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 TSL_C_2.0, @C.P, Weekly, 3/20/1981 11:15:00 AM - 3/18/2011 11:15:00 AM
Display:
 
TradeStation Performance Summary Expand
 
All Trades
 
Total Net Profit $92,875.00    Profit Factor 2.64
Gross Profit $149,337.50    Gross Loss ($56,462.50)
Total Number of Trades 199    Percent Profitable 50.25%
Winning Trades 100    Losing Trades 98
Even Trades 1
Avg. Trade Net Profit $466.71    Ratio Avg. Win:Avg. Loss 2.59
Avg. Winning Trade $1,493.38    Avg. Losing Trade ($576.15)
Largest Winning Trade $10,012.50    Largest Losing Trade ($4,087.50)
Max. Consecutive Winning Trades 7    Max. Consecutive Losing Trades 5
Avg. Bars in Winning Trades 11.30    Avg. Bars in Losing Trades 5.54
Avg. Bars in Total Trades 8.42
Max. Shares/Contracts Held 1    Account Size Required $4,812.50
Return on Initial Capital 92.88%    Annual Rate of Return 2.28%
Return Retracement Ratio 0.06    RINA Index 132.52
Trading Period 28 Yrs, 10 Mths, 3 Dys    Percent of Time in the Market 98.60%
Max. Equity Run-up n/a

Max. Drawdown (Intra-day Peak to Valley)

   Max. Drawdown (Trade Close to Trade Close)

Value ($9,587.50)    Value ($4,812.50)
Net Profit as % of Drawdown 968.71%    Net Profit as % of Drawdown 1929.87%
Max. Trade Drawdown ($5,837.50)    
Long Trades
Total Net Profit $41,150.00    Profit Factor 2.82
Gross Profit $63,775.00    Gross Loss ($22,625.00)
Total Number of Trades 99    Percent Profitable 58.59%
Winning Trades 58    Losing Trades 40
Even Trades 1
Avg. Trade Net Profit $415.66    Ratio Avg. Win:Avg. Loss 1.94
Avg. Winning Trade $1,099.57    Avg. Losing Trade ($565.63)
Largest Winning Trade $7,275.00    Largest Losing Trade ($4,087.50)
Max. Consecutive Winning Trades 6    Max. Consecutive Losing Trades 5
Avg. Bars in Winning Trades 6.62    Avg. Bars in Losing Trades 5.17
Max. Shares/Contracts Held 1    Account Size Required $5,737.50
     
Net Profit as % of Largest Loss 1006.73%

Max. Drawdown (Intra-day Peak to Valley)

   Max. Drawdown (Trade Close to Trade Close)

Value ($8,375.00)    Value ($5,737.50)
Net Profit as % of Drawdown 491.34%    Net Profit as % of Drawdown 717.21%
Max. Trade Drawdown ($5,837.50)  
Short Trades
Total Net Profit $51,725.00    Profit Factor 2.53
Gross Profit $85,562.50    Gross Loss ($33,837.50)
     
Total Number of Trades 100    Percent Profitable 42.00%
Winning Trades 42    Losing Trades 58
Even Trades 0
Avg. Trade Net Proft $517.25    Ratio Avg. Win:Avg. Loss 3.49
Avg. Winning Trade $2,037.20    Avg. Losing Trade ($583.41)
Largest Winning Trade $10,012.50    Largest Losing Trade ($2,737.50)
Max. Consecutive Winning Trades 5    Max. Consecutive Losing Trades 7
Avg. Bars in Winning Trades 17.76    Avg. Bars in Losing Trades 5.79
Max. Shares/Contracts Held 1    Account Size Required $5,412.50
Net Profit as % of Largest Loss 1889.50%

Max. Drawdown (Intra-day Peak to Valley)

   Max. Drawdown (Trade Close to Trade Close)

Value ($7,812.50)    Value ($5,412.50)
Net Profit as % of Drawdown 662.08%    Net Profit as % of Drawdown 955.66%
Max. Trade Drawdown ($3,175.00)  
Created by TradeStation: 3/15/2011 10:06:04 PM, 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 TSL_C_2.0, @C.P, Weekly, 3/20/1981 11:15:00 AM - 3/18/2011 11:15:00 AM
 TradeStation Trade Analysis Collapse
  All Trades
Winners
Losers
Total Number of Trades 199 100 98
Avg. Trade Net Profit $466.71 $1,493.38 ($576.15)
1 Std. Deviation of Avg. Trade $1,794.59 $1,974.55 $637.96
Avg. Trade + 1 Std. Deviation $2,261.29 $3,467.93 $61.82
Avg. Trade - 1 Std. Deviation ($1,327.88) ($481.18) ($1,214.11)
Coefficient of Variation 384.52% 132.22% 110.73%
Time Averages
Avg. Time in Trades 51 Dys, 22 Hrs, 4 Mins 72 Dys, 2 Hrs, 24 Mins 31 Dys, 18 Hrs, 51 Mins
Avg. Time Between Trades n/a 31 Dys, 2 Hrs, 40 Mins 74 Dys, 9 Hrs, 38 Mins
Avg. Time Between Trade Profit Peaks 1370 Dys
Outliers Total Positive Negative
Number of Outliers 5 2 3
Outlier Profit/Loss $9,200.00 $18,575.00 ($9,375.00)
 
Run-Up/Drawdown   Run-Up Drawdown
Max. Value $13,712.50 ($5,837.50)
Max. Value Date 12/5/2008 7/24/2009
Avg. Value $1,276.70 ($591.27)
1 Std. Deviation $2,005.85 $716.23
Avg. + 1 Std. Deviation $3,282.55 $124.96
Avg. - 1 Std. Deviation ($729.16) ($1,307.50)
Coefficient of Variation 157.11% 121.13%
 
Efficiency Analysis Total
Entry
Exit
Avg. Efficiency 3.06% 56.30% 46.76%
1 Std. Deviation 53.50% 32.39% 28.87%
Avg. + 1 Std. Deviation 56.57% 88.69% 75.63%
Avg. - 1 Std. Deviation (50.44%) 23.91% 17.89%
Coefficient of Variation 1747.67% 57.54% 61.73%
CollapseCollapse
 TradeStation Trade Series Analysis Collapse
Winners Losers
Largest Profit/Loss $10,012.50 ($4,087.50)
Largest Profit/Loss as % of Gross 6.70% 7.24%
Largest Consec. Profit/Loss $13,262.50 ($4,812.50)
Largest Consec. Profit/Loss as % of Gross 8.88% 8.52%

Winning Series

Number of Series

Avg. Gain per Series

Avg. Loss Next Trade

1 29 $1,507.33 ($485.34)
2 16 $1,873.83 ($553.13)
3 7 $1,205.36 ($307.14)
5 1 $480.00 ($100.00)
6 1 $2,181.25 ($100.00)
7 1 $694.64 $0.00

Losing Series

Number of Series

Avg. Loss per Series

Avg. Gain Next Trade

1 28 ($528.13) $1,553.24
2 18 ($635.07) $1,638.89
3 7 ($643.45) $2,310.71
4 2 ($439.06) $2,925.00
5 1 ($357.50) $187.50

