TradeStation Performance Report

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TradeStation Performance Summary

All Trades

Total Net Profit	$155,006.00	Profit Factor	2.23
Gross Profit	$280,852.00	Gross Loss	($125,846.00)

Roll Over Credit	$0.00
Open Position Profit/Loss	$1,520.00

Select Total Net Profit	$146,002.00	Select Profit Factor	2.32
Select Gross Profit	$256,836.00	Select Gross Loss	($110,834.00)

Adjusted Total Net Profit	$131,545.85	Adjusted Profit Factor	1.98
Adjusted Gross Profit	$266,290.50	Adjusted Gross Loss	($134,744.66)

Total Number of Trades	580	Percent Profitable	64.14%
Winning Trades	372	Losing Trades	200
Even Trades	8

Avg. Trade Net Profit	$267.25	Ratio Avg. Win:Avg. Loss	1.20
Avg. Winning Trade	$754.98	Avg. Losing Trade	($629.23)
Largest Winning Trade	$4,340.00	Largest Losing Trade	($3,490.00)
Largest Winner as % of Gross Profit	1.55%	Largest Loser as % of Gross Loss	2.77%

Net Profit as % of Largest Loss	4441.43%
Slct. Net Profit as % of Largest Loss	4183.44%	Adj. Net Profit as % of Largest Loss	3769.22%

Max. Consecutive Winning Trades	9	Max. Consecutive Losing Trades	7
Avg. Bars in Winning Trades	3.37	Avg. Bars in Losing Trades	3.92
Avg. Bars in Total Trades	3.56

Max. Shares/Contracts Held	1	Account Size Required	$8,820.00
Total Commission	$0.000	Total Slippage	$0.000

Return on Initial Capital	155.01%	Annual Rate of Return	3.25%
Buy and Hold Return	111.73%	Return on Account	1757.44%
Avg. Monthly Return	$146.25	Std. Deviation of Monthly Return	$1,503.70

Return Retracement Ratio	0.07	RINA Index	230.07
Sharpe Ratio	0.15	K-Ratio	7.11

Trading Period	28 Yrs, 10 Mths, 3 Dys	Percent of Time in the Market	98.47%
Time in the Market	28 Yrs, 4 Mths, 25 Dys	Longest Flat Period	n/a

Max. Equity Run-up	n/a
Date of Max. E. Run-up	n/a	Max. E. Run-up as % of Initial Capital	n/a

Max. Drawdown (Intra-day Peak to Valley)		Max. Drawdown (Trade Close to Trade Close)
Value	($9,840.00)	Value	($8,820.00)
Date	n/a	Date	11/27/2009
as % of Initial Capital	n/a	as % of Initial Capital	8.82%
Net Profit as % of Drawdown	1575.26%	Net Profit as % of Drawdown	1757.44%
Slct. Net Profit as % of Drawdown	1483.76%	Slct. Net Profit as % of Drawdown	1655.35%
Adj. Net Prof as % of Drawdown	1336.85%	Adj. Net Profit as % of Drawdown	1491.45%

Max. Trade Drawdown	($5,330.00)

Long Trades

Total Net Profit	$90,242.00	Profit Factor	2.35
Gross Profit	$156,890.00	Gross Loss	($66,648.00)

Roll Over Credit	$0.00
Open Position Profit/Loss	$0.00

Select Total Net Profit	$84,228.00	Select Profit Factor	2.63
Select Gross Profit	$135,864.00	Select Gross Loss	($51,636.00)

Adjusted Total Net Profit	$72,012.63	Adjusted Profit Factor	1.98
Adjusted Gross Profit	$145,292.36	Adjusted Gross Loss	($73,279.72)

Total Number of Trades	290	Percent Profitable	63.10%
Winning Trades	183	Losing Trades	101
Even Trades	6

Avg. Trade Net Profit	$311.18	Ratio Avg. Win:Avg. Loss	1.30
Avg. Winning Trade	$857.32	Avg. Losing Trade	($659.88)
Largest Winning Trade	$4,340.00	Largest Losing Trade	($3,490.00)
Largest Winner as % of Gross Profit	2.77%	Largest Loser as % of Gross Loss	5.24%

Max. Consecutive Winning Trades	12	Max. Consecutive Losing Trades	7
Avg. Bars in Winning Trades	4.17	Avg. Bars in Losing Trades	4.78
Avg. Bars in Total Trades	4.37

Max. Shares/Contracts Held	1	Account Size Required	$11,760.00
Total Commission	$0.000	Total Slippage	$0.000

Net Profit as % of Largest Loss	2585.73%
Slct. Net Profit as % of Largest Loss	2413.41%	Adj. Net Profit as % of Largest Loss	2063.40%

