgP/aAAgBAgEBPxD4vnlC3NEMqZvzL1QS6Fua+68/dBbBzz7q1m5Kej5oW5p6pzb5jt/yAMsBLIF2QIgloRBgEQMRAKJgGyO506QQdE0EBIaE7sndkTBZkQE2RAAWlO7dOTCaULgEEWCBx12CgfuhO0UChuUC4PIKG9QsGqkdKrNzv05FxWem/ZC5aqfRBOtRIcyKFz9tQuNVA6DyrKXp9GUL4ijiBkz0b9tlA6ob9FH8+ag5LZQWPM6A7aobHQeUECnpiCTNX+sZRxAkDQi412UmqBjUfz5UjzIUOS2aCSmNVIp0emIALgUAyCm/L4yjilUDQi4Q0QMEAxNDktmgFypDmRU6F2NNo36eVQNQaiAapyQOOckLoB0kOZFA5KIoNnTi5poP3+jR5+ytFWLIcyKIcMhcIGLKLp7yUVRGKAchyEwZXqIuKZEKRdObqAwQOGR5kKBhJ71MUhYOsgcMjhMUhYfDEOg5/nbnimeAYAhQLJG38d//xAAsEAEAAQMCBgIDAQACAwEAAAABEQAhMUFRECBhcZHwgaEwULHBQNFggPHh/9oACAEBAAE/EP8AxVKYZID5aGuFggfk4SAgQQlMD1ZPPDEK7tBYc8l86BJBKwHmnERChVEw7WaUBVgNaNoMrkTo8WxLQMwJEZE4BjaUSJ0eN5Y5J4YmNqc9EEyqJh2tQzLAKdwcMfDwFEEg4ny0oWsQjcluUJ/hhNxvYs3qA9sFIuQuaHjTEnuTiKRuEKYH4peFJW5ZlvoUIBQjcTWg0GqASGEdZ0pJSKq3Qyh8lJtBEjSizBrFYGqw90yVGBLIrdG3WsvrYZNmMUMgpFOwcMbWrJ7oBgyOzSvYQQj6s2+aNoMrkTo0bQJXAHVrC8RR2s3okJGQwnEzvDRizlQdk1o8QDIIUQPW55roFmzbvGacRxKiWYN21eEZbExtXgMdu8ZijEzQERiWzOn/ADCQ0OVIFUIZgvhpNQBR1thEZ0jegMRr2ylJhiLual76CyOQ0TqYZqVGAIb1zfBfejK0hwIkxBCOQXmjeiR8xAhYJmSaiFR45DCUIkhbWmwbMmmYyAszE5KP2IMSYNi3gbC0jKxgcZlwhJrH8oLzA3GMwul0LbekgGWwlcABx0vmjg0EGwSgMJ8qZwRaik/APeaQM2IIHGUpi0AhhmjAMxcWywLxGli1LnJAnZvAYb94etOjyagdk0IOtR6eT0IsxBubGI0ol5QKym3Q8wvko8+CZONuAR0HtkaGSQFIwC5hHhokKs8wJXrMUgwS+q7wB5aaACcChESvSWh0xmnFAXXEiIY1U0m8VpDmbaLokHy70owlEjkAKlwxmpORTkEkGoXMdabjQBnK2DBmxZsmamruJqxeMqxiVaAIZguxkdLmMUT8jWhJsxKN3a9QbCl8CEBoasaq0vk2YqZHFyt8039k4kkjuRBM5WtYhC4gJWnSJmiRWC5ZNpiBeSbuW0EENpScl4cEWNipAMVwrJaJ69WmpW6xVYswLyTOlDqLetwSbKb4m+KCZK8yCsWFteI0q3A0Iw3QhdbJuVNftQgYQLpLDegqg1wzA4yYUvGblEBhOAIJdwQlxeshphPT/wA10dJvTWHOK3Axgli/Qp1cAmJgmLAAJ3aKkQjgUE4TNozUss6VKOJzdLlr12VfL/mIIiSOlG0GBwB0OB4BYhkZWNfzBjaAQB0ORZMyZ9QThoJkgFG6GCfl4CzhAsDa5RAxgEAbBzQ9lRRjiXWgkFVQIlWV/wCHdTQwJJGR8/8AofOzo4bAwHm+fBSsXIMrfJ9omNM2o14fggwoZm/BEa84MGDBgwdowYT3Rdur44A/lKc0TEI8s8Ad8o8ngGZhvxBg5XF017jsxGtfe6qO5EYrRQUednQ6NK9K7secTXtT7Y+6+UpzRMQjyzUIb46Gco8oq+UeTwDMw3q0aMp7pu3R8VeMGEdkXfq+axCG53N2j8NK1H3nYGJ76lcXTXuOzEa14Cuaomc+GK7K5VCMw2rqjvc7GEfPKDBgwY2kG277NevhfRQUednQ6NK+UpzRMQjyzXVHe52MI+aykDW2HlnHTryAwYP2rux5TPODBgwYMGryoAsoV/TX9c+FvKzTgMdO5Ju7otfSetez3/B97hWLF+i3r6/bxNPOGT1zgtOyb31jpXv9XMK9nvVJuinrDKZ7617/AFcsqC3Vp7NhEd9P2ot8LeVmkJEKNsETbM3nbR6T7Pf8H3uFYsX6Levr9vE08jGgGWwzZzNo21Ose/1cwr2e9UeQVinQMKeGvf6uWVGEVIp2SUPL+1Fvhbys0Jhkhkt4vPfTUxF/Z7/g+9wrFi/Rb19ft4mnhPbGJkN289tNHM29/q5hXs96gmBMoBbkEseWvf6uWUMELlIDjJJPk/ai3wt5WacBjp3JN3dFr6T1r2e/4PvcKxYv0W9fX7eJp5wyeucFp2Te+sdK9/q5hXs96pN0U9YZTPfWvf6uWVBbq09mwiO+n7UW+FvKzSEiFG2CJtmbzto9J9nv+D73CsWL9FvX1+3iaeRjQDLYZs5m0banWPf6uYV7PeqPIKxToGFPDXv9XLKjCKkU7JKHl/ai3wt5WaEwyQyW8XnvpqYi/s9/wfe4Vixfot6+v28TTwntjEyG7ee2mjmbe/1cwr2e9QTAmUAtyCWPLXv9XLKGCFykBxkknyftRb4W8rNOAx07km7ui19J617Pf8H3uFYsX6Levr9vE084ZPXOC07JvfWOle/1cwr2e9Um6KesMpnvrXv9XLKgt1aezYRHfT9MLbs6GHKDYYjcw6z+cW8rNISIUbYIm2ZvO2j0n2e/4PvcKxYv0W9fX7eJp5GNAMthmzmbRtqdY9/q5hXs96o8grFOgYU8Ne/1csqMIqRTskoeX9qLfC3lZoTDJDJbxee+mpiL+z3/AAfe4Vixfot6+v28TTwntjEyG7ee2mjmbe/1cwr2e9QTAmUAtyCWPLXv9XLKGCFykBxkknyftRb4W8rNOAx07km7ui19J617Pf8AB97hWLF+i3r6/bxNPOGT1zgtOyb31jpXv9XMK9nvVJuinrDKZ7617/VyyoLdWns2ER30/ai3wt5WaQkQo2wRNszedtHpPs9/wfe4Vixfot6+v28TTyMaAZbDNnM2jbU6x7/VzCvZ71R5BWKdAwp4a9/q5ZUYRUinZJQ8v7UW+FvKzQmGSGS3i899NTEX9nv+D73CsWL9FvX1+3iaeE9sYmQ3bz200czb3+rmFez3qCYEygFuQSx5a9/q5ZQwQuUgOMkk+T9qLfC3lZpwGOnck3d0WvpPWvZ7/g+9wrFi/Rb19ft4mnnDJ65wWnZN76x0r3+rmFez3qk3RT1hlM99a9/q5ZUFurT2bCI76ftRb4W8rNISIUbYIm2ZvO2j0n2e/wCD73CsWL9FvX1+3iaeRjQDLYZs5m0banWPf6uYV7PeqPIKxToGFPDXv9XLKjCKkU7JKHl/SC3CRFEPWkxE2iOs6UGEdELJFmbQE4Zxaid6ZvsqRCnF0xh569evXr15rjK5BGGItDwTSR0csJcBawzvwTKHgQsmBkHbimTWvD2GxOlrEljDtSg3EVIREhNnAcFP8lbElTuI0daJXmUBTUtLG2aEYF2/531npU+iWSiXAWyZoDcP4p91jYe+lXOUYRBIoZE+KPzQjYiuYXHNRXGVyKEsReSojkc6WRDEXC29typGJmIQCWrivkIRxGwm0sVBTashDlIbjinLzRJSRJBtH3fgjm9TTKNri+/KmTJkx36jKsaWtm36NCbjopKTeI0dasGuBpluBjOtEc3qaZRtcX3qe9jQmPINfGvImTJk9FSUGJEDGL460OBxAA4R5tevXr12Ew0md0D4/wCav8uT4xMxbMdJpWlBAgknBo3tHj8T7Z9X/HBIaTpGGa/P1PC9F4UYWZTbd+C8tERC4ACOA7UCVBIE1g98V73bQF664fL/ALr2erSjIsH+/wCcmD/Yr4z9EwI9E07HzRNWCnAMSPP6pxkYH7f5TtLY6Uez05baxKxTDMTJPJFRGIs1YSfH3V7PSp/EyPk+Qg0EQR709ft/XC32z6v+OFlkQQvDJJ2kPBTlFGLH9P4y6DCoedMAQF+D1kIJLOzvzCrB74r3u2pF0AFoxH7eOpU04iZIlXH5AnSvTbcMLZzIitGi2wALR3RGw3rJvHMSZnr/ADwEIuNypQY1AWu1eq3UhgIwR6UAOuXYEDHwfmeVukTUJCTrTB74qfqIRoDc+VXs9OXT6Lenr9v6wW+voH6JEUtTOJQV+KnsReeAOAK1qAoYE9o/7oTQoD27114vWrVVVWjB74r3u3g4XiPOWLvA8V6bapywsmbiT5XimLlvA25CT4HjhO8S5wZPI816rdXs+eaUNkJBM3/qJ+awe+K+MkZuk9P66V7PTl0ojkkSPmnr9v6AWNhHuIdEEnupHWpQIMmEzhk+ZfH433v+aQtQAKvbiC4pkmiOHwON1AzRKmF66G/JuGY+awe+KleIc4MnkeeD9Bu09wAtjE/9VgqF0QAO+eVMWtAO5CH2K9VuouL4QAgA55TjVcLEalGkxXpN6AOuXYEDHwfmalqGwTKLXuL7blHr9v4hb9upRBhA+2v5wYMGDBgwYMGDBgwYO65oeQojsfPPBtVFoKmC4zZ0TJar+E1yWgImgBhjXL+J97/mnJIwX6wfgDBJBg98VGhAEkwiD3EH44NRZbMsFPp5r7v/AGkYQCxT0MKeHmTfUEs1EWfIosY4SIQyb3E+KnQlDIhT2H2V5ZACQ2kSJzB4ozXr99ek34JV44YHSZkncB5OUev2/nFi0loIgDItXdst4MRONbrCFizRRFOTdmvNwnFoiae4eBDYYICibSEUB4JZtgS0TGkF0w17Tb8j59xAzWFwwIDeHWbUZnjGObh9nRg1/G+1mqkISSRx+EHufgDBJLB744tn99S/mV7uLh4D5oEAISgF1gljy0uGG8c5HgPjlCSkITccfhB4X/fcFqKrETpbiNGVDWVH9/VOiGvKzf4L2Kj2BwiLb8WfFI8lRWrUwylmX+A+PnlHr9v/AARYtEgFwWWIknBjWPzvjcJUQsOgr8ZMUzj+Y+Cyizr1Mav4nz6hgGqtz4VOOkICwpAe8Ph/AGCyWD3xwbfYU9lvT7mlJbL09FmUz31oecEZiQw8pzaN6bKI0v4s+K++4IQgCDkSPK4KBVALq0GF4IUSCV6HbktTdBVDB5Q5B6/b+MWd/wDMU4NRyA4bS0KZIhhkF8tC1jEY5TM/MRpNCVk5BkiDC/8AOtS2RADfgsXXd70m6VDYQgiDNGAuVQYKMy3RY2o+NwMKwSoRpZzQiClDcFFzdWxrTBEEySZpe5efukLWFC4KICcjmpQ1G3AhUIjepIA+JCDk5ypgVGOG5EkxCxKUTTXEVAyJYupluPIYnxRIyKNRoTfc/BhcMtJrKHxB+61+yrRdD1SLtopnEKI/FFFSNF7vyrJSLBK/EO/pfNJMzaFhYyesPhofMJXMgT5Ea9lvT7mlGEAsU9DCnh/Alo1ffcjK+x/lQ1jmmgrOtz4r0O3J96vg97OQev2/iFwlVYjeYMxtUe5/tJCQwwE3MFlfjg6iuZcijeTYpYPw4TYREEy7TGWKDhAEjgQgLd79aafLru2IEAQQQ5mPl21cy5FG8mxilCxSkzAmG+t2ZqZJZgAAEgAw0q5bABmIBB0b96AUVANiTAYI6fdXIhAjdBI7t+9J6CpSUiM26qaBEHLnocAZvRcACzHWonMwV9QKMyxOE/I+wUyFUlgApvcTuPA/2P8AOQ2UihJJCj8IPc5Uhnj+y3p9zSCAEJQC6wSx5fwJaNX33Iygs6oZxc/5wct4V8f/AKo+7EzEgB5Tjq+D3s43kkSoWlVCd4Hw16/b+YWdhBuNxMjBW9nrmmPWgizSMXXHnUhIdgMQJNCW21ryqhuEEu7deVljrRGguuM+RfNW8RScWBRhACYk/bMZbuBhZucvUxJek90TAIhAYGZCG2qoUgI7n4n16MCEutG4J0Tsakk5ElqwoBbzbJjV/G+w9nvwn+x/nJ7/AEciQzqbLJgVT6eOIOElsvT0WZTPfX8CWjV99+BlWC+mJmzPJ/nDy+EFlNjL64lX+v2/iFq41azDhdJmK/8Avaz5SyYkRswwte0/7SoUUQuwckz0KCtCBxTaZmKKDMSYwwnFi3SsuF0dk0pa/UdOi17Wp0Fyu7LNqAAc0U0sy6zX87WETfWA8V7T/te0/wC17T/tDa7hgcMnfnVEcEACbM7knSZ0qESthBIFlvALfL+N9oVsojO34s+K3IwiNJ+LPjgf7H+cnv8ARQ1JhZLkET2fHWvS7VDi4EgTIlX0DtEiCW4AFlJQEErL8qvdpGEAsU9DCnhoFsWkZGYCXdN8Z5VgBsyBFjzSAVAGVqLi4EKJROSUxcspT4/7cReqtInSfmz5r1e/D1kTkwUBjxxKv9ft/QC0owEBFESUg2GuaOQfmMLhwm8W2wfjfev20sCfMkEE+OB/sf5ye/0UJ5YyMlxvPfTUxF/S7V9ftosL4QomE4g+ggBCUAusEseX8D9B7LfghDARhlvC+Yd+vAQJWoLBkF2uh3TiKzmLU2pHiqxC1nF2mDKFu/eocXAkCZE5HHvtqev2/rBb71+2vX7+BxATcH7f7ye/0VF0FYVqd189JMSy5YQCFwZA7weCvX7aWQHdh32OAEQjQSSVjwW1gpJbL09FmUz31/A/QWSRiheF0naQ8HBxStin/QQHs8BXMShcFyT1g8HEVJbL09FmUz314IvX7adVIwkMLD8iPZ4x7DQzZRB0uHQHevX7f1gt96/bXr9/A8iYBmEWYMh2knub8nv9FLAl3NoAazcDBF3zT/1+3kfA1IwgFinoYU8PMN0tM4FeX1cEH0tKhxKJPai2mC5EQOM2T14ej38Nopom5x6avikYQCxT0MKeGp5w1MXZF+gK6S16/bwbRmItd7D/ALxa9ft/Ri0UzEaoIT5aYlAgkhLBKESbExLj8D71+2vX76YCoSB1u095OKFwydTsSSxye/0UkwsWTJbRee+mpiL3DZiaRA+Zf1S2JwyQIJ8cXwHxRDNAN3yqBACEoBdYJY8vNi0fchBbT104IPpaRCYgjcgMeWpVDzokSEtTOJQV+K9Hv4pAgBCUAusEseWl5BKNRsPkV6/bULkCSTCNHuIPxTVSrYv8cWvX7f0QuIyzIMdgf2kJ0AMSTC0zhb4p4uICu1m+za6/mm7Ohhyg2GI3MOs0KRk5ZToFpxjB31oCXgnQREsy4vOdZmksiQQJReNMOM6X3aFIycsp0C04xg760BLwToIiWZcXnOszSWRIIEovGmHGdL7tCgZPZToWnGMHfWgTbHdAolmXF5zrM16ban2tIEvBOgiJZlxec6zNJZEggSi8aYcZ0vu0KRk5ZToFpxjB31oE3BOgMSzLi851maUFjpnJJLui19J68PYEvBOgiJZlxec6zNCzpBCUX08OM6X3aFAyeynQWnGMHfWnf3KCm7lwys3nqcAwmhIvM7C7Lm92hSMnLKdAtOMYO+tAS8E6CIlmXF5zrM0lkSCBKLxphxnS+7QpGTllOgWnGMHfWgJeCdBESzLi851maSyJBAlF40w4zpfdoVjJjKdTacYwd9aYhmxKgjKt8oS5XrSHojbmY/2PihSMnLKdAtOMYO+tBIpbSTar6I6RWNAQuUoxiRCOTShSMnLKdAtOMYO+tEn4J0EUsy4vOdZmjgGE0JF5nYXZc3u1CuWCpbQD4LGvVoxoA1wwmnbGuKlUNOiRglqke44CTYOLm1KHEok9qnTXWDLRIMRl63JakfDxMhsnBbpvlaAl4J0ERLMuLznWZpLIkECUXjTDjOl92hSMnLKdAtOMYO+tAS8E6CIlmXF5zrM0lkSCBKLxphxnS+7QpGTGU6VpxjB31/TPvX7a9fvp0wAhN1ezEeUUgUstkAHPy/iOTYCSJuI+mr4pRIhFbYIi2ZvO2j0nKyzxot9dfzwC4i0LKSk9JPJVxSJzWQHxD+uCMIBYp6GFPDzuVDQlSAButBhdAkDkSlmRJqcMBnPkscFwwZ3MMvIfFJgQvkXyd8jfY4Yp4hmTM9P7pGEAsU9DCnh4PvX7aQ0MrWhm9Zf1wf8A2P8AKRxFEU6ElDy/rRb71+2vX76JEErOzPzC5nz5JhYsmS2i899NTEXt8BCVCGekHj9rwgQAhKAXWCWPL+FJ4MKGkIf5++AMpEAYnP3/AB1pTE+cWF3yyz14MGovcyX+18UCAEJQC6wSx5eV8q/+x/lBkhmSA2ZJJ8n60W+9ftr1++g4vBKmACmJERcTksW8YzJzPT+6UFjpnJJLui19J68n2vCSWy9PRZlM99fxpeU3AtibiJ1DueePv9VJLZenosyme+vK+Vf/AGP8pKCau4F9ut3n9aLfev216/fR0ZUNIRP7+ubBRIhFbYIi2ZvO2j0nj9rwkYQCxT0MKeH8KQSVEBF1V+VXl9/qpGEAsU9DCnhoaMrGsoP7+uRV/wDY/wApnkkIp0RKHl/Wi33r9tev316/bSOyqjQNoRiyW5UmFiyZLaLz301MRfj9rwgQAhKAXWCWPLzsGitcyz+x8c4v3+qgQAhKAXWCWPLyqv8A7H+U1AGJkYAbGwSJzN/1ot9CoedMAQF69fvqFQ86YAgL8ygsdM5JJd0WvpPXm8ktl6eizKZ76843Yt1CE/M/L4oNY4SIQSb3E+OWNohzlmbwPFJLZenosyme+vIrP+Whsby2MOUmKaQJ2WTXmxdG3RekFuvT0XYRHfT9MLNnVsAREbuhr+CVQ86JEhLc6iRCK2wRFszedtHpPL5GEAsU9DCnh50Y0Ai2GcczaNtTrHO+RhALFPQwp4eIhgAAXQsHtL5eKMIFIp6CUPL+1FvkmFiyZLaLz301MRfl8CAEJQC6wSx5ecT2xgZDnee2mjmbczmyyZUJ9PNAgBCUAusEseXjKsT5wXHkeeIYIRlIDpJJPk/ai3ygsdM5JJd0WvpPXm8ktl6eizKZ7687gk95wWHZN76x0/Aktl6eizKZ768UmZtCwsJPWHw8UFuvT0XYRHfT9qLfKJEIrbBEWzN520ek8vkYQCxT0MKeHnWFLubSE1mwuSLPjnRhALFPQwp4eZGECkU9BKHl/ai3yTCxZMltF576amIvxjPDyYsg+B4AgBCUAusEseXnCY2JBkN5vPbTRzNucEAISgF1gljy8wYIRlIDpJJPk/ai3ygsdM5JJd0WvpPXmFpLZenosyme+vOoJPXOCWHZN76x0/Aktl6eizKZ768yC3Xp6LsIjvp+1FvlEiEVtgiLZm87aPSeUWjCAWKehhTw84mBACWwzNszaNtTrHOjCAWKehhTw8yMIFIp6CUPL+1FvkmFiyZLaLz301MRfjKsQ84LzyPPAEAISgF1gljy84TGxIMhvN57aaOZtzggBCUAusEseXmDBCMpAdJJJ8n6MXe4kQp4C1ayREEWacpGIkyuBMQS2CSGTEoi8xpTrw/BDlBxFuWZ0/ODBgwYMGDBgwYMGDBr3AECxeNLXGdL7vMDBgwYNYAAChbdZvd5wYMGDBgw7gAJYtOlpnOttj8AMGDBgwYNYAAChbdZvd5gYMGDBjAARUL7JM7nODBgwYMGryqIsIE/bT/m9cW7d5iamtZhwkfx8fmxgwg7BlqyHBILLED1ZPNJhCiEczeM0s5IrEoyBrFJB6ZGIzYZ4JoMkMLO3e5Vn64IWjfbJ5rD1DMWTZ1xUIU53btMxQgFCNxNePS7Ni3PVSfBhJCYgJve1XcHEvcMlOmeoQwIlNy55rM1xCk6xjknQhGHbvGYoZAvhsuJk72bdKshwSCyxA9WTzSawZIhPXq5Nq7ZQziHrJQqmEKhCcZ7NGI6RAw3Ny55qYFhIG5LcoCQQkRsn7DQRGbsgg7q2MXZFYBSUnMm4QnS/WoHgOhBHHokifK9LElxSkVdizfOlJLLJDYKO6x8KlG7VyJaTZp8oCBQAyqLqGdYatxECSSVSkyMwznWh6YMvAgTaQsbkJ1qUWw6hSiOiemzQeIJo5JvHxjjKQwzN5CAaTMrsZhWl6xLCNZlWw2uyPi6ETlrtJZbvjFJzBJWD9AYO/WlFEioWxIC9rGDd4yo1FeeJBeDAT8YaRIqJi3FdJXzbpSsApKTmTcITpfrQWLMHKAhtQW1acYsyjQTZ6dNamxVQ1LJWNEJvoT1pmTEZSAKpBWEDkp4EAgS98CXHROlFJi1WZo7Sh8v/Vr/2Q== --==TSBoundary-SPR Content-Type: image/gif Content-Transfer-Encoding: base64 Content-ID: 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 --==TSBoundary-SPR Content-Type: image/gif Content-Transfer-Encoding: base64 Content-ID: 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 --==TSBoundary-SPR Content-Type: image/gif Content-Transfer-Encoding: base64 Content-ID: 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 --==TSBoundary-SPR Content-Type: text/html; charset=us-ascii Content-Transfer-Encoding: 7bit Content-ID:

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

--==TSBoundary-SPR Content-Type: image/gif Content-Transfer-Encoding: base64 Content-ID: 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