Created by TradeStation: 3/15/2011 10:06:04 PM, 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  Sell Short  10/08/82  Short  $878.750  $0.00  1  ($687.50)  (1.56%)  $375.00  30.61%    $0.000  $0.000
   Buy to Cover  11/12/82  Buy  $892.500    ($687.50)  ($687.50)    ($850.00)  13.27%  (56.12%)  $0.000  $0.000
 2  Buy  11/12/82  Buy  $892.500  $0.00  1  $300.00  0.67%  $562.50  78.95%    $0.000  $0.000
   Sell  12/10/82  Short  $898.500    $300.00  ($387.50)    ($150.00)  63.16%  42.11%  $0.000  $0.000
 3  Sell Short  12/10/82  Short  $898.500  $0.00  1  ($325.00)  (0.72%)  $50.00  10.81%    $0.000  $0.000
   Buy to Cover  01/07/83  Buy  $905.000    ($325.00)  ($712.50)    ($412.50)  18.92%  (70.27%)  $0.000  $0.000
 4  Buy  01/07/83  Buy  $905.000  $0.00  1  $1,550.00  3.43%  $1,687.50  100.00%    $0.000  $0.000
   Sell  03/04/83  Short  $936.000    $1,550.00  $837.50    $0.00  91.85%  91.85%  $0.000  $0.000
 5  Sell Short  03/04/83  Short  $936.000  $0.00  1  ($325.00)  (0.69%)  $350.00  48.28%    $0.000  $0.000
   Buy to Cover  03/18/83  Buy  $942.500    ($325.00)  $512.50    ($375.00)  6.90%  (44.83%)  $0.000  $0.000
 6  Buy  03/18/83  Buy  $942.500  $0.00  1  $925.00  1.96%  $1,150.00  100.00%    $0.000  $0.000
   Sell  04/22/83  Short  $961.000    $925.00  $1,437.50    $0.00  80.43%  80.43%  $0.000  $0.000
 7  Sell Short  04/22/83  Short  $961.000  $0.00  1  $575.00  1.20%  $962.50  87.50%    $0.000  $0.000
   Buy to Cover  06/03/83  Buy  $949.500    $575.00  $2,012.50    ($137.50)  64.77%  52.27%  $0.000  $0.000
 8  Buy  06/03/83  Buy  $949.500  $0.00  1  $87.50  0.18%  $125.00  33.33%    $0.000  $0.000
   Sell  06/10/83  Short  $951.250    $87.50  $2,100.00    ($250.00)  90.00%  23.33%  $0.000  $0.000
 9  Sell Short  06/10/83  Short  $951.250  $0.00  1  ($587.50)  (1.24%)  $87.50  12.28%    $0.000  $0.000
   Buy to Cover  07/08/83  Buy  $963.000    ($587.50)  $1,512.50    ($625.00)  5.26%  (82.46%)  $0.000  $0.000
 10  Buy  07/08/83  Buy  $963.000  $0.00  1  $2,225.00  4.62%  $3,550.00  98.95%    $0.000  $0.000
   Sell  09/30/83  Short  $1,007.500    $2,225.00  $3,737.50    ($37.50)  63.07%  62.02%  $0.000  $0.000
 11  Sell Short  09/30/83  Short  $1,007.500  $0.00  1  $675.00  1.34%  $1,500.00  83.33%    $0.000  $0.000
   Buy to Cover  12/23/83  Buy  $994.000    $675.00  $4,412.50    ($300.00)  54.17%  37.50%  $0.000  $0.000
 12  Buy  12/23/83  Buy  $994.000  $0.00  1  ($400.00)  (0.80%)  $87.50  9.72%    $0.000  $0.000
   Sell  01/13/84  Short  $986.000    ($400.00)  $4,012.50    ($812.50)  45.83%  (44.44%)  $0.000  $0.000
 13  Sell Short  01/13/84  Short  $986.000  $0.00  1  $87.50  0.18%  $962.50  93.90%    $0.000  $0.000
   Buy to Cover  03/02/84  Buy  $984.250    $87.50  $4,100.00    ($62.50)  14.63%  8.54%  $0.000  $0.000
 14  Buy  03/02/84  Buy  $984.250  $0.00  1  $1,075.00  2.18%  $1,312.50  95.45%    $0.000  $0.000
   Sell  04/20/84  Short  $1,005.750    $1,075.00  $5,175.00    ($62.50)  82.73%  78.18%  $0.000  $0.000
 15  Sell Short  04/20/84  Short  $1,005.750  $0.00  1  $350.00  0.70%  $900.00  80.90%    $0.000  $0.000
   Buy to Cover  05/18/84  Buy  $998.750    $350.00  $5,525.00    ($212.50)  50.56%  31.46%  $0.000  $0.000
 16  Buy  05/18/84  Buy  $998.750  $0.00  1  $150.00  0.30%  $350.00  96.55%    $0.000  $0.000
   Sell  05/25/84  Short  $1,001.750    $150.00  $5,675.00    ($12.50)  44.83%  41.38%  $0.000  $0.000
 17  Sell Short  05/25/84  Short  $1,001.750  $0.00  1  $1,575.00  3.14%  $2,062.50  91.16%    $0.000  $0.000
   Buy to Cover  08/17/84  Buy  $970.250    $1,575.00  $7,250.00    ($200.00)  78.45%  69.61%  $0.000  $0.000
 18  Buy  08/17/84  Buy  $970.250  $0.00  1  $375.00  0.77%  $425.00  54.84%    $0.000  $0.000
   Sell  08/24/84  Short  $977.750    $375.00  $7,625.00    ($350.00)  93.55%  48.39%  $0.000  $0.000
 19  Sell Short  08/24/84  Short  $977.750  $0.00  1  $1,250.00  2.56%  $1,475.00  80.27%    $0.000  $0.000
   Buy to Cover  01/04/85  Buy  $952.750    $1,250.00  $8,875.00    ($362.50)  87.76%  68.03%  $0.000  $0.000
 20  Buy  01/04/85  Buy  $952.750  $0.00  1  $0.00  0.00%  $100.00  57.14%    $0.000  $0.000
   Sell  01/11/85  Short  $952.750    $0.00  $8,875.00    ($75.00)  42.86%  0.00%  $0.000  $0.000
 21  Sell Short  01/11/85  Short  $952.750  $0.00  1  ($162.50)  (0.34%)  $412.50  62.26%    $0.000  $0.000
   Buy to Cover  03/29/85  Buy  $956.000    ($162.50)  $8,712.50    ($250.00)  13.21%  (24.53%)  $0.000  $0.000
 22  Buy  03/29/85  Buy  $956.000  $0.00  1  $212.50  0.44%  $237.50  82.61%    $0.000  $0.000
   Sell  04/19/85  Short  $960.250    $212.50  $8,925.00    ($50.00)  91.30%  73.91%  $0.000  $0.000
 23  Sell Short  04/19/85  Short  $960.250  $0.00  1  $1,787.50  3.72%  $2,175.00  98.86%    $0.000  $0.000
   Buy to Cover  08/23/85  Buy  $924.500    $1,787.50  $10,712.50    ($25.00)  82.39%  81.25%  $0.000  $0.000
 24  Buy  08/23/85  Buy  $924.500  $0.00  1  ($362.50)  (0.78%)  $0.00  0.00%    $0.000  $0.000
   Sell  09/13/85  Short  $917.250    ($362.50)  $10,350.00    ($475.00)  23.68%  (76.32%)  $0.000  $0.000
 25  Sell Short  09/13/85  Short  $917.250  $0.00  1  ($837.50)  (1.83%)  $37.50  4.05%    $0.000  $0.000
   Buy to Cover  11/01/85  Buy  $934.000    ($837.50)  $9,512.50    ($887.50)  5.41%  (90.54%)  $0.000  $0.000
 26  Buy  11/01/85  Buy  $934.000  $0.00  1  $637.50  1.37%  $825.00  88.00%    $0.000  $0.000
   Sell  01/10/86  Short  $946.750    $637.50  $10,150.00    ($112.50)  80.00%  68.00%  $0.000  $0.000
 27  Sell Short  01/10/86  Short  $946.750  $0.00  1  $550.00  1.16%  $1,125.00  88.24%    $0.000  $0.000
   Buy to Cover  03/14/86  Buy  $935.750    $550.00  $10,700.00    ($150.00)  54.90%  43.14%  $0.000  $0.000
 28  Buy  03/14/86  Buy  $935.750  $0.00  1  ($50.00)  (0.11%)  $87.50  25.93%    $0.000  $0.000
   Sell  03/28/86  Short  $934.750    ($50.00)  $10,650.00    ($250.00)  59.26%  (14.81%)  $0.000  $0.000
 29  Sell Short  03/28/86  Short  $934.750  $0.00  1  ($137.50)  (0.29%)  $412.50  37.08%    $0.000  $0.000
   Buy to Cover  05/02/86  Buy  $937.500    ($137.50)  $10,512.50    ($700.00)  50.56%  (12.36%)  $0.000  $0.000
 30  Buy  05/02/86  Buy  $937.500  $0.00  1  $612.50  1.31%  $925.00  100.00%    $0.000  $0.000
   Sell  05/30/86  Short  $949.750    $612.50  $11,125.00    $0.00  66.22%  66.22%  $0.000  $0.000
 31  Sell Short  05/30/86  Short  $949.750  $0.00  1  $3,425.00  7.21%  $3,800.00  96.51%    $0.000  $0.000
   Buy to Cover  03/06/87  Buy  $881.250    $3,425.00  $14,550.00    ($137.50)  90.48%  86.98%  $0.000  $0.000
 32  Buy  03/06/87  Buy  $881.250  $0.00  1  $112.50  0.26%  $187.50  68.18%    $0.000  $0.000
   Sell  03/13/87  Short  $883.500    $112.50  $14,662.50    ($87.50)  72.73%  40.91%  $0.000  $0.000
 33  Sell Short  03/13/87  Short  $883.500  $0.00  1  ($537.50)  (1.22%)  $87.50  9.86%    $0.000  $0.000
   Buy to Cover  04/17/87  Buy  $894.250    ($537.50)  $14,125.00    ($800.00)  29.58%  (60.56%)  $0.000  $0.000
 34  Buy  04/17/87  Buy  $894.250  $0.00  1  $737.50  1.65%  $1,375.00  100.00%    $0.000  $0.000
   Sell  06/05/87  Short  $909.000    $737.50  $14,862.50    $0.00  53.64%  53.64%  $0.000  $0.000
 35  Sell Short  06/05/87  Short  $909.000  $0.00  1  $1,787.50  3.93%  $2,212.50  76.62%    $0.000  $0.000
   Buy to Cover  08/21/87  Buy  $873.250    $1,787.50  $16,650.00    ($675.00)  85.28%  61.90%  $0.000  $0.000
 36  Buy  08/21/87  Buy  $873.250  $0.00  1  $262.50  0.60%  $375.00  61.22%    $0.000  $0.000
   Sell  09/11/87  Short  $878.500    $262.50  $16,912.50    ($237.50)  81.63%  42.86%  $0.000  $0.000
 37  Sell Short  09/11/87  Short  $878.500  $0.00  1  ($537.50)  (1.22%)  $87.50  12.73%    $0.000  $0.000
   Buy to Cover  10/02/87  Buy  $889.250    ($537.50)  $16,375.00    ($600.00)  9.09%  (78.18%)  $0.000  $0.000
 38  Buy  10/02/87  Buy  $889.250  $0.00  1  ($237.50)  (0.53%)  $187.50  27.27%    $0.000  $0.000
   Sell  11/06/87  Short  $884.500    ($237.50)  $16,137.50    ($500.00)  38.18%  (34.55%)  $0.000  $0.000
 39  Sell Short  11/06/87  Short  $884.500  $0.00  1  ($550.00)  (1.24%)  $25.00  3.45%    $0.000  $0.000
   Buy to Cover  11/27/87  Buy  $895.500    ($550.00)  $15,587.50    ($700.00)  20.69%  (75.86%)  $0.000  $0.000
 40  Buy  11/27/87  Buy  $895.500  $0.00  1  ($212.50)  (0.47%)  $25.00  5.56%    $0.000  $0.000
   Sell  12/11/87  Short  $891.250    ($212.50)  $15,375.00    ($425.00)  47.22%  (47.22%)  $0.000  $0.000
 41  Sell Short  12/11/87  Short  $891.250  $0.00  1  ($250.00)  (0.56%)  $437.50  57.38%    $0.000  $0.000
   Buy to Cover  01/15/88  Buy  $896.250    ($250.00)  $15,125.00    ($325.00)  9.84%  (32.79%)  $0.000  $0.000
 42  Buy  01/15/88  Buy  $896.250  $0.00  1  $187.50  0.42%  $312.50  75.76%    $0.000  $0.000
   Sell  02/05/88  Short  $900.000    $187.50  $15,312.50    ($100.00)  69.70%  45.45%  $0.000  $0.000
 43  Sell Short  02/05/88  Short  $900.000  $0.00  1  ($237.50)  (0.53%)  $612.50  57.65%    $0.000  $0.000
   Buy to Cover  05/20/88  Buy  $904.750    ($237.50)  $15,075.00    ($450.00)  20.00%  (22.35%)  $0.000  $0.000
 44  Buy  05/20/88  Buy  $904.750  $0.00  1  ($237.50)  (0.53%)  $0.00  0.00%    $0.000  $0.000
   Sell  05/27/88  Short  $900.000    ($237.50)  $14,837.50    ($462.50)  48.65%  (51.35%)  $0.000  $0.000
 45  Sell Short  05/27/88  Short  $900.000  $0.00  1  ($900.00)  (2.00%)  $0.00  0.00%    $0.000  $0.000
   Buy to Cover  06/03/88  Buy  $918.000    ($900.00)  $13,937.50    ($912.50)  1.37%  (98.63%)  $0.000  $0.000
 46  Buy  06/03/88  Buy  $918.000  $0.00  1  $5,325.00  11.60%  $6,375.00  100.00%    $0.000  $0.000
   Sell  07/15/88  Short  $1,024.500    $5,325.00  $19,262.50    $0.00  83.53%  83.53%  $0.000  $0.000
 47  Sell Short  07/15/88  Short  $1,024.500  $0.00  1  $4,875.00  9.52%  $5,487.50  100.00%    $0.000  $0.000
   Buy to Cover  04/14/89  Buy  $927.000    $4,875.00  $24,137.50    $0.00  88.84%  88.84%  $0.000  $0.000
 48  Buy  04/14/89  Buy  $927.000  $0.00  1  $200.00  0.43%  $500.00  60.61%    $0.000  $0.000
   Sell  05/05/89  Short  $931.000    $200.00  $24,337.50    ($325.00)  63.64%  24.24%  $0.000  $0.000
 49  Sell Short  05/05/89  Short  $931.000  $0.00  1  $550.00  1.18%  $1,400.00  97.39%    $0.000  $0.000
   Buy to Cover  06/30/89  Buy  $920.000    $550.00  $24,887.50    ($37.50)  40.87%  38.26%  $0.000  $0.000
 50  Buy  06/30/89  Buy  $920.000  $0.00  1  $550.00  1.20%  $1,112.50  100.00%    $0.000  $0.000
   Sell  07/07/89  Short  $931.000    $550.00  $25,437.50    $0.00  49.44%  49.44%  $0.000  $0.000