Max. Drawdown (Intra-day Peak to Valley)		Max. Drawdown (Trade Close to Trade Close)
Value	($12,920.00)	Value	($11,760.00)
as % of Initial Capital	n/a	as % of Initial Capital	11.76%
Net Profit as % of Drawdown	698.47%	Net Profit as % of Drawdown	767.36%
Slct. Net Profit as % of Drawdown	651.92%	Slct. Net Profit as % of Drawdown	716.22%
Adj. Net Prof as % of Drawdown	557.37%	Adj. Net Profit as % of Drawdown	716.22%

Max. Trade Drawdown	($5,330.00)

Short Trades

Total Net Profit	$64,764.00	Profit Factor	2.09
Gross Profit	$123,962.00	Gross Loss	($59,198.00)

Roll Over Credit	$0.00
Open Position Profit/Loss	$1,520.00

Select Total Net Profit	$61,774.00	Select Profit Factor	2.04
Select Gross Profit	$120,972.00	Select Gross Loss	($59,198.00)

Adjusted Total Net Profit	$49,797.47	Adjusted Profit Factor	1.76
Adjusted Gross Profit	$114,945.09	Adjusted Gross Loss	($65,147.62)

Total Number of Trades	290	Percent Profitable	65.17%
Winning Trades	189	Losing Trades	99
Even Trades	2

Avg. Trade Net Proft	$223.32	Ratio Avg. Win:Avg. Loss	1.10
Avg. Winning Trade	$655.88	Avg. Losing Trade	($597.96)
Largest Winning Trade	$2,990.00	Largest Losing Trade	($2,140.00)
Largest Winner as % of Gross Profit	2.41%	Largest Loser as % of Gross Loss	5.24%

Max. Consecutive Winning Trades	10	Max. Consecutive Losing Trades	4
Avg. Bars in Winning Trades	2.58	Avg. Bars in Losing Trades	3.05
Avg. Bars in Total Trades	2.74

Max. Shares/Contracts Held	1	Account Size Required	$4,590.00
Total Slippage	$0.000	Total Commission	$0.000

Net Profit as % of Largest Loss	3026.36%
Slct. Net Profit as % of Largest Loss	2886.64%	Adj. Net Profit as % of Largest Loss	2326.98%

Max. Drawdown (Intra-day Peak to Valley)		Max. Drawdown (Trade Close to Trade Close)
Value	($5,470.00)	Value	($4,590.00)
as % of Initial Capital	n/a	as % of Initial Capital	4.59%
Net Profit as % of Drawdown	1183.99%	Net Profit as % of Drawdown	1410.98%
Slct. Net Profit as % of Drawdown	1129.32%	Slct. Net Profit as % of Drawdown	1345.84%
Adj. Net Prof as % of Drawdown	910.37%	Adj. Net Prof as % of Drawdown	1084.91%

Max. Trade Drawdown	($3,420.00)

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TradeStation Trade Analysis
	All Trades	Winners	Losers
Total Number of Trades	580	372	200
Avg. Trade Net Profit	$267.25	$754.98	($629.23)
1 Std. Deviation of Avg. Trade	$903.89	$633.86	$610.60
Avg. Trade + 1 Std. Deviation	$1,171.14	$1,388.84	($18.63)
Avg. Trade - 1 Std. Deviation	($636.64)	$121.12	($1,239.83)
Coefficient of Variation	338.22%	83.96%	97.04%

Time Averages
Avg. Time in Trades	17 Dys, 21 Hrs, 16 Mins	16 Dys, 13 Hrs, 25 Mins	20 Dys, 11 Hrs, 24 Mins
Avg. Time Between Trades	n/a	11 Dys, 8 Hrs, 36 Mins	30 Dys, 10 Hrs, 15 Mins
Avg. Time Between Trade Profit Peaks	1531 Dys, 14 Hrs, 24 Mins

Outliers	Total	Positive	Negative
Number of Outliers	12	7	5
Outlier Profit/Loss	$9,004.00	$24,016.00	($15,012.00)

Run-Up/Drawdown		Run-Up	Drawdown
Max. Value		$4,540.00	($5,330.00)
Max. Value Date		5/7/2004	4/7/2006
Avg. Value		$721.60	($601.23)
1 Std. Deviation		$645.78	$673.15
Avg. + 1 Std. Deviation		$1,367.38	$71.92
Avg. - 1 Std. Deviation		$75.82	($1,274.38)
Coefficient of Variation		89.49%	111.96%

Efficiency Analysis	Total	Entry	Exit
Avg. Efficiency	20.41%	55.17%	65.24%
1 Std. Deviation	54.13%	31.38%	31.92%
Avg. + 1 Std. Deviation	74.54%	86.55%	97.16%
Avg. - 1 Std. Deviation	(33.72%)	23.80%	33.32%
Coefficient of Variation	265.19%	56.87%	48.92%

TradeStation Trade Series Analysis
		Winners	Losers
Largest Profit/Loss		$4,340.00	($3,490.00)
Largest Profit/Loss as % of Gross		1.55%	2.77%
Largest Consec. Profit/Loss		$6,870.00	($7,920.00)
Largest Consec. Profit/Loss as % of Gross		2.45%	6.29%