 51  Sell Short  07/07/89  Short  $931.000  $0.00  1  $1,587.50  3.41%  $2,475.00  100.00%    $0.000  $0.000
   Buy to Cover  08/18/89  Buy  $899.250    $1,587.50  $27,025.00    $0.00  64.14%  64.14%  $0.000  $0.000
 52  Buy  08/18/89  Buy  $899.250  $0.00  1  ($100.00)  (0.22%)  $250.00  62.50%    $0.000  $0.000
   Sell  08/25/89  Short  $897.250    ($100.00)  $26,925.00    ($150.00)  12.50%  (25.00%)  $0.000  $0.000
 53  Sell Short  08/25/89  Short  $897.250  $0.00  1  ($162.50)  (0.36%)  $387.50  38.75%    $0.000  $0.000
   Buy to Cover  02/16/90  Buy  $900.500    ($162.50)  $26,762.50    ($612.50)  45.00%  (16.25%)  $0.000  $0.000
 54  Buy  02/16/90  Buy  $900.500  $0.00  1  $250.00  0.56%  $337.50  90.00%    $0.000  $0.000
   Sell  03/16/90  Short  $905.500    $250.00  $27,012.50    ($37.50)  76.67%  66.67%  $0.000  $0.000
 55  Sell Short  03/16/90  Short  $905.500  $0.00  1  ($237.50)  (0.52%)  $12.50  3.45%    $0.000  $0.000
   Buy to Cover  03/23/90  Buy  $910.250    ($237.50)  $26,775.00    ($350.00)  31.03%  (65.52%)  $0.000  $0.000
 56  Buy  03/23/90  Buy  $910.250  $0.00  1  $1,225.00  2.69%  $1,712.50  96.48%    $0.000  $0.000
   Sell  05/25/90  Short  $934.750    $1,225.00  $28,000.00    ($62.50)  72.54%  69.01%  $0.000  $0.000
 57  Sell Short  05/25/90  Short  $934.750  $0.00  1  $1,162.50  2.49%  $1,900.00  71.36%    $0.000  $0.000
   Buy to Cover  08/24/90  Buy  $911.500    $1,162.50  $29,162.50    ($762.50)  72.30%  43.66%  $0.000  $0.000
 58  Buy  08/24/90  Buy  $911.500  $0.00  1  ($812.50)  (1.78%)  $0.00  0.00%    $0.000  $0.000
   Sell  09/07/90  Short  $895.250    ($812.50)  $28,350.00    ($912.50)  10.96%  (89.04%)  $0.000  $0.000
 59  Sell Short  09/07/90  Short  $895.250  $0.00  1  $400.00  0.89%  $887.50  87.65%    $0.000  $0.000
   Buy to Cover  12/07/90  Buy  $887.250    $400.00  $28,750.00    ($125.00)  51.85%  39.51%  $0.000  $0.000
 60  Buy  12/07/90  Buy  $887.250  $0.00  1  ($162.50)  (0.37%)  $187.50  35.71%    $0.000  $0.000
   Sell  01/04/91  Short  $884.000    ($162.50)  $28,587.50    ($337.50)  33.33%  (30.95%)  $0.000  $0.000
 61  Sell Short  01/04/91  Short  $884.000  $0.00  1  ($325.00)  (0.74%)  $175.00  28.57%    $0.000  $0.000
   Buy to Cover  01/18/91  Buy  $890.500    ($325.00)  $28,262.50    ($437.50)  18.37%  (53.06%)  $0.000  $0.000
 62  Buy  01/18/91  Buy  $890.500  $0.00  1  $225.00  0.51%  $525.00  76.36%    $0.000  $0.000
   Sell  03/22/91  Short  $895.000    $225.00  $28,487.50    ($162.50)  56.36%  32.73%  $0.000  $0.000
 63  Sell Short  03/22/91  Short  $895.000  $0.00  1  ($225.00)  (0.50%)  $212.50  42.50%    $0.000  $0.000
   Buy to Cover  04/05/91  Buy  $899.500    ($225.00)  $28,262.50    ($287.50)  12.50%  (45.00%)  $0.000  $0.000
 64  Buy  04/05/91  Buy  $899.500  $0.00  1  ($950.00)  (2.11%)  $150.00  12.50%    $0.000  $0.000
   Sell  05/17/91  Short  $880.500    ($950.00)  $27,312.50    ($1,050.00)  8.33%  (79.17%)  $0.000  $0.000
 65  Sell Short  05/17/91  Short  $880.500  $0.00  1  $837.50  1.90%  $1,362.50  80.74%    $0.000  $0.000
   Buy to Cover  07/19/91  Buy  $863.750    $837.50  $28,150.00    ($325.00)  68.89%  49.63%  $0.000  $0.000
 66  Buy  07/19/91  Buy  $863.750  $0.00  1  $1,025.00  2.37%  $1,850.00  100.00%    $0.000  $0.000
   Sell  08/23/91  Short  $884.250    $1,025.00  $29,175.00    $0.00  55.41%  55.41%  $0.000  $0.000
 67  Sell Short  08/23/91  Short  $884.250  $0.00  1  $25.00  0.06%  $962.50  74.04%    $0.000  $0.000
   Buy to Cover  01/31/92  Buy  $883.750    $25.00  $29,200.00    ($337.50)  27.88%  1.92%  $0.000  $0.000
 68  Buy  01/31/92  Buy  $883.750  $0.00  1  ($25.00)  (0.06%)  $350.00  60.87%    $0.000  $0.000
   Sell  02/21/92  Short  $883.250    ($25.00)  $29,175.00    ($225.00)  34.78%  (4.35%)  $0.000  $0.000
 69  Sell Short  02/21/92  Short  $883.250  $0.00  1  ($125.00)  (0.28%)  $200.00  57.14%    $0.000  $0.000
   Buy to Cover  02/28/92  Buy  $885.750    ($125.00)  $29,050.00    ($150.00)  7.14%  (35.71%)  $0.000  $0.000
 70  Buy  02/28/92  Buy  $885.750  $0.00  1  ($1,000.00)  (2.26%)  $312.50  22.73%    $0.000  $0.000
   Sell  04/17/92  Short  $865.750    ($1,000.00)  $28,050.00    ($1,062.50)  4.55%  (72.73%)  $0.000  $0.000
 71  Sell Short  04/17/92  Short  $865.750  $0.00  1  ($162.50)  (0.38%)  $462.50  59.68%    $0.000  $0.000
   Buy to Cover  05/08/92  Buy  $869.000    ($162.50)  $27,887.50    ($312.50)  19.35%  (20.97%)  $0.000  $0.000
 72  Buy  05/08/92  Buy  $869.000  $0.00  1  $25.00  0.06%  $300.00  60.00%    $0.000  $0.000
   Sell  05/15/92  Short  $869.500    $25.00  $27,912.50    ($200.00)  45.00%  5.00%  $0.000  $0.000
 73  Sell Short  05/15/92  Short  $869.500  $0.00  1  $2,162.50  4.97%  $2,725.00  91.98%    $0.000  $0.000
   Buy to Cover  08/21/92  Buy  $826.250    $2,162.50  $30,075.00    ($237.50)  81.01%  73.00%  $0.000  $0.000
 74  Buy  08/21/92  Buy  $826.250  $0.00  1  ($25.00)  (0.06%)  $212.50  32.08%    $0.000  $0.000
   Sell  09/04/92  Short  $825.750    ($25.00)  $30,050.00    ($450.00)  64.15%  (3.77%)  $0.000  $0.000
 75  Sell Short  09/04/92  Short  $825.750  $0.00  1  $675.00  1.63%  $1,050.00  82.35%    $0.000  $0.000
   Buy to Cover  03/19/93  Buy  $812.250    $675.00  $30,725.00    ($225.00)  70.59%  52.94%  $0.000  $0.000
 76  Buy  03/19/93  Buy  $812.250  $0.00  1  $62.50  0.15%  $387.50  68.89%    $0.000  $0.000
   Sell  04/30/93  Short  $813.500    $62.50  $30,787.50    ($175.00)  42.22%  11.11%  $0.000  $0.000
 77  Sell Short  04/30/93  Short  $813.500  $0.00  1  $662.50  1.63%  $1,050.00  90.32%    $0.000  $0.000
   Buy to Cover  06/25/93  Buy  $800.250    $662.50  $31,450.00    ($112.50)  66.67%  56.99%  $0.000  $0.000
 78  Buy  06/25/93  Buy  $800.250  $0.00  1  $787.50  1.97%  $1,287.50  96.26%    $0.000  $0.000
   Sell  08/06/93  Short  $816.000    $787.50  $32,237.50    ($50.00)  62.62%  58.88%  $0.000  $0.000
 79  Sell Short  08/06/93  Short  $816.000  $0.00  1  $212.50  0.52%  $775.00  86.11%    $0.000  $0.000
   Buy to Cover  09/17/93  Buy  $811.750    $212.50  $32,450.00    ($125.00)  37.50%  23.61%  $0.000  $0.000
 80  Buy  09/17/93  Buy  $811.750  $0.00  1  ($100.00)  (0.25%)  $337.50  47.37%    $0.000  $0.000
   Sell  10/08/93  Short  $809.750    ($100.00)  $32,350.00    ($375.00)  38.60%  (14.04%)  $0.000  $0.000
 81  Sell Short  10/08/93  Short  $809.750  $0.00  1  ($587.50)  (1.45%)  $0.00  0.00%    $0.000  $0.000
   Buy to Cover  10/22/93  Buy  $821.500    ($587.50)  $31,762.50    ($712.50)  17.54%  (82.46%)  $0.000  $0.000
 82  Buy  10/22/93  Buy  $821.500  $0.00  1  $1,862.50  4.53%  $2,537.50  96.67%    $0.000  $0.000
   Sell  02/11/94  Short  $858.750    $1,862.50  $33,625.00    ($87.50)  74.29%  70.95%  $0.000  $0.000
 83  Sell Short  02/11/94  Short  $858.750  $0.00  1  $4,275.00  9.96%  $4,450.00  99.16%    $0.000  $0.000
   Buy to Cover  10/28/94  Buy  $773.250    $4,275.00  $37,900.00    ($37.50)  96.10%  95.26%  $0.000  $0.000
 84  Buy  10/28/94  Buy  $773.250  $0.00  1  $37.50  0.10%  $262.50  75.00%    $0.000  $0.000
   Sell  11/11/94  Short  $774.000    $37.50  $37,937.50    ($87.50)  35.71%  10.71%  $0.000  $0.000
 85  Sell Short  11/11/94  Short  $774.000  $0.00  1  ($125.00)  (0.32%)  $375.00  71.43%    $0.000  $0.000
   Buy to Cover  12/09/94  Buy  $776.500    ($125.00)  $37,812.50    ($150.00)  4.76%  (23.81%)  $0.000  $0.000
 86  Buy  12/09/94  Buy  $776.500  $0.00  1  $150.00  0.39%  $312.50  59.52%    $0.000  $0.000
   Sell  01/20/95  Short  $779.500    $150.00  $37,962.50    ($212.50)  69.05%  28.57%  $0.000  $0.000
 87  Sell Short  01/20/95  Short  $779.500  $0.00  1  ($175.00)  (0.45%)  $237.50  51.35%    $0.000  $0.000
   Buy to Cover  03/10/95  Buy  $783.000    ($175.00)  $37,787.50    ($225.00)  10.81%  (37.84%)  $0.000  $0.000
 88  Buy  03/10/95  Buy  $783.000  $0.00  1  $75.00  0.19%  $437.50  72.92%    $0.000  $0.000
   Sell  04/21/95  Short  $784.500    $75.00  $37,862.50    ($162.50)  39.58%  12.50%  $0.000  $0.000
 89  Sell Short  04/21/95  Short  $784.500  $0.00  1  ($75.00)  (0.19%)  $62.50  27.78%    $0.000  $0.000
   Buy to Cover  04/28/95  Buy  $786.000    ($75.00)  $37,787.50    ($162.50)  38.89%  (33.33%)  $0.000  $0.000
 90  Buy  04/28/95  Buy  $786.000  $0.00  1  $162.50  0.41%  $312.50  73.53%    $0.000  $0.000
   Sell  05/19/95  Short  $789.250    $162.50  $37,950.00    ($112.50)  64.71%  38.24%  $0.000  $0.000
 91  Sell Short  05/19/95  Short  $789.250  $0.00  1  ($625.00)  (1.58%)  $0.00  0.00%    $0.000  $0.000
   Buy to Cover  05/26/95  Buy  $801.750    ($625.00)  $37,325.00    ($637.50)  1.96%  (98.04%)  $0.000  $0.000
 92  Buy  05/26/95  Buy  $801.750  $0.00  1  $275.00  0.69%  $700.00  57.14%    $0.000  $0.000
   Sell  07/07/95  Short  $807.250    $275.00  $37,600.00    ($525.00)  65.31%  22.45%  $0.000  $0.000
 93  Sell Short  07/07/95  Short  $807.250  $0.00  1  ($275.00)  (0.68%)  $125.00  20.83%    $0.000  $0.000
   Buy to Cover  07/14/95  Buy  $812.750    ($275.00)  $37,325.00    ($475.00)  33.33%  (45.83%)  $0.000  $0.000
 94  Buy  07/14/95  Buy  $812.750  $0.00  1  ($437.50)  (1.08%)  $600.00  38.40%    $0.000  $0.000
   Sell  08/11/95  Short  $804.000    ($437.50)  $36,887.50    ($962.50)  33.60%  (28.00%)  $0.000  $0.000
 95  Sell Short  08/11/95  Short  $804.000  $0.00  1  ($537.50)  (1.34%)  $12.50  2.22%    $0.000  $0.000
   Buy to Cover  08/25/95  Buy  $814.750    ($537.50)  $36,350.00    ($550.00)  2.22%  (95.56%)  $0.000  $0.000
 96  Buy  08/25/95  Buy  $814.750  $0.00  1  $2,212.50  5.43%  $2,562.50  100.00%    $0.000  $0.000
   Sell  11/03/95  Short  $859.000    $2,212.50  $38,562.50    $0.00  86.34%  86.34%  $0.000  $0.000
 97  Sell Short  11/03/95  Short  $859.000  $0.00  1  ($287.50)  (0.67%)  $625.00  64.94%    $0.000  $0.000
   Buy to Cover  12/08/95  Buy  $864.750    ($287.50)  $38,275.00    ($337.50)  5.19%  (29.87%)  $0.000  $0.000
 98  Buy  12/08/95  Buy  $864.750  $0.00  1  $7,275.00  16.83%  $9,225.00  100.00%    $0.000  $0.000
   Sell  06/28/96  Short  $1,010.250    $7,275.00  $45,550.00    $0.00  78.86%  78.86%  $0.000  $0.000
 99  Sell Short  06/28/96  Short  $1,010.250  $0.00  1  $4,962.50  9.82%  $5,700.00  73.91%    $0.000  $0.000
   Buy to Cover  11/22/96  Buy  $911.000    $4,962.50  $50,512.50    ($2,012.50)  90.44%  64.34%  $0.000  $0.000
 100  Buy  11/22/96  Buy  $911.000  $0.00  1  ($350.00)  (0.77%)  $287.50  25.84%    $0.000  $0.000
   Sell  01/10/97  Short  $904.000    ($350.00)  $50,162.50    ($825.00)  42.70%  (31.46%)  $0.000  $0.000
 101  Sell Short  01/10/97  Short  $904.000  $0.00  1  ($1,312.50)  (2.90%)  $0.00  0.00%    $0.000  $0.000
   Buy to Cover  02/21/97  Buy  $930.250    ($1,312.50)  $48,850.00    ($1,350.00)  2.78%  (97.22%)  $0.000  $0.000
 102  Buy  02/21/97  Buy  $930.250  $0.00  1  $350.00  0.75%  $1,375.00  84.62%    $0.000  $0.000
   Sell  04/11/97  Short  $937.250    $350.00  $49,200.00    ($250.00)  36.92%  21.54%  $0.000  $0.000
 103  Sell Short  04/11/97  Short  $937.250  $0.00  1  $1,612.50  3.44%  $2,862.50  87.40%    $0.000  $0.000
   Buy to Cover  07/18/97  Buy  $905.000    $1,612.50  $50,812.50    ($412.50)  61.83%  49.24%  $0.000  $0.000
 104  Buy  07/18/97  Buy  $905.000  $0.00  1  $800.00  1.77%  $875.00  55.12%    $0.000  $0.000
   Sell  08/01/97  Short  $921.000    $800.00  $51,612.50    ($712.50)  95.28%  50.39%  $0.000  $0.000
 105  Sell Short  08/01/97  Short  $921.000  $0.00  1  ($162.50)  (0.35%)  $1,125.00  77.59%    $0.000  $0.000
   Buy to Cover  08/22/97  Buy  $924.250    ($162.50)  $51,450.00    ($325.00)  11.21%  (11.21%)  $0.000  $0.000
 106  Buy  08/22/97  Buy  $924.250  $0.00  1  ($625.00)  (1.35%)  $0.00  0.00%    $0.000  $0.000
   Sell  09/12/97  Short  $911.750    ($625.00)  $50,825.00    ($812.50)  23.08%  (76.92%)  $0.000  $0.000
 107  Sell Short  09/12/97  Short  $911.750  $0.00  1  ($1,200.00)  (2.63%)  $437.50  23.03%    $0.000  $0.000
   Buy to Cover  10/10/97  Buy  $935.750    ($1,200.00)  $49,625.00    ($1,462.50)  13.82%  (63.16%)  $0.000  $0.000
 108  Buy  10/10/97  Buy  $935.750  $0.00  1  ($212.50)  (0.45%)  $337.50  34.62%    $0.000  $0.000
   Sell  11/07/97  Short  $931.500    ($212.50)  $49,412.50    ($637.50)  43.59%  (21.79%)  $0.000  $0.000
 109  Sell Short  11/07/97  Short  $931.500  $0.00  1  $5,825.00  12.51%  $6,337.50  100.00%    $0.000  $0.000
   Buy to Cover  02/05/99  Buy  $815.000    $5,825.00  $55,237.50    $0.00  91.91%  91.91%  $0.000  $0.000
 110  Buy  02/05/99  Buy  $815.000  $0.00  1  ($175.00)  (0.43%)  $112.50  25.71%    $0.000  $0.000
   Sell  02/19/99  Short  $811.500    ($175.00)  $55,062.50    ($325.00)  34.29%  (40.00%)  $0.000  $0.000
 111  Sell Short  02/19/99  Short  $811.500  $0.00  1  ($137.50)  (0.34%)  $500.00  66.67%    $0.000  $0.000
   Buy to Cover  03/12/99  Buy  $814.250    ($137.50)  $54,925.00    ($250.00)  15.00%  (18.33%)  $0.000  $0.000
 112  Buy  03/12/99  Buy  $814.250  $0.00  1  ($425.00)  (1.04%)  $575.00  41.07%    $0.000  $0.000
   Sell  05/28/99  Short  $805.750    ($425.00)  $54,500.00    ($825.00)  28.57%  (30.36%)  $0.000  $0.000
 113  Sell Short  05/28/99  Short  $805.750  $0.00  1  $487.50  1.21%  $1,900.00  84.44%    $0.000  $0.000
   Buy to Cover  07/23/99  Buy  $796.000    $487.50  $54,987.50    ($350.00)  37.22%  21.67%  $0.000  $0.000
 114  Buy  07/23/99  Buy  $796.000  $0.00  1  ($150.00)  (0.38%)  $1,050.00  54.90%    $0.000  $0.000
   Sell  09/03/99  Short  $793.000    ($150.00)  $54,837.50    ($862.50)  37.25%  (7.84%)  $0.000  $0.000
 115  Sell Short  09/03/99  Short  $793.000  $0.00  1  $1,500.00  3.78%  $1,950.00  90.70%    $0.000  $0.000
   Buy to Cover  12/24/99  Buy  $763.000    $1,500.00  $56,337.50    ($200.00)  79.07%  69.77%  $0.000  $0.000
 116  Buy  12/24/99  Buy  $763.000  $0.00  1  $137.50  0.36%  $175.00  48.28%    $0.000  $0.000
   Sell  01/07/00  Short  $765.750    $137.50  $56,475.00    ($187.50)  89.66%  37.93%  $0.000  $0.000
 117  Sell Short  01/07/00  Short  $765.750  $0.00  1  ($600.00)  (1.57%)  $112.50  13.24%    $0.000  $0.000
   Buy to Cover  01/14/00  Buy  $777.750    ($600.00)  $55,875.00    ($737.50)  16.18%  (70.59%)  $0.000  $0.000
 118  Buy  01/14/00  Buy  $777.750  $0.00  1  $137.50  0.35%  $462.50  66.07%    $0.000  $0.000
   Sell  02/11/00  Short  $780.500    $137.50  $56,012.50    ($237.50)  53.57%  19.64%  $0.000  $0.000
 119  Sell Short  02/11/00  Short  $780.500  $0.00  1  ($550.00)  (1.41%)  $487.50  44.83%    $0.000  $0.000
   Buy to Cover  03/17/00  Buy  $791.500    ($550.00)  $55,462.50    ($600.00)  4.60%  (50.57%)  $0.000  $0.000
 120  Buy  03/17/00  Buy  $791.500  $0.00  1  ($237.50)  (0.60%)  $0.00  0.00%    $0.000  $0.000
   Sell  03/31/00  Short  $786.750    ($237.50)  $55,225.00    ($837.50)  71.64%  (28.36%)  $0.000  $0.000
 121  Sell Short  03/31/00  Short  $786.750  $0.00  1  $3,112.50  7.91%  $3,962.50  85.68%    $0.000  $0.000
   Buy to Cover  10/06/00  Buy  $724.500    $3,112.50  $58,337.50    ($662.50)  81.62%  67.30%  $0.000  $0.000
 122  Buy  10/06/00  Buy  $724.500  $0.00  1  $400.00  1.10%  $662.50  76.81%    $0.000  $0.000
   Sell  11/17/00  Short  $732.500    $400.00  $58,737.50    ($200.00)  69.57%  46.38%  $0.000  $0.000
 123  Sell Short  11/17/00  Short  $732.500  $0.00  1  ($175.00)  (0.48%)  $450.00  67.92%    $0.000  $0.000
   Buy to Cover  12/22/00  Buy  $736.000    ($175.00)  $58,562.50    ($212.50)  5.66%  (26.42%)  $0.000  $0.000
 124  Buy  12/22/00  Buy  $736.000  $0.00  1  ($687.50)  (1.87%)  $262.50  20.59%    $0.000  $0.000
   Sell  02/02/01  Short  $722.250    ($687.50)  $57,875.00    ($1,012.50)  25.49%  (53.92%)  $0.000  $0.000
 125  Sell Short  02/02/01  Short  $722.250  $0.00  1  $537.50  1.49%  $900.00  79.12%    $0.000  $0.000
   Buy to Cover  04/06/01  Buy  $711.500    $537.50  $58,412.50    ($237.50)  68.13%  47.25%  $0.000  $0.000
 126  Buy  04/06/01  Buy  $711.500  $0.00  1  $75.00  0.21%  $200.00  72.73%    $0.000  $0.000
   Sell  04/13/01  Short  $713.000    $75.00  $58,487.50    ($75.00)  54.55%  27.27%  $0.000  $0.000
 127  Sell Short  04/13/01  Short  $713.000  $0.00  1  ($112.50)  (0.32%)  $1,500.00  68.97%    $0.000  $0.000
   Buy to Cover  07/13/01  Buy  $715.250    ($112.50)  $58,375.00    ($675.00)  25.86%  (5.17%)  $0.000  $0.000
 128  Buy  07/13/01  Buy  $715.250  $0.00  1  ($187.50)  (0.52%)  $312.50  23.81%    $0.000  $0.000
   Sell  07/27/01  Short  $711.500    ($187.50)  $58,187.50    ($1,000.00)  61.90%  (14.29%)  $0.000  $0.000
 129  Sell Short  07/27/01  Short  $711.500  $0.00  1  $1,650.00  4.64%  $3,000.00  92.31%    $0.000  $0.000
   Buy to Cover  06/28/02  Buy  $678.500    $1,650.00  $59,837.50    ($250.00)  58.46%  50.77%  $0.000  $0.000
 130  Buy  06/28/02  Buy  $678.500  $0.00  1  $87.50  0.26%  $450.00  41.38%    $0.000  $0.000
   Sell  07/19/02  Short  $680.250    $87.50  $59,925.00    ($637.50)  66.67%  8.05%  $0.000  $0.000
 131  Sell Short  07/19/02  Short  $680.250  $0.00  1  ($412.50)  (1.21%)  $0.00  0.00%    $0.000  $0.000
   Buy to Cover  07/26/02  Buy  $688.500    ($412.50)  $59,512.50    ($762.50)  45.90%  (54.10%)  $0.000  $0.000
 132  Buy  07/26/02  Buy  $688.500  $0.00  1  ($12.50)  (0.04%)  $2,075.00  76.50%    $0.000  $0.000
   Sell  10/18/02  Short  $688.250    ($12.50)  $59,500.00    ($637.50)  23.04%  (0.46%)  $0.000  $0.000
 133  Sell Short  10/18/02  Short  $688.250  $0.00  1  $325.00  0.94%  $1,012.50  86.17%    $0.000  $0.000
   Buy to Cover  11/22/02  Buy  $681.750    $325.00  $59,825.00    ($162.50)  41.49%  27.66%  $0.000  $0.000
 134  Buy  11/22/02  Buy  $681.750  $0.00  1  ($562.50)  (1.65%)  $0.00  0.00%    $0.000  $0.000
   Sell  12/13/02  Short  $670.500    ($562.50)  $59,262.50    ($812.50)  30.77%  (69.23%)  $0.000  $0.000
 135  Sell Short  12/13/02  Short  $670.500  $0.00  1  $87.50  0.26%  $575.00  65.71%    $0.000  $0.000
   Buy to Cover  01/31/03  Buy  $668.750    $87.50  $59,350.00    ($300.00)  44.29%  10.00%  $0.000  $0.000
 136  Buy  01/31/03  Buy  $668.750  $0.00  1  $75.00  0.22%  $112.50  40.91%    $0.000  $0.000
   Sell  02/07/03  Short  $670.250    $75.00  $59,425.00    ($162.50)  86.36%  27.27%  $0.000  $0.000
 137  Sell Short  02/07/03  Short  $670.250  $0.00  1  ($512.50)  (1.53%)  $725.00  56.31%    $0.000  $0.000
   Buy to Cover  05/09/03  Buy  $680.500    ($512.50)  $58,912.50    ($562.50)  3.88%  (39.81%)  $0.000  $0.000
 138  Buy  05/09/03  Buy  $680.500  $0.00  1  ($387.50)  (1.14%)  $350.00  33.73%    $0.000  $0.000
   Sell  05/30/03  Short  $672.750    ($387.50)  $58,525.00    ($687.50)  28.92%  (37.35%)  $0.000  $0.000
 139  Sell Short  05/30/03  Short  $672.750  $0.00  1  $1,337.50  3.98%  $1,750.00  89.74%    $0.000  $0.000
   Buy to Cover  08/08/03  Buy  $646.000    $1,337.50  $59,862.50    ($200.00)  78.85%  68.59%  $0.000  $0.000
 140  Buy  08/08/03  Buy  $646.000  $0.00  1  $375.00  1.16%  $512.50  73.21%    $0.000  $0.000
   Sell  08/15/03  Short  $653.500    $375.00  $60,237.50    ($187.50)  80.36%  53.57%  $0.000  $0.000
 141  Sell Short  08/15/03  Short  $653.500  $0.00  1  ($925.00)  (2.83%)  $775.00  41.06%    $0.000  $0.000
   Buy to Cover  10/31/03  Buy  $672.000    ($925.00)  $59,312.50    ($1,112.50)  9.93%  (49.01%)  $0.000  $0.000
 142  Buy  10/31/03  Buy  $672.000  $0.00  1  ($337.50)  (1.00%)  $0.00  0.00%    $0.000  $0.000
   Sell  11/14/03  Short  $665.250    ($337.50)  $58,975.00    ($850.00)  60.29%  (39.71%)  $0.000  $0.000
 143  Sell Short  11/14/03  Short  $665.250  $0.00  1  ($1,362.50)  (4.10%)  $812.50  36.52%    $0.000  $0.000
   Buy to Cover  01/16/04  Buy  $692.500    ($1,362.50)  $57,612.50    ($1,412.50)  2.25%  (61.24%)  $0.000  $0.000
 144  Buy  01/16/04  Buy  $692.500  $0.00  1  $325.00  0.94%  $450.00  67.92%    $0.000  $0.000
   Sell  02/06/04  Short  $699.000    $325.00  $57,937.50    ($212.50)  81.13%  49.06%  $0.000  $0.000
 145  Sell Short  02/06/04  Short  $699.000  $0.00  1  ($175.00)  (0.50%)  $212.50  35.42%    $0.000  $0.000
   Buy to Cover  02/13/04  Buy  $702.500    ($175.00)  $57,762.50    ($387.50)  35.42%  (29.17%)  $0.000  $0.000
 146  Buy  02/13/04  Buy  $702.500  $0.00  1  $637.50  1.81%  $887.50  83.53%    $0.000  $0.000
   Sell  03/12/04  Short  $715.250    $637.50  $58,400.00    ($175.00)  76.47%  60.00%  $0.000  $0.000
 147  Sell Short  03/12/04  Short  $715.250  $0.00  1  ($537.50)  (1.50%)  $0.00  0.00%    $0.000  $0.000
   Buy to Cover  03/19/04  Buy  $726.000    ($537.50)  $57,862.50    ($675.00)  20.37%  (79.63%)  $0.000  $0.000
 148  Buy  03/19/04  Buy  $726.000  $0.00  1  ($1,387.50)  (3.82%)  $1,162.50  43.46%    $0.000  $0.000
   Sell  05/21/04  Short  $698.250    ($1,387.50)  $56,475.00    ($1,512.50)  4.67%  (51.87%)  $0.000  $0.000
 149  Sell Short  05/21/04  Short  $698.250  $0.00  1  $5,487.50  15.72%  $5,787.50  75.53%    $0.000  $0.000
   Buy to Cover  12/24/04  Buy  $588.500    $5,487.50  $61,962.50    ($1,875.00)  96.08%  71.62%  $0.000  $0.000
 150  Buy  12/24/04  Buy  $588.500  $0.00  1  ($12.50)  (0.04%)  $137.50  29.73%    $0.000  $0.000
   Sell  01/07/05  Short  $588.250    ($12.50)  $61,950.00    ($325.00)  67.57%  (2.70%)  $0.000  $0.000
 151  Sell Short  01/07/05  Short  $588.250  $0.00  1  ($237.50)  (0.81%)  $625.00  67.57%    $0.000  $0.000