Winning Series	Number of Series	Avg. Gain per Series	Avg. Loss Next Trade
1	44	$684.23	($716.73)
2	26	$781.65	($764.23)
3	29	$893.47	($590.55)
4	14	$772.96	($440.86)
5	7	$627.43	($616.00)
6	3	$833.67	($650.00)
7	3	$636.48	($450.00)
8	4	$610.00	($180.00)
9	3	$712.22	($1,510.00)

Losing Series	Number of Series	Avg. Loss per Series	Avg. Gain Next Trade
1	88	($673.98)	$882.36
2	28	($603.25)	$773.79
3	7	($600.95)	$652.86
4	4	($385.62)	$1,050.00
5	1	($210.40)	$290.00
7	2	($922.29)	$400.00

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#

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	10/22/82	Short#3	$53.605	$0.00	1	$400.00	1.87%	$400.00	66.67%		$0.000	$0.000
	Buy to Cover	10/29/82	Buy#3	$52.605		$400.00	$400.00		($200.00)	100.00%	66.67%	$0.000	$0.000
2	Buy	10/29/82	Buy#3	$52.605	$0.00	1	$320.00	1.52%	$600.00	33.52%		$0.000	$0.000
	Sell	11/19/82	Short#3	$53.405		$320.00	$720.00		($1,190.00)	84.36%	17.88%	$0.000	$0.000
3	Sell Short	11/19/82	Short#3	$53.405	$0.00	1	$1,432.00	6.70%	$1,482.00	91.37%		$0.000	$0.000
	Buy to Cover	12/10/82	Buy#3	$49.825		$1,432.00	$2,152.00		($140.00)	96.92%	88.29%	$0.000	$0.000
4	Buy	12/10/82	Buy#3	$49.825	$0.00	1	$990.00	4.97%	$990.00	68.28%		$0.000	$0.000
	Sell	12/24/82	Short#3	$52.300		$990.00	$3,142.00		($460.00)	100.00%	68.28%	$0.000	$0.000
5	Sell Short	12/24/82	Short#3	$52.300	$0.00	1	$120.00	0.57%	$210.00	25.93%		$0.000	$0.000
	Buy to Cover	01/07/83	Buy#3	$52.000		$120.00	$3,262.00		($600.00)	88.89%	14.81%	$0.000	$0.000
6	Buy	01/07/83	Buy#3	$52.000	$0.00	1	$1,400.00	6.73%	$1,690.00	93.89%		$0.000	$0.000
	Sell	02/18/83	Short#3	$55.500		$1,400.00	$4,662.00		($110.00)	83.89%	77.78%	$0.000	$0.000
7	Sell Short	02/18/83	Short#3	$55.500	$0.00	1	($780.00)	(3.51%)	$50.00	3.79%		$0.000	$0.000
	Buy to Cover	03/11/83	Buy#3	$57.450		($780.00)	$3,882.00		($1,270.00)	37.12%	(59.09%)	$0.000	$0.000
8	Buy	03/11/83	Buy#3	$57.450	$0.00	1	$2,060.00	8.96%	$2,160.00	93.91%		$0.000	$0.000
	Sell	04/08/83	Short#3	$62.600		$2,060.00	$5,942.00		($140.00)	95.65%	89.57%	$0.000	$0.000
9	Sell Short	04/08/83	Short#3	$62.600	$0.00	1	$130.00	0.52%	$210.00	24.42%		$0.000	$0.000
	Buy to Cover	04/22/83	Buy#3	$62.275		$130.00	$6,072.00		($650.00)	90.70%	15.12%	$0.000	$0.000
10	Buy	04/22/83	Buy#3	$62.275	$0.00	1	($680.00)	(2.73%)	$60.00	2.97%		$0.000	$0.000
	Sell	05/27/83	Short#3	$60.575		($680.00)	$5,392.00		($1,960.00)	63.37%	(33.66%)	$0.000	$0.000
11	Sell Short	05/27/83	Short#3	$60.575	$0.00	1	$1,010.00	4.17%	$1,010.00	92.66%		$0.000	$0.000
	Buy to Cover	06/03/83	Buy#3	$58.050		$1,010.00	$6,402.00		($80.00)	100.00%	92.66%	$0.000	$0.000
12	Buy	06/03/83	Buy#3	$58.050	$0.00	1	$860.00	3.70%	$980.00	86.73%		$0.000	$0.000
	Sell	07/01/83	Short#3	$60.200		$860.00	$7,262.00		($150.00)	89.38%	76.11%	$0.000	$0.000
13	Sell Short	07/01/83	Short#3	$60.200	$0.00	1	$680.00	2.82%	$970.00	88.99%		$0.000	$0.000