   Buy to Cover  02/25/05  Buy  $593.000    ($237.50)  $61,712.50    ($300.00)  6.76%  (25.68%)  $0.000  $0.000
 152  Buy  02/25/05  Buy  $593.000  $0.00  1  ($437.50)  (1.48%)  $475.00  43.18%    $0.000  $0.000
   Sell  04/01/05  Short  $584.250    ($437.50)  $61,275.00    ($625.00)  17.05%  (39.77%)  $0.000  $0.000
 153  Sell Short  04/01/05  Short  $584.250  $0.00  1  $400.00  1.37%  $912.50  89.02%    $0.000  $0.000
   Buy to Cover  05/20/05  Buy  $576.250    $400.00  $61,675.00    ($112.50)  50.00%  39.02%  $0.000  $0.000
 154  Buy  05/20/05  Buy  $576.250  $0.00  1  $400.00  1.39%  $712.50  100.00%    $0.000  $0.000
   Sell  05/27/05  Short  $584.250    $400.00  $62,075.00    $0.00  56.14%  56.14%  $0.000  $0.000
 155  Sell Short  05/27/05  Short  $584.250  $0.00  1  ($1,350.00)  (4.62%)  $612.50  30.63%    $0.000  $0.000
   Buy to Cover  07/15/05  Buy  $611.250    ($1,350.00)  $60,725.00    ($1,387.50)  1.88%  (67.50%)  $0.000  $0.000
 156  Buy  07/15/05  Buy  $611.250  $0.00  1  ($1,062.50)  (3.48%)  $262.50  14.89%    $0.000  $0.000
   Sell  07/29/05  Short  $590.000    ($1,062.50)  $59,662.50    ($1,500.00)  24.82%  (60.28%)  $0.000  $0.000
 157  Sell Short  07/29/05  Short  $590.000  $0.00  1  $2,912.50  9.87%  $3,312.50  96.72%    $0.000  $0.000
   Buy to Cover  12/16/05  Buy  $531.750    $2,912.50  $62,575.00    ($112.50)  88.32%  85.04%  $0.000  $0.000
 158  Buy  12/16/05  Buy  $531.750  $0.00  1  $300.00  1.13%  $675.00  93.10%    $0.000  $0.000
   Sell  01/13/06  Short  $537.750    $300.00  $62,875.00    ($50.00)  48.28%  41.38%  $0.000  $0.000
 159  Sell Short  01/13/06  Short  $537.750  $0.00  1  ($262.50)  (0.98%)  $500.00  57.97%    $0.000  $0.000
   Buy to Cover  01/27/06  Buy  $543.000    ($262.50)  $62,612.50    ($362.50)  11.59%  (30.43%)  $0.000  $0.000
 160  Buy  01/27/06  Buy  $543.000  $0.00  1  $287.50  1.06%  $637.50  49.04%    $0.000  $0.000
   Sell  03/31/06  Short  $548.750    $287.50  $62,900.00    ($662.50)  73.08%  22.12%  $0.000  $0.000
 161  Sell Short  03/31/06  Short  $548.750  $0.00  1  ($350.00)  (1.28%)  $125.00  24.39%    $0.000  $0.000
   Buy to Cover  04/07/06  Buy  $555.750    ($350.00)  $62,550.00    ($387.50)  7.32%  (68.29%)  $0.000  $0.000
 162  Buy  04/07/06  Buy  $555.750  $0.00  1  ($25.00)  (0.09%)  $450.00  32.14%    $0.000  $0.000
   Sell  05/26/06  Short  $555.250    ($25.00)  $62,525.00    ($950.00)  66.07%  (1.79%)  $0.000  $0.000
 163  Sell Short  05/26/06  Short  $555.250  $0.00  1  ($1,650.00)  (5.94%)  $2,400.00  57.49%    $0.000  $0.000
   Buy to Cover  10/13/06  Buy  $588.250    ($1,650.00)  $60,875.00    ($1,775.00)  2.99%  (39.52%)  $0.000  $0.000
 164  Buy  10/13/06  Buy  $588.250  $0.00  1  $2,725.00  9.26%  $3,175.00  89.75%    $0.000  $0.000
   Sell  12/22/06  Short  $642.750    $2,725.00  $63,600.00    ($362.50)  87.28%  77.03%  $0.000  $0.000
 165  Sell Short  12/22/06  Short  $642.750  $0.00  1  ($312.50)  (0.97%)  $25.00  5.88%    $0.000  $0.000
   Buy to Cover  12/29/06  Buy  $649.000    ($312.50)  $63,287.50    ($400.00)  20.59%  (73.53%)  $0.000  $0.000
 166  Buy  12/29/06  Buy  $649.000  $0.00  1  $800.00  2.47%  $1,512.50  44.49%    $0.000  $0.000
   Sell  02/09/07  Short  $665.000    $800.00  $64,087.50    ($1,887.50)  79.04%  23.53%  $0.000  $0.000
 167  Sell Short  02/09/07  Short  $665.000  $0.00  1  ($537.50)  (1.62%)  $162.50  21.67%    $0.000  $0.000
   Buy to Cover  02/16/07  Buy  $675.750    ($537.50)  $63,550.00    ($587.50)  6.67%  (71.67%)  $0.000  $0.000
 168  Buy  02/16/07  Buy  $675.750  $0.00  1  ($637.50)  (1.89%)  $1,000.00  53.69%    $0.000  $0.000
   Sell  03/09/07  Short  $663.000    ($637.50)  $62,912.50    ($862.50)  12.08%  (34.23%)  $0.000  $0.000
 169  Sell Short  03/09/07  Short  $663.000  $0.00  1  $2,662.50  8.03%  $3,725.00  98.68%    $0.000  $0.000
   Buy to Cover  04/27/07  Buy  $609.750    $2,662.50  $65,575.00    ($50.00)  71.85%  70.53%  $0.000  $0.000
 170  Buy  04/27/07  Buy  $609.750  $0.00  1  ($125.00)  (0.41%)  $1,137.50  53.53%    $0.000  $0.000
   Sell  05/18/07  Short  $607.250    ($125.00)  $65,450.00    ($987.50)  40.59%  (5.88%)  $0.000  $0.000
 171  Sell Short  05/18/07  Short  $607.250  $0.00  1  $1,350.00  4.45%  $2,750.00  50.11%    $0.000  $0.000
   Buy to Cover  07/13/07  Buy  $580.250    $1,350.00  $66,800.00    ($2,737.50)  74.49%  24.60%  $0.000  $0.000
 172  Buy  07/13/07  Buy  $580.250  $0.00  1  ($1,687.50)  (5.82%)  $0.00  0.00%    $0.000  $0.000
   Sell  07/27/07  Short  $546.500    ($1,687.50)  $65,112.50    ($2,312.50)  27.03%  (72.97%)  $0.000  $0.000
 173  Sell Short  07/27/07  Short  $546.500  $0.00  1  ($1,700.00)  (6.22%)  $550.00  17.60%    $0.000  $0.000
   Buy to Cover  10/26/07  Buy  $580.500    ($1,700.00)  $63,412.50    ($2,575.00)  28.00%  (54.40%)  $0.000  $0.000
 174  Buy  10/26/07  Buy  $580.500  $0.00  1  $5,562.50  19.16%  $6,487.50  96.29%    $0.000  $0.000
   Sell  02/01/08  Short  $691.750    $5,562.50  $68,975.00    ($250.00)  86.27%  82.56%  $0.000  $0.000
 175  Sell Short  02/01/08  Short  $691.750  $0.00  1  ($375.00)  (1.08%)  $475.00  25.17%    $0.000  $0.000
   Buy to Cover  02/08/08  Buy  $699.250    ($375.00)  $68,600.00    ($1,412.50)  54.97%  (19.87%)  $0.000  $0.000
 176  Buy  02/08/08  Buy  $699.250  $0.00  1  $3,962.50  11.33%  $4,750.00  85.97%    $0.000  $0.000
   Sell  05/02/08  Short  $778.500    $3,962.50  $72,562.50    ($775.00)  85.75%  71.72%  $0.000  $0.000
 177  Sell Short  05/02/08  Short  $778.500  $0.00  1  ($787.50)  (2.02%)  $1,425.00  54.29%    $0.000  $0.000
   Buy to Cover  05/09/08  Buy  $794.250    ($787.50)  $71,775.00    ($1,200.00)  15.71%  (30.00%)  $0.000  $0.000
 178  Buy  05/09/08  Buy  $794.250  $0.00  1  ($1,475.00)  (3.71%)  $0.00  0.00%    $0.000  $0.000
   Sell  05/23/08  Short  $764.750    ($1,475.00)  $70,300.00    ($2,287.50)  35.52%  (64.48%)  $0.000  $0.000
 179  Sell Short  05/23/08  Short  $764.750  $0.00  1  ($2,550.00)  (6.67%)  $1,337.50  29.64%    $0.000  $0.000
   Buy to Cover  06/06/08  Buy  $815.750    ($2,550.00)  $67,750.00    ($3,175.00)  13.85%  (56.51%)  $0.000  $0.000
 180  Buy  06/06/08  Buy  $815.750  $0.00  1  $4,700.00  11.52%  $5,587.50  100.00%    $0.000  $0.000
   Sell  07/04/08  Short  $909.750    $4,700.00  $72,450.00    $0.00  84.12%  84.12%  $0.000  $0.000
 181  Sell Short  07/04/08  Short  $909.750  $0.00  1  $8,562.50  18.82%  $13,612.50  100.00%    $0.000  $0.000
   Buy to Cover  08/22/08  Buy  $738.500    $8,562.50  $81,012.50    $0.00  62.90%  62.90%  $0.000  $0.000
 182  Buy  08/22/08  Buy  $738.500  $0.00  1  ($2,050.00)  (5.55%)  $775.00  17.56%    $0.000  $0.000
   Sell  09/12/08  Short  $697.500    ($2,050.00)  $78,962.50    ($3,637.50)  35.98%  (46.46%)  $0.000  $0.000
 183  Sell Short  09/12/08  Short  $697.500  $0.00  1  $10,012.50  28.71%  $13,712.50  96.06%    $0.000  $0.000
   Buy to Cover  03/13/09  Buy  $497.250    $10,012.50  $88,975.00    ($562.50)  74.08%  70.14%  $0.000  $0.000
 184  Buy  03/13/09  Buy  $497.250  $0.00  1  $400.00  1.61%  $675.00  79.41%    $0.000  $0.000
   Sell  03/20/09  Short  $505.250    $400.00  $89,375.00    ($175.00)  67.65%  47.06%  $0.000  $0.000
 185  Sell Short  03/20/09  Short  $505.250  $0.00  1  ($450.00)  (1.78%)  $1,800.00  77.01%    $0.000  $0.000
   Buy to Cover  05/01/09  Buy  $514.250    ($450.00)  $88,925.00    ($537.50)  3.74%  (19.25%)  $0.000  $0.000
 186  Buy  05/01/09  Buy  $514.250  $0.00  1  ($4,087.50)  (15.90%)  $1,812.50  23.69%    $0.000  $0.000
   Sell  07/31/09  Short  $432.500    ($4,087.50)  $84,837.50    ($5,837.50)  22.88%  (53.43%)  $0.000  $0.000
 187  Sell Short  07/31/09  Short  $432.500  $0.00  1  $675.00  3.12%  $2,112.50  62.83%    $0.000  $0.000
   Buy to Cover  09/25/09  Buy  $419.000    $675.00  $85,512.50    ($1,250.00)  57.25%  20.07%  $0.000  $0.000
 188  Buy  09/25/09  Buy  $419.000  $0.00  1  $2,712.50  12.95%  $3,950.00  95.76%    $0.000  $0.000
   Sell  12/11/09  Short  $473.250    $2,712.50  $88,225.00    ($175.00)  70.00%  65.76%  $0.000  $0.000
 189  Sell Short  12/11/09  Short  $473.250  $0.00  1  $2,575.00  10.88%  $3,600.00  77.01%    $0.000  $0.000
   Buy to Cover  04/16/10  Buy  $421.750    $2,575.00  $90,800.00    ($1,075.00)  78.07%  55.08%  $0.000  $0.000
 190  Buy  04/16/10  Buy  $421.750  $0.00  1  ($175.00)  (0.83%)  $625.00  40.00%    $0.000  $0.000
   Sell  05/21/10  Short  $418.250    ($175.00)  $90,625.00    ($937.50)  48.80%  (11.20%)  $0.000  $0.000
 191  Sell Short  05/21/10  Short  $418.250  $0.00  1  ($312.50)  (1.49%)  $2,225.00  82.79%    $0.000  $0.000
   Buy to Cover  07/09/10  Buy  $424.500    ($312.50)  $90,312.50    ($462.50)  5.58%  (11.63%)  $0.000  $0.000
 192  Buy  07/09/10  Buy  $424.500  $0.00  1  $462.50  2.18%  $650.00  37.68%    $0.000  $0.000
   Sell  07/30/10  Short  $433.750    $462.50  $90,775.00    ($1,075.00)  89.13%  26.81%  $0.000  $0.000
 193  Sell Short  07/30/10  Short  $433.750  $0.00  1  ($612.50)  (2.82%)  $387.50  19.25%    $0.000  $0.000
   Buy to Cover  08/06/10  Buy  $446.000    ($612.50)  $90,162.50    ($1,625.00)  50.31%  (30.43%)  $0.000  $0.000
 194  Buy  08/06/10  Buy  $446.000  $0.00  1  $5,862.50  26.29%  $9,125.00  92.88%    $0.000  $0.000
   Sell  11/26/10  Short  $563.250    $5,862.50  $96,025.00    ($700.00)  66.79%  59.67%  $0.000  $0.000
 195  Sell Short  11/26/10  Short  $563.250  $0.00  1  ($1,012.50)  (3.60%)  $487.50  32.50%    $0.000  $0.000
   Buy to Cover  12/03/10  Buy  $583.500    ($1,012.50)  $95,012.50    ($1,012.50)  0.00%  (67.50%)  $0.000  $0.000
 196  Buy  12/03/10  Buy  $583.500  $0.00  1  $37.50  0.13%  $237.50  21.35%    $0.000  $0.000
   Sell  12/10/10  Short  $584.250    $37.50  $95,050.00    ($875.00)  82.02%  3.37%  $0.000  $0.000
 197  Sell Short  12/10/10  Short  $584.250  $0.00  1  ($2,737.50)  (9.37%)  $0.00  0.00%    $0.000  $0.000
   Buy to Cover  12/31/10  Buy  $639.000    ($2,737.50)  $92,312.50    ($2,787.50)  1.79%  (98.21%)  $0.000  $0.000
 198  Buy  12/31/10  Buy  $639.000  $0.00  1  $987.50  3.09%  $1,150.00  40.35%    $0.000  $0.000
   Sell  01/14/11  Short  $658.750    $987.50  $93,300.00    ($1,700.00)  94.30%  34.65%  $0.000  $0.000
 199  Sell Short  01/14/11  Short  $658.750  $0.00  1  ($425.00)  (1.29%)  $1,037.50  53.21%    $0.000  $0.000
   Buy to Cover  01/21/11  Buy  $667.250    ($425.00)  $92,875.00    ($912.50)  25.00%  (21.79%)  $0.000  $0.000
 200  Buy  01/21/11  Buy  $667.250    1  n/a  n/a  $3,737.50  n/a    $0.000  $0.000
   Sell  open  n/a  $636.000    n/a  n/a    ($1,562.50)  n/a  n/a  n/a  n/a

--==TSBoundary-SPR Content-Type: text/html; charset=us-ascii Content-Transfer-Encoding: 7bit Content-ID: Annual Trading Summary
TradeStation Strategy Performance Report TSL_C_2.0, @C.P, Weekly, 3/20/1981 11:15:00 AM - 3/18/2011 11:15:00 AM
TradeStation Periodical Returns: Annual 
 
Mark-To-Market Period Analysis:

Period

Net Profit % Gain Profit Factor # Trades % Profitable

Last 12 month

$525.00 0.28% 1.08 12 41.67%
1/1/2011 ($1,000.00) (0.52%) 0.50 3 33.33%
1/1/2010 $4,287.50 2.28% 1.88 10 40.00%
1/1/2009 $662.50 0.35% 1.14 7 57.14%
1/1/2008 $20,812.50 12.50% 3.88 10 50.00%
1/1/2007 $3,262.50 2.00% 1.70 9 44.44%
1/1/2006 $300.00 0.18% 1.11 9 22.22%
1/1/2005 $1,137.50 0.70% 1.37 9 55.56%
1/1/2004 $2,600.00 1.63% 1.68 8 37.50%
1/1/2003 ($25.00) (0.02%) 0.99 9 55.56%
1/1/2002 ($725.00) (0.45%) 0.37 7 42.86%
1/1/2001 $1,187.50 0.75% 1.96 6 50.00%
1/1/2000 $2,462.50 1.57% 2.58 9 55.56%
1/1/1999 $1,225.00 0.79% 2.38 8 50.00%
1/1/1998 $4,525.00 3.00% 100.00 1 100.00%
1/1/1997 $487.50 0.32% 1.14 10 50.00%
1/1/1996 $10,575.00 7.58% 27.44 3 66.67%
1/1/1995 $1,700.00 1.23% 1.70 13 46.15%
1/1/1994 $3,825.00 2.85% 8.46 5 60.00%
1/1/1993 $3,387.50 2.59% 5.93 8 75.00%
1/1/1992 $925.00 0.71% 1.50 9 33.33%
1/1/1991 $1,162.50 0.90% 1.77 8 62.50%
1/1/1990 $1,700.00 1.34% 2.27 8 50.00%
1/1/1989 $3,700.00 3.00% 20.73 7 71.43%
1/1/1988 $7,612.50 6.59% 5.29 7 42.86%
1/1/1987 $1,700.00 1.49% 1.82 11 54.55%
1/1/1986 $3,600.00 3.27% 14.71 6 50.00%
1/1/1985 $1,250.00 1.15% 1.85 8 37.50%
1/1/1984 $4,862.50 4.67% 49.63 8 87.50%
1/1/1983 $4,675.00 4.70% 4.43 10 60.00%
1/1/1982 ($562.50) (0.56%) 0.35 3 33.33%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
1/1/2011 - Today ($1,000.00) (0.52%) 0.50 3 33.33%
1/1/2010 - 1/1/2011 $3,287.50 1.75% 1.48 12 41.67%
1/1/2009 - 1/1/2011 $3,950.00 2.11% 1.35 18 50.00%
1/1/2008 - 1/1/2011 $24,762.50 14.87% 2.33 27 48.15%
1/1/2007 - 1/1/2011 $28,025.00 17.16% 2.20 35 45.71%
1/1/2006 - 1/1/2011 $28,325.00 17.38% 2.09 43 41.86%
1/1/2005 - 1/1/2011 $29,462.50 18.20% 2.02 51 45.10%
1/1/2004 - 1/1/2011 $32,062.50 20.13% 1.98 58 43.10%
1/1/2003 - 1/1/2011 $32,037.50 20.11% 1.93 66 43.94%
1/1/2002 - 1/1/2011 $31,312.50 19.57% 1.88 72 43.06%
1/1/2001 - 1/1/2011 $32,500.00 20.46% 1.88 77 44.16%
1/1/2000 - 1/1/2011 $34,962.50 22.36% 1.92 85 44.71%
1/1/1999 - 1/1/2011 $36,187.50 23.33% 1.93 92 44.57%
1/1/1998 - 1/1/2011 $40,712.50 27.03% 2.04 92 44.57%
1/1/1997 - 1/1/2011 $41,200.00 27.45% 1.97 101 44.55%
1/1/1996 - 1/1/2011 $51,775.00 37.10% 2.21 103 44.66%
1/1/1995 - 1/1/2011 $53,475.00 38.80% 2.18 115 44.35%
1/1/1994 - 1/1/2011 $57,300.00 42.76% 2.25 119 44.54%
1/1/1993 - 1/1/2011 $60,687.50 46.46% 2.32 126 46.83%
1/1/1992 - 1/1/2011 $61,612.50 47.50% 2.28 134 45.52%
1/1/1991 - 1/1/2011 $62,775.00 48.84% 2.28 141 46.81%
1/1/1990 - 1/1/2011 $64,475.00 50.83% 2.28 148 46.62%
1/1/1989 - 1/1/2011 $68,175.00 55.36% 2.35 154 48.05%
1/1/1988 - 1/1/2011 $75,787.50 65.60% 2.45 160 47.50%
1/1/1987 - 1/1/2011 $77,487.50 68.08% 2.43 170 47.65%
1/1/1986 - 1/1/2011 $81,087.50 73.57% 2.49 175 47.43%
1/1/1985 - 1/1/2011 $82,337.50 75.56% 2.48 182 47.25%
1/1/1984 - 1/1/2011 $87,200.00 83.76% 2.56 189 49.21%
1/1/1983 - 1/1/2011 $91,875.00 92.39% 2.61 198 50.00%
1/1/1982 - 1/1/2011 $91,312.50 91.31% 2.57 200 50.00%
1/1/1981 - 1/1/2011 $91,312.50 91.31% 2.57 200 50.00%