	Buy to Cover	07/08/83	Buy#3	$58.500		$680.00	$7,942.00		($120.00)	73.39%	62.39%	$0.000	$0.000
14	Buy	07/08/83	Buy#3	$58.500	$0.00	1	($220.00)	(0.94%)	$320.00	59.26%		$0.000	$0.000
	Sell	07/15/83	Short#3	$57.950		($220.00)	$7,722.00		($220.00)	0.00%	(40.74%)	$0.000	$0.000
15	Sell Short	07/15/83	Short#3	$57.950	$0.00	1	($930.00)	(4.01%)	$560.00	37.58%		$0.000	$0.000
	Buy to Cover	08/12/83	Buy#3	$60.275		($930.00)	$6,792.00		($930.00)	0.00%	(62.42%)	$0.000	$0.000
16	Buy	08/12/83	Buy#3	$60.275	$0.00	1	($380.00)	(1.58%)	$20.00	2.78%		$0.000	$0.000
	Sell	08/19/83	Short#3	$59.325		($380.00)	$6,412.00		($700.00)	44.44%	(52.78%)	$0.000	$0.000
17	Sell Short	08/19/83	Short#3	$59.325	$0.00	1	$780.00	3.29%	$1,060.00	89.83%		$0.000	$0.000
	Buy to Cover	08/26/83	Buy#3	$57.375		$780.00	$7,192.00		($120.00)	76.27%	66.10%	$0.000	$0.000
18	Buy	08/26/83	Buy#3	$57.375	$0.00	1	$0.00	0.00%	$60.00	4.17%		$0.000	$0.000
	Sell	09/16/83	Short#3	$57.375		$0.00	$7,192.00		($1,380.00)	95.83%	0.00%	$0.000	$0.000
19	Sell Short	09/16/83	Short#3	$57.375	$0.00	1	($630.00)	(2.75%)	$300.00	19.61%		$0.000	$0.000
	Buy to Cover	10/07/83	Buy#3	$58.950		($630.00)	$6,562.00		($1,230.00)	39.22%	(41.18%)	$0.000	$0.000
20	Buy	10/07/83	Buy#3	$58.950	$0.00	1	($320.00)	(1.36%)	$640.00	58.18%		$0.000	$0.000
	Sell	10/28/83	Short#3	$58.150		($320.00)	$6,242.00		($460.00)	12.73%	(29.09%)	$0.000	$0.000
21	Sell Short	10/28/83	Short#3	$58.150	$0.00	1	$100.00	0.43%	$300.00	51.72%		$0.000	$0.000
	Buy to Cover	11/04/83	Buy#3	$57.900		$100.00	$6,342.00		($280.00)	65.52%	17.24%	$0.000	$0.000
22	Buy	11/04/83	Buy#3	$57.900	$0.00	1	$480.00	2.07%	$500.00	79.37%		$0.000	$0.000
	Sell	11/11/83	Short#3	$59.100		$480.00	$6,822.00		($130.00)	96.83%	76.19%	$0.000	$0.000
23	Sell Short	11/11/83	Short#3	$59.100	$0.00	1	($580.00)	(2.45%)	$30.00	4.35%		$0.000	$0.000
	Buy to Cover	11/18/83	Buy#3	$60.550		($580.00)	$6,242.00		($660.00)	11.59%	(84.06%)	$0.000	$0.000
24	Buy	11/18/83	Buy#3	$60.550	$0.00	1	$192.00	0.79%	$922.00	80.74%		$0.000	$0.000
	Sell	12/09/83	Short#3	$61.030		$192.00	$6,434.00		($220.00)	36.08%	16.81%	$0.000	$0.000
25	Sell Short	12/09/83	Short#3	$61.030	$0.00	1	($1,030.00)	(4.22%)	$60.00	5.50%		$0.000	$0.000
	Buy to Cover	12/16/83	Buy#3	$63.605		($1,030.00)	$5,404.00		($1,030.00)	0.00%	(94.50%)	$0.000	$0.000
26	Buy	12/16/83	Buy#3	$63.605	$0.00	1	$380.00	1.49%	$380.00	69.09%		$0.000	$0.000
	Sell	12/23/83	Short#3	$64.555		$380.00	$5,784.00		($170.00)	100.00%	69.09%	$0.000	$0.000
27	Sell Short	12/23/83	Short#3	$64.555	$0.00	1	($460.00)	(1.78%)	$40.00	2.82%		$0.000	$0.000
	Buy to Cover	01/06/84	Buy#3	$65.705		($460.00)	$5,324.00		($1,380.00)	64.79%	(32.39%)	$0.000	$0.000
28	Buy	01/06/84	Buy#3	$65.705	$0.00	1	$1,540.00	5.86%	$1,540.00	92.22%		$0.000	$0.000
	Sell	01/20/84	Short#3	$69.555		$1,540.00	$6,864.00		($130.00)	100.00%	92.22%	$0.000	$0.000