Created by TradeStation: 3/15/2011 10:06:04 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=us-ascii Content-Transfer-Encoding: 7bit Content-ID: Daily Analysis
TradeStation Strategy Performance Report TSL_C_2.0, @C.P, Weekly, 3/20/1981 11:15:00 AM - 3/18/2011 11:15:00 AM
TradeStation Periodical Returns: Daily
 
Mark-To-Market Period Analysis:

Period

Net Profit % Gain Profit Factor # Trades % Profitable
3/18/2011 ($1,412.50) (0.73%) 0.00 1 0.00%
3/17/2011 $0.00 0.00% 0.00 1 0.00%
3/16/2011 $0.00 0.00% 0.00 1 0.00%
3/15/2011 $0.00 0.00% 0.00 1 0.00%
3/14/2011 $0.00 0.00% 0.00 1 0.00%
3/13/2011 $0.00 0.00% 0.00 1 0.00%
3/12/2011 $0.00 0.00% 0.00 1 0.00%
3/11/2011 ($3,187.50) (1.63%) 0.00 1 0.00%
3/10/2011 $0.00 0.00% 0.00 1 0.00%
3/9/2011 $0.00 0.00% 0.00 1 0.00%
3/8/2011 $0.00 0.00% 0.00 1 0.00%
3/7/2011 $0.00 0.00% 0.00 1 0.00%
3/6/2011 $0.00 0.00% 0.00 1 0.00%
3/5/2011 $0.00 0.00% 0.00 1 0.00%
3/4/2011 $300.00 0.15% 100.00 1 100.00%
3/3/2011 $0.00 0.00% 0.00 1 0.00%
3/2/2011 $0.00 0.00% 0.00 1 0.00%
3/1/2011 $0.00 0.00% 0.00 1 0.00%
2/28/2011 $0.00 0.00% 0.00 1 0.00%
2/27/2011 $0.00 0.00% 0.00 1 0.00%
2/26/2011 $0.00 0.00% 0.00 1 0.00%
2/25/2011 $112.50 0.06% 100.00 1 100.00%
2/24/2011 $0.00 0.00% 0.00 1 0.00%
2/23/2011 $0.00 0.00% 0.00 1 0.00%
2/22/2011 $0.00 0.00% 0.00 1 0.00%
2/21/2011 $0.00 0.00% 0.00 1 0.00%
2/20/2011 $0.00 0.00% 0.00 1 0.00%
2/19/2011 $0.00 0.00% 0.00 1 0.00%
2/18/2011 $162.50 0.08% 100.00 1 100.00%
2/17/2011 $0.00 0.00% 0.00 1 0.00%
2/16/2011 $0.00 0.00% 0.00 1 0.00%
2/15/2011 $0.00 0.00% 0.00 1 0.00%
2/14/2011 $0.00 0.00% 0.00 1 0.00%
2/13/2011 $0.00 0.00% 0.00 1 0.00%
2/12/2011 $0.00 0.00% 0.00 1 0.00%
2/11/2011 $1,400.00 0.72% 100.00 1 100.00%
2/10/2011 $0.00 0.00% 0.00 1 0.00%
2/9/2011 $0.00 0.00% 0.00 1 0.00%
2/8/2011 $0.00 0.00% 0.00 1 0.00%
2/7/2011 $0.00 0.00% 0.00 1 0.00%
 
Mark-To-Market Rolling Period Analysis:

Period

Net Profit % Gain Profit Factor # Trades % Profitable
3/18/2011 - 3/18/2011 ($1,412.50) (0.73%) 0.00 1 0.00%
3/17/2011 - 3/18/2011 ($1,412.50) (0.73%) 0.00 1 0.00%
3/16/2011 - 3/18/2011 ($1,412.50) (0.73%) 0.00 1 0.00%
3/15/2011 - 3/18/2011 ($1,412.50) (0.73%) 0.00 1 0.00%
3/14/2011 - 3/18/2011 ($1,412.50) (0.73%) 0.00 1 0.00%
3/13/2011 - 3/18/2011 ($1,412.50) (0.73%) 0.00 1 0.00%
3/12/2011 - 3/18/2011 ($1,412.50) (0.73%) 0.00 1 0.00%
3/11/2011 - 3/18/2011 ($4,600.00) (2.35%) 0.00 1 0.00%
3/10/2011 - 3/18/2011 ($4,600.00) (2.35%) 0.00 1 0.00%
3/9/2011 - 3/18/2011 ($4,600.00) (2.35%) 0.00 1 0.00%
3/8/2011 - 3/18/2011 ($4,600.00) (2.35%) 0.00 1 0.00%
3/7/2011 - 3/18/2011 ($4,600.00) (2.35%) 0.00 1 0.00%
3/6/2011 - 3/18/2011 ($4,600.00) (2.35%) 0.00 1 0.00%
3/5/2011 - 3/18/2011 ($4,600.00) (2.35%) 0.00 1 0.00%
3/4/2011 - 3/18/2011 ($4,300.00) (2.20%) 0.00 1 0.00%
3/3/2011 - 3/18/2011 ($4,300.00) (2.20%) 0.00 1 0.00%
3/2/2011 - 3/18/2011 ($4,300.00) (2.20%) 0.00 1 0.00%
3/1/2011 - 3/18/2011 ($4,300.00) (2.20%) 0.00 1 0.00%
2/28/2011 - 3/18/2011 ($4,300.00) (2.20%) 0.00 1 0.00%
2/27/2011 - 3/18/2011 ($4,300.00) (2.20%) 0.00 1 0.00%
2/26/2011 - 3/18/2011 ($4,300.00) (2.20%) 0.00 1 0.00%
2/25/2011 - 3/18/2011 ($4,187.50) (2.14%) 0.00 1 0.00%
2/24/2011 - 3/18/2011 ($4,187.50) (2.14%) 0.00 1 0.00%
2/23/2011 - 3/18/2011 ($4,187.50) (2.14%) 0.00 1 0.00%
2/22/2011 - 3/18/2011 ($4,187.50) (2.14%) 0.00 1 0.00%
2/21/2011 - 3/18/2011 ($4,187.50) (2.14%) 0.00 1 0.00%
2/20/2011 - 3/18/2011 ($4,187.50) (2.14%) 0.00 1 0.00%
2/19/2011 - 3/18/2011 ($4,187.50) (2.14%) 0.00 1 0.00%
2/18/2011 - 3/18/2011 ($4,025.00) (2.06%) 0.00 1 0.00%
2/17/2011 - 3/18/2011 ($4,025.00) (2.06%) 0.00 1 0.00%
2/16/2011 - 3/18/2011 ($4,025.00) (2.06%) 0.00 1 0.00%
2/15/2011 - 3/18/2011 ($4,025.00) (2.06%) 0.00 1 0.00%
2/14/2011 - 3/18/2011 ($4,025.00) (2.06%) 0.00 1 0.00%
2/13/2011 - 3/18/2011 ($4,025.00) (2.06%) 0.00 1 0.00%
2/12/2011 - 3/18/2011 ($4,025.00) (2.06%) 0.00 1 0.00%
2/11/2011 - 3/18/2011 ($2,625.00) (1.35%) 0.00 1 0.00%
2/10/2011 - 3/18/2011 ($2,625.00) (1.35%) 0.00 1 0.00%
2/9/2011 - 3/18/2011 ($2,625.00) (1.35%) 0.00 1 0.00%
2/8/2011 - 3/18/2011 ($2,625.00) (1.35%) 0.00 1 0.00%
2/7/2011 - 3/18/2011 ($2,625.00) (1.35%) 0.00 1 0.00%

Created by TradeStation: 3/15/2011 10:06:04 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=us-ascii Content-Transfer-Encoding: 7bit Content-ID: Monthly Analysis
TradeStation Strategy Performance Report TSL_C_2.0, @C.P, Weekly, 3/20/1981 11:15:00 AM - 3/18/2011 11:15:00 AM
TradeStation Periodical Returns: Monthly

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

%Profitable

January $156.90 0.16% 51.02%
February $401.72 0.28% 65.96%
March ($39.22) (0.03%) 47.06%
April $320.09 0.22% 57.78%
May ($39.29) (0.03%) 46.30%
June $507.14 0.35% 56.76%
July $869.20 0.61% 52.08%
August $150.89 0.10% 43.48%
September $316.96 0.22% 57.89%
October $319.83 0.22% 51.28%
November $309.05 0.22% 68.29%
December ($51.29) (0.04%) 45.65%
 
Mark-To-Market Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

3/1/2011 ($4,300.00) (2.20%) 0.00 1 0.00%
2/1/2011 $3,400.00 1.77% 100.00 1 100.00%
1/1/2011 ($100.00) (0.05%) 0.91 3 33.33%
12/1/2010 ($3,712.50) (1.89%) 0.01 4 25.00%
11/1/2010 ($2,187.50) (1.10%) 0.00 2 0.00%
10/1/2010 $3,012.50 1.54% 100.00 1 100.00%
9/1/2010 $4,237.50 2.22% 100.00 1 100.00%
8/1/2010 $187.50 0.10% 1.31 2 50.00%
7/1/2010 ($1,275.00) (0.66%) 0.27 3 33.33%
6/1/2010 $925.00 0.48% 100.00 1 100.00%
5/1/2010 $187.50 0.10% 1.60 2 50.00%
4/1/2010 ($250.00) (0.13%) 0.35 2 50.00%
3/1/2010 $1,637.50 0.86% 100.00 1 100.00%
2/1/2010 ($1,075.00) (0.56%) 0.00 1 0.00%
1/1/2010 $2,600.00 1.38% 100.00 1 100.00%
12/1/2009 ($650.00) (0.34%) 0.00 2 0.00%
11/1/2009 $1,562.50 0.84% 100.00 1 100.00%
10/1/2009 $1,600.00 0.86% 100.00 1 100.00%
9/1/2009 ($250.00) (0.13%) 0.00 2 0.00%
8/1/2009 $925.00 0.50% 100.00 1 100.00%
7/1/2009 ($2,612.50) (1.39%) 0.00 2 0.00%
6/1/2009 ($2,600.00) (1.37%) 0.00 1 0.00%
5/1/2009 ($300.00) (0.16%) 0.79 2 50.00%
4/1/2009 $500.00 0.26% 100.00 1 100.00%
3/1/2009 ($600.00) (0.32%) 0.59 3 66.67%
2/1/2009 $1,425.00 0.75% 100.00 1 100.00%
1/1/2009 $1,662.50 0.89% 100.00 1 100.00%
12/1/2008 ($2,325.00) (1.23%) 0.00 1 0.00%
11/1/2008 $2,637.50 1.41% 100.00 1 100.00%
10/1/2008 $7,075.00 3.93% 100.00 1 100.00%
9/1/2008 ($75.00) (0.04%) 0.93 2 50.00%
8/1/2008 ($1,425.00) (0.79%) 0.00 2 0.00%
7/1/2008 $8,525.00 4.93% 18.05 2 50.00%
6/1/2008 $2,625.00 1.54% 2.02 2 50.00%
5/1/2008 ($1,087.50) (0.63%) 0.52 4 50.00%
4/1/2008 $837.50 0.49% 100.00 1 100.00%
3/1/2008 $200.00 0.12% 100.00 1 100.00%
2/1/2008 $1,512.50 0.90% 5.03 3 66.67%
1/1/2008 $2,312.50 1.39% 100.00 1 100.00%
12/1/2007 $2,525.00 1.54% 100.00 1 100.00%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades

%Profitable

3/1/2011 - Today ($4,300.00) (2.20%) 0.00 1 0.00%
2/1/2011 - 3/1/2011 ($900.00) (0.47%) 0.00 1 0.00%
1/1/2011 - 3/1/2011 ($1,000.00) (0.52%) 0.50 3 33.33%
12/1/2010 - 3/1/2011 ($4,712.50) (2.40%) 0.18 6 33.33%
11/1/2010 - 3/1/2011 ($6,900.00) (3.48%) 0.13 7 28.57%
10/1/2010 - 3/1/2011 ($3,887.50) (1.99%) 0.32 7 42.86%
9/1/2010 - 3/1/2011 $350.00 0.18% 1.06 7 42.86%
8/1/2010 - 3/1/2011 $537.50 0.28% 1.08 8 37.50%
7/1/2010 - 3/1/2011 ($737.50) (0.38%) 0.91 10 40.00%
6/1/2010 - 3/1/2011 $187.50 0.10% 1.03 10 40.00%
5/1/2010 - 3/1/2011 $375.00 0.20% 1.05 11 36.36%
4/1/2010 - 3/1/2011 $125.00 0.07% 1.02 12 33.33%
3/1/2010 - 3/1/2011 $1,762.50 0.93% 1.26 12 41.67%
2/1/2010 - 3/1/2011 $687.50 0.36% 1.10 12 41.67%
1/1/2010 - 3/1/2011 $3,287.50 1.75% 1.48 12 41.67%
12/1/2009 - 3/1/2011 $2,637.50 1.40% 1.36 13 38.46%
11/1/2009 - 3/1/2011 $4,200.00 2.24% 1.61 13 46.15%
10/1/2009 - 3/1/2011 $5,800.00 3.13% 1.85 13 46.15%
9/1/2009 - 3/1/2011 $5,550.00 2.99% 1.78 14 42.86%
8/1/2009 - 3/1/2011 $6,475.00 3.50% 1.95 14 50.00%
7/1/2009 - 3/1/2011 $3,862.50 2.06% 1.41 15 46.67%
6/1/2009 - 3/1/2011 $1,262.50 0.66% 1.10 15 46.67%
5/1/2009 - 3/1/2011 $962.50 0.51% 1.08 16 43.75%
4/1/2009 - 3/1/2011 $1,462.50 0.77% 1.12 16 43.75%
3/1/2009 - 3/1/2011 $862.50 0.45% 1.07 18 44.44%
2/1/2009 - 3/1/2011 $2,287.50 1.21% 1.20 18 44.44%
1/1/2009 - 3/1/2011 $3,950.00 2.11% 1.35 18 50.00%
12/1/2008 - 3/1/2011 $1,625.00 0.86% 1.13 18 44.44%
11/1/2008 - 3/1/2011 $4,262.50 2.28% 1.37 18 50.00%
10/1/2008 - 3/1/2011 $11,337.50 6.30% 2.00 18 50.00%
9/1/2008 - 3/1/2011 $11,262.50 6.26% 1.90 19 47.37%
8/1/2008 - 3/1/2011 $9,837.50 5.42% 1.71 20 45.00%
7/1/2008 - 3/1/2011 $18,362.50 10.62% 2.32 21 47.62%
6/1/2008 - 3/1/2011 $20,987.50 12.32% 2.31 22 50.00%
5/1/2008 - 3/1/2011 $19,900.00 11.61% 2.09 25 48.00%
4/1/2008 - 3/1/2011 $20,737.50 12.16% 2.14 25 48.00%
3/1/2008 - 3/1/2011 $20,937.50 12.29% 2.15 25 48.00%
2/1/2008 - 3/1/2011 $22,450.00 13.29% 2.21 27 48.15%
1/1/2008 - 3/1/2011 $24,762.50 14.87% 2.33 27 48.15%
12/1/2007 - 3/1/2011 $27,287.50 16.64% 2.47 27 48.15%

Created by TradeStation: 3/15/2011 10:06:04 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=us-ascii Content-Transfer-Encoding: 7bit Content-ID: Weekly Trading Analysis
TradeStation Strategy Performance Report TSL_C_2.0, @C.P, Weekly, 3/20/1981 11:15:00 AM - 3/18/2011 11:15:00 AM
TradeStation Periodical Returns: Weekly
 
Mark-To-Market Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
3/13/2011 ($1,412.50) (0.73%) 0.00 1 0.00%
3/6/2011 ($3,187.50) (1.63%) 0.00 1 0.00%
2/27/2011 $300.00 0.15% 100.00 1 100.00%
2/20/2011 $112.50 0.06% 100.00 1 100.00%
2/13/2011 $162.50 0.08% 100.00 1 100.00%
2/6/2011 $1,400.00 0.72% 100.00 1 100.00%
1/30/2011 $1,725.00 0.90% 100.00 1 100.00%
1/23/2011 ($662.50) (0.34%) 0.00 1 0.00%
1/16/2011 ($425.00) (0.22%) 0.00 2 0.00%
1/9/2011 $2,687.50 1.41% 100.00 2 50.00%
1/2/2011 ($1,700.00) (0.88%) 0.00 1 0.00%
12/26/2010 ($750.00) (0.39%) 0.00 2 0.00%
12/19/2010 ($875.00) (0.45%) 0.00 1 0.00%
12/12/2010 ($1,112.50) (0.57%) 0.00 1 0.00%
12/5/2010 $37.50 0.02% 100.00 2 50.00%
11/28/2010 ($1,012.50) (0.52%) 0.00 2 0.00%
11/21/2010 $875.00 0.45% 100.00 2 50.00%
11/14/2010 ($662.50) (0.34%) 0.00 1 0.00%
11/7/2010 ($2,687.50) (1.35%) 0.00 1 0.00%
10/31/2010 $287.50 0.15% 100.00 1 100.00%
10/24/2010 $1,100.00 0.56% 100.00 1 100.00%
10/17/2010 ($150.00) (0.08%) 0.00 1 0.00%
10/10/2010 $1,737.50 0.89% 100.00 1 100.00%
10/3/2010 $3,125.00 1.62% 100.00 1 100.00%
9/26/2010 ($2,800.00) (1.43%) 0.00 1 0.00%
9/19/2010 $425.00 0.22% 100.00 1 100.00%
9/12/2010 $1,750.00 0.91% 100.00 1 100.00%
9/5/2010 $687.50 0.36% 100.00 1 100.00%
8/29/2010 $1,375.00 0.72% 100.00 1 100.00%
8/22/2010 ($12.50) (0.01%) 0.00 1 0.00%
8/15/2010 $475.00 0.25% 100.00 1 100.00%
8/8/2010 $337.50 0.18% 100.00 1 100.00%
8/1/2010 ($612.50) (0.32%) 0.00 2 0.00%
7/25/2010 $1,075.00 0.57% 100.00 2 50.00%
7/18/2010 ($1,175.00) (0.62%) 0.00 1 0.00%
7/11/2010 $562.50 0.30% 100.00 1 100.00%
7/4/2010 ($550.00) (0.29%) 0.00 2 0.00%
6/27/2010 ($1,187.50) (0.62%) 0.00 1 0.00%
6/20/2010 $1,012.50 0.53% 100.00 1 100.00%
6/13/2010 ($562.50) (0.29%) 0.00 1 0.00%
 
Mark-To-Market Rolling Period Analysis:
Period Net Profit % Gain Profit Factor # Trades % Profitable
3/13/2011 - Today ($1,412.50) (0.73%) 0.00 1 0.00%
3/6/2011 - 3/13/2011 ($4,600.00) (2.35%) 0.00 1 0.00%
2/27/2011 - 3/13/2011 ($4,300.00) (2.20%) 0.00 1 0.00%
2/20/2011 - 3/13/2011 ($4,187.50) (2.14%) 0.00 1 0.00%
2/13/2011 - 3/13/2011 ($4,025.00) (2.06%) 0.00 1 0.00%
2/6/2011 - 3/13/2011 ($2,625.00) (1.35%) 0.00 1 0.00%
1/30/2011 - 3/13/2011 ($900.00) (0.47%) 0.00 1 0.00%
1/23/2011 - 3/13/2011 ($1,562.50) (0.81%) 0.00 1 0.00%
1/16/2011 - 3/13/2011 ($1,987.50) (1.03%) 0.00 2 0.00%
1/9/2011 - 3/13/2011 $700.00 0.37% 1.35 3 33.33%
1/2/2011 - 3/13/2011 ($1,000.00) (0.52%) 0.50 3 33.33%
12/26/2010 - 3/13/2011 ($1,750.00) (0.91%) 0.36 4 25.00%
12/19/2010 - 3/13/2011 ($2,625.00) (1.35%) 0.27 4 25.00%
12/12/2010 - 3/13/2011 ($3,737.50) (1.92%) 0.21 4 25.00%
12/5/2010 - 3/13/2011 ($3,700.00) (1.90%) 0.22 5 40.00%
11/28/2010 - 3/13/2011 ($4,712.50) (2.40%) 0.18 6 33.33%
11/21/2010 - 3/13/2011 ($3,837.50) (1.97%) 0.33 7 42.86%
11/14/2010 - 3/13/2011 ($4,500.00) (2.30%) 0.22 7 42.86%
11/7/2010 - 3/13/2011 ($7,187.50) (3.62%) 0.12 7 28.57%
10/31/2010 - 3/13/2011 ($6,900.00) (3.48%) 0.13 7 28.57%
10/24/2010 - 3/13/2011 ($5,800.00) (2.94%) 0.15 7 28.57%
10/17/2010 - 3/13/2011 ($5,950.00) (3.02%) 0.15 7 28.57%
10/10/2010 - 3/13/2011 ($4,212.50) (2.15%) 0.27 7 42.86%
10/3/2010 - 3/13/2011 ($1,087.50) (0.57%) 0.81 7 42.86%
9/26/2010 - 3/13/2011 ($3,887.50) (1.99%) 0.32 7 42.86%
9/19/2010 - 3/13/2011 ($3,462.50) (1.78%) 0.40 7 42.86%
9/12/2010 - 3/13/2011 ($1,712.50) (0.89%) 0.70 7 42.86%
9/5/2010 - 3/13/2011 ($1,025.00) (0.53%) 0.82 7 42.86%
8/29/2010 - 3/13/2011 $350.00 0.18% 1.06 7 42.86%
8/22/2010 - 3/13/2011 $337.50 0.18% 1.06 7 42.86%
8/15/2010 - 3/13/2011 $812.50 0.43% 1.14 7 42.86%
8/8/2010 - 3/13/2011 $1,150.00 0.60% 1.20 7 42.86%
8/1/2010 - 3/13/2011 $537.50 0.28% 1.08 8 37.50%
7/25/2010 - 3/13/2011 $1,612.50 0.85% 1.25 9 44.44%
7/18/2010 - 3/13/2011 $437.50 0.23% 1.07 9 33.33%
7/11/2010 - 3/13/2011 $1,000.00 0.53% 1.16 9 44.44%
7/4/2010 - 3/13/2011 $450.00 0.24% 1.07 10 40.00%
6/27/2010 - 3/13/2011 ($737.50) (0.38%) 0.91 10 40.00%
6/20/2010 - 3/13/2011 $275.00 0.14% 1.04 10 40.00%
6/13/2010 - 3/13/2011 ($287.50) (0.15%) 0.96 10 40.00%

Created by TradeStation: 3/15/2011 10:06:04 PM, Copyright (c) 1991-2004 TradeStation Technologies, Inc.
--==TSBoundary-SPR Content-Type: text/html; charset=us-ascii Content-Transfer-Encoding: 7bit Content-ID:

Performance Graphs - Equity Curve Line



Performance Graphs - Equity Curve Detailed



Performance Graphs - Equity Curve Area



Performance Graphs - Equity Curve UnderWater(monthly)



Performance Graphs - Equity Curve UnderWater(weekly)



Performance Graphs - Monthly Net Profit



Performance Graphs - Monthly Accumulative Net Profit



Performance Graphs - Average Profit by Month

--==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: 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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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