29	Sell Short	01/20/84	Short#3	$69.555	$0.00	1	$280.00	1.01%	$450.00	55.56%		$0.000	$0.000
	Buy to Cover	01/27/84	Buy#3	$68.855		$280.00	$7,144.00		($360.00)	79.01%	34.57%	$0.000	$0.000
30	Buy	01/27/84	Buy#3	$68.855	$0.00	1	($780.00)	(2.83%)	$90.00	7.69%		$0.000	$0.000
	Sell	02/17/84	Short#3	$66.905		($780.00)	$6,364.00		($1,080.00)	25.64%	(66.67%)	$0.000	$0.000
31	Sell Short	02/17/84	Short#3	$66.905	$0.00	1	($420.00)	(1.57%)	$180.00	24.32%		$0.000	$0.000
	Buy to Cover	02/24/84	Buy#3	$67.955		($420.00)	$5,944.00		($560.00)	18.92%	(56.76%)	$0.000	$0.000
32	Buy	02/24/84	Buy#3	$67.955	$0.00	1	$1,608.00	5.92%	$2,040.00	100.00%		$0.000	$0.000
	Sell	04/06/84	Short#3	$71.975		$1,608.00	$7,552.00		$0.00	78.82%	78.82%	$0.000	$0.000
33	Sell Short	04/06/84	Short#3	$71.975	$0.00	1	$200.00	0.69%	$300.00	37.50%		$0.000	$0.000
	Buy to Cover	04/13/84	Buy#3	$71.475		$200.00	$7,752.00		($500.00)	87.50%	25.00%	$0.000	$0.000
34	Buy	04/13/84	Buy#3	$71.475	$0.00	1	($380.00)	(1.33%)	$160.00	22.54%		$0.000	$0.000
	Sell	04/27/84	Short#3	$70.525		($380.00)	$7,372.00		($550.00)	23.94%	(53.52%)	$0.000	$0.000
35	Sell Short	04/27/84	Short#3	$70.525	$0.00	1	$240.00	0.85%	$730.00	79.35%		$0.000	$0.000
	Buy to Cover	05/25/84	Buy#3	$69.925		$240.00	$7,612.00		($190.00)	46.74%	26.09%	$0.000	$0.000
36	Buy	05/25/84	Buy#3	$69.925	$0.00	1	($592.00)	(2.12%)	$30.00	4.82%		$0.000	$0.000
	Sell	06/01/84	Short#3	$68.445		($592.00)	$7,020.00		($592.00)	0.00%	(95.18%)	$0.000	$0.000
37	Sell Short	06/01/84	Short#3	$68.445	$0.00	1	$140.00	0.51%	$220.00	55.00%		$0.000	$0.000
	Buy to Cover	06/08/84	Buy#3	$68.095		$140.00	$7,160.00		($180.00)	80.00%	35.00%	$0.000	$0.000
38	Buy	06/08/84	Buy#3	$68.095	$0.00	1	$680.00	2.50%	$680.00	75.56%		$0.000	$0.000
	Sell	06/22/84	Short#3	$69.795		$680.00	$7,840.00		($220.00)	100.00%	75.56%	$0.000	$0.000
39	Sell Short	06/22/84	Short#3	$69.795	$0.00	1	($280.00)	(1.00%)	$660.00	55.00%		$0.000	$0.000
	Buy to Cover	07/13/84	Buy#3	$70.495		($280.00)	$7,560.00		($540.00)	21.67%	(23.33%)	$0.000	$0.000
40	Buy	07/13/84	Buy#3	$70.495	$0.00	1	$320.00	1.13%	$400.00	90.91%		$0.000	$0.000
	Sell	07/20/84	Short#3	$71.295		$320.00	$7,880.00		($40.00)	81.82%	72.73%	$0.000	$0.000
41	Sell Short	07/20/84	Short#3	$71.295	$0.00	1	$560.00	1.96%	$680.00	89.47%		$0.000	$0.000
	Buy to Cover	07/27/84	Buy#3	$69.895		$560.00	$8,440.00		($80.00)	84.21%	73.68%	$0.000	$0.000
42	Buy	07/27/84	Buy#3	$69.895	$0.00	1	$318.00	1.14%	$1,118.00	69.53%		$0.000	$0.000
	Sell	10/19/84	Short#3	$70.690		$318.00	$8,758.00		($490.00)	50.25%	19.78%	$0.000	$0.000
43	Sell Short	10/19/84	Short#3	$70.690	$0.00	1	$1,060.00	3.75%	$1,060.00	89.08%		$0.000	$0.000
	Buy to Cover	10/26/84	Buy#3	$68.040		$1,060.00	$9,818.00		($130.00)	100.00%	89.08%	$0.000	$0.000
44	Buy	10/26/84	Buy#3	$68.040	$0.00	1	$1,050.00	3.86%	$1,120.00	100.00%		$0.000	$0.000
	Sell	11/09/84	Short#3	$70.665		$1,050.00	$10,868.00		$0.00	93.75%	93.75%	$0.000	$0.000
45	Sell Short	11/09/84	Short#3	$70.665	$0.00	1	($1,360.00)	(4.81%)	$150.00	9.26%		$0.000	$0.000
	Buy to Cover	11/30/84	Buy#3	$74.065		($1,360.00)	$9,508.00		($1,470.00)	6.79%	(83.95%)	$0.000	$0.000
46	Buy	11/30/84	Buy#3	$74.065	$0.00	1	($112.00)	(0.38%)	$0.00	0.00%		$0.000	$0.000
	Sell	12/07/84	Short#3	$73.785		($112.00)	$9,396.00		($450.00)	75.11%	(24.89%)	$0.000	$0.000
47	Sell Short	12/07/84	Short#3	$73.785	$0.00	1	$420.00	1.42%	$760.00	92.68%		$0.000	$0.000
	Buy to Cover	12/14/84	Buy#3	$72.735		$420.00	$9,816.00		($60.00)	58.54%	51.22%	$0.000	$0.000
48	Buy	12/14/84	Buy#3	$72.735	$0.00	1	$490.00	1.68%	$560.00	64.37%		$0.000	$0.000
	Sell	12/28/84	Short#3	$73.960		$490.00	$10,306.00		($310.00)	91.95%	56.32%	$0.000	$0.000
49	Sell Short	12/28/84	Short#3	$73.960	$0.00	1	$420.00	1.42%	$420.00	59.15%		$0.000	$0.000
	Buy to Cover	01/11/85	Buy#3	$72.910		$420.00	$10,726.00		($290.00)	100.00%	59.15%	$0.000	$0.000
50	Buy	01/11/85	Buy#3	$72.910	$0.00	1	$88.00	0.30%	$160.00	20.25%		$0.000	$0.000
	Sell	02/08/85	Short#3	$73.130		$88.00	$10,814.00		($630.00)	90.89%	11.14%	$0.000	$0.000
51	Sell Short	02/08/85	Short#3	$73.130	$0.00	1	$1,080.00	3.69%	$1,120.00	91.80%		$0.000	$0.000
	Buy to Cover	03/01/85	Buy#3	$70.430		$1,080.00	$11,894.00		($100.00)	96.72%	88.52%	$0.000	$0.000
52	Buy	03/01/85	Buy#3	$70.430	$0.00	1	($642.00)	(2.28%)	$170.00	8.63%		$0.000	$0.000
	Sell	04/05/85	Short#3	$68.825		($642.00)	$11,252.00		($1,800.00)	58.78%	(32.59%)	$0.000	$0.000
53	Sell Short	04/05/85	Short#3	$68.825	$0.00	1	$620.00	2.25%	$640.00	95.52%		$0.000	$0.000
	Buy to Cover	04/12/85	Buy#3	$67.275		$620.00	$11,872.00		($30.00)	97.01%	92.54%	$0.000	$0.000
54	Buy	04/12/85	Buy#3	$67.275	$0.00	1	($820.00)	(3.05%)	$480.00	16.11%		$0.000	$0.000
	Sell	05/17/85	Short#3	$65.225		($820.00)	$11,052.00		($2,500.00)	56.38%	(27.52%)	$0.000	$0.000
55	Sell Short	05/17/85	Short#3	$65.225	$0.00	1	$152.00	0.58%	$280.00	40.58%		$0.000	$0.000
	Buy to Cover	05/31/85	Buy#3	$64.845		$152.00	$11,204.00		($410.00)	81.45%	22.03%	$0.000	$0.000
56	Buy	05/31/85	Buy#3	$64.845	$0.00	1	($1,220.00)	(4.70%)	$100.00	5.88%		$0.000	$0.000
	Sell	06/21/85	Short#3	$61.795		($1,220.00)	$9,984.00		($1,600.00)	22.35%	(71.76%)	$0.000	$0.000
57	Sell Short	06/21/85	Short#3	$61.795	$0.00	1	$1,620.00	6.55%	$1,620.00	98.18%		$0.000	$0.000
	Buy to Cover	06/28/85	Buy#3	$57.745		$1,620.00	$11,604.00		($30.00)	100.00%	98.18%	$0.000	$0.000
58	Buy	06/28/85	Buy#3	$57.745	$0.00	1	($1,222.00)	(5.29%)	$690.00	18.29%		$0.000	$0.000
	Sell	08/16/85	Short#3	$54.690		($1,222.00)	$10,382.00		($3,082.00)	49.31%	(32.40%)	$0.000	$0.000
59	Sell Short	08/16/85	Short#3	$54.690	$0.00	1	$760.00	3.47%	$860.00	87.76%		$0.000	$0.000
	Buy to Cover	08/23/85	Buy#3	$52.790		$760.00	$11,142.00		($120.00)	89.80%	77.55%	$0.000	$0.000
60	Buy	08/23/85	Buy#3	$52.790	$0.00	1	$1,438.00	6.81%	$1,458.00	47.22%		$0.000	$0.000
	Sell	10/11/85	Short#3	$56.385		$1,438.00	$12,580.00		($1,630.00)	99.35%	46.57%	$0.000	$0.000
61	Sell Short	10/11/85	Short#3	$56.385	$0.00	1	($420.00)	(1.86%)	$350.00	45.45%		$0.000	$0.000
	Buy to Cover	10/18/85	Buy#3	$57.435		($420.00)	$12,160.00		($420.00)	0.00%	(54.55%)	$0.000	$0.000
62	Buy	10/18/85	Buy#3	$57.435	$0.00	1	$960.00	4.18%	$1,360.00	73.51%		$0.000	$0.000
	Sell	11/15/85	Short#3	$59.835		$960.00	$13,120.00		($490.00)	78.38%	51.89%	$0.000	$0.000
63	Sell Short	11/15/85	Short#3	$59.835	$0.00	1	$880.00	3.68%	$880.00	81.48%		$0.000	$0.000
	Buy to Cover	11/22/85	Buy#3	$57.635		$880.00	$14,000.00		($200.00)	100.00%	81.48%	$0.000	$0.000
64	Buy	11/22/85	Buy#3	$57.635	$0.00	1	$1,868.00	8.10%	$1,868.00	96.39%		$0.000	$0.000
	Sell	12/06/85	Short#3	$62.305		$1,868.00	$15,868.00		($70.00)	100.00%	96.39%	$0.000	$0.000
65	Sell Short	12/06/85	Short#3	$62.305	$0.00	1	$1,250.00	5.02%	$1,250.00	100.00%		$0.000	$0.000
	Buy to Cover	12/13/85	Buy#3	$59.180		$1,250.00	$17,118.00		$0.00	100.00%	100.00%	$0.000	$0.000
66	Buy	12/13/85	Buy#3	$59.180	$0.00	1	($120.00)	(0.51%)	$630.00	39.13%		$0.000	$0.000
	Sell	01/03/86	Short#3	$58.880		($120.00)	$16,998.00		($980.00)	53.42%	(7.45%)	$0.000	$0.000
67	Sell Short	01/03/86	Short#3	$58.880	$0.00	1	$1,220.00	5.18%	$1,440.00	100.00%		$0.000	$0.000
	Buy to Cover	01/10/86	Buy#3	$55.830		$1,220.00	$18,218.00		$0.00	84.72%	84.72%	$0.000	$0.000
68	Buy	01/10/86	Buy#3	$55.830	$0.00	1	$840.00	3.76%	$840.00	53.85%		$0.000	$0.000
	Sell	01/31/86	Short#3	$57.930		$840.00	$19,058.00		($720.00)	100.00%	53.85%	$0.000	$0.000
69	Sell Short	01/31/86	Short#3	$57.930	$0.00	1	$1,002.00	4.32%	$1,722.00	94.51%		$0.000	$0.000
	Buy to Cover	02/14/86	Buy#3	$55.425		$1,002.00	$20,060.00		($100.00)	60.48%	54.99%	$0.000	$0.000
70	Buy	02/14/86	Buy#3	$55.425	$0.00	1	($440.00)	(1.98%)	$340.00	16.35%		$0.000	$0.000
	Sell	03/07/86	Short#3	$54.325		($440.00)	$19,620.00		($1,740.00)	62.50%	(21.15%)	$0.000	$0.000
71	Sell Short	03/07/86	Short#3	$54.325	$0.00	1	$460.00	2.12%	$510.00	53.68%		$0.000	$0.000
	Buy to Cover	03/14/86	Buy#3	$53.175		$460.00	$20,080.00		($440.00)	94.74%	48.42%	$0.000	$0.000
72	Buy	03/14/86	Buy#3	$53.175	$0.00	1	($1,080.00)	(5.08%)	$260.00	19.40%		$0.000	$0.000
	Sell	04/04/86	Short#3	$50.475		($1,080.00)	$19,000.00		($1,080.00)	0.00%	(80.60%)	$0.000	$0.000
73	Sell Short	04/04/86	Short#3	$50.475	$0.00	1	$1,540.00	7.63%	$1,690.00	100.00%		$0.000	$0.000
	Buy to Cover	04/11/86	Buy#3	$46.625		$1,540.00	$20,540.00		$0.00	91.12%	91.12%	$0.000	$0.000
74	Buy	04/11/86	Buy#3	$46.625	$0.00	1	$560.00	3.00%	$1,230.00	71.51%		$0.000	$0.000
	Sell	05/09/86	Short#3	$48.025		$560.00	$21,100.00		($490.00)	61.05%	32.56%	$0.000	$0.000
75	Sell Short	05/09/86	Short#3	$48.025	$0.00	1	$120.00	0.62%	$700.00	33.02%		$0.000	$0.000
	Buy to Cover	05/30/86	Buy#3	$47.725		$120.00	$21,220.00		($1,420.00)	72.64%	5.66%	$0.000	$0.000
76	Buy	05/30/86	Buy#3	$47.725	$0.00	1	($342.00)	(1.79%)	$60.00	4.47%		$0.000	$0.000
	Sell	06/20/86	Short#3	$46.870		($342.00)	$20,878.00		($1,282.00)	70.04%	(25.48%)	$0.000	$0.000
77	Sell Short	06/20/86	Short#3	$46.870	$0.00	1	($2,140.00)	(11.41%)	$680.00	21.32%		$0.000	$0.000
	Buy to Cover	07/11/86	Buy#3	$52.220		($2,140.00)	$18,738.00		($2,510.00)	11.60%	(67.08%)	$0.000	$0.000
78	Buy	07/11/86	Buy#3	$52.220	$0.00	1	$1,288.00	6.17%	$1,840.00	61.74%		$0.000	$0.000
	Sell	10/17/86	Short#3	$55.440		$1,288.00	$20,026.00		($1,140.00)	81.48%	43.22%	$0.000	$0.000
79	Sell Short	10/17/86	Short#3	$55.440	$0.00	1	($120.00)	(0.54%)	$290.00	43.28%		$0.000	$0.000
	Buy to Cover	10/31/86	Buy#3	$55.740		($120.00)	$19,906.00		($380.00)	38.81%	(17.91%)	$0.000	$0.000
80	Buy	10/31/86	Buy#3	$55.740	$0.00	1	$2,938.00	13.18%	$3,138.00	99.37%		$0.000	$0.000
	Sell	02/06/87	Short#3	$63.085		$2,938.00	$22,844.00		($20.00)	93.67%	93.03%	$0.000	$0.000
81	Sell Short	02/06/87	Short#3	$63.085	$0.00	1	$220.00	0.87%	$220.00	25.29%		$0.000	$0.000
	Buy to Cover	02/13/87	Buy#3	$62.535		$220.00	$23,064.00		($650.00)	100.00%	25.29%	$0.000	$0.000
82	Buy	02/13/87	Buy#3	$62.535	$0.00	1	$1,120.00	4.48%	$1,230.00	91.11%		$0.000	$0.000
	Sell	02/27/87	Short#3	$65.335		$1,120.00	$24,184.00		($120.00)	91.85%	82.96%	$0.000	$0.000
83	Sell Short	02/27/87	Short#3	$65.335	$0.00	1	($60.00)	(0.23%)	$640.00	74.42%		$0.000	$0.000
	Buy to Cover	03/06/87	Buy#3	$65.485		($60.00)	$24,124.00		($220.00)	18.60%	(6.98%)	$0.000	$0.000
84	Buy	03/06/87	Buy#3	$65.485	$0.00	1	$860.00	3.28%	$860.00	45.50%		$0.000	$0.000
	Sell	03/27/87	Short#3	$67.635		$860.00	$24,984.00		($1,030.00)	100.00%	45.50%	$0.000	$0.000
85	Sell Short	03/27/87	Short#3	$67.635	$0.00	1	($540.00)	(2.00%)	$110.00	16.92%		$0.000	$0.000
	Buy to Cover	04/03/87	Buy#3	$68.985		($540.00)	$24,444.00		($540.00)	0.00%	(83.08%)	$0.000	$0.000
86	Buy	04/03/87	Buy#3	$68.985	$0.00	1	$1,480.00	5.36%	$2,620.00	85.06%		$0.000	$0.000
	Sell	06/05/87	Short#3	$72.685		$1,480.00	$25,924.00		($460.00)	62.99%	48.05%	$0.000	$0.000
87	Sell Short	06/05/87	Short#3	$72.685	$0.00	1	($750.00)	(2.58%)	$100.00	11.76%		$0.000	$0.000
	Buy to Cover	06/12/87	Buy#3	$74.560		($750.00)	$25,174.00		($750.00)	0.00%	(88.24%)	$0.000	$0.000
88	Buy	06/12/87	Buy#3	$74.560	$0.00	1	($280.00)	(0.94%)	$140.00	20.90%		$0.000	$0.000
	Sell	06/19/87	Short#3	$73.860		($280.00)	$24,894.00		($530.00)	37.31%	(41.79%)	$0.000	$0.000
89	Sell Short	06/19/87	Short#3	$73.860	$0.00	1	($230.00)	(0.78%)	$500.00	55.56%		$0.000	$0.000
	Buy to Cover	06/26/87	Buy#3	$74.435		($230.00)	$24,664.00		($400.00)	18.89%	(25.56%)	$0.000	$0.000
90	Buy	06/26/87	Buy#3	$74.435	$0.00	1	($230.00)	(0.77%)	$370.00	58.73%		$0.000	$0.000
	Sell	07/03/87	Short#3	$73.860		($230.00)	$24,434.00		($260.00)	4.76%	(36.51%)	$0.000	$0.000
91	Sell Short	07/03/87	Short#3	$73.860	$0.00	1	$1,000.00	3.38%	$1,270.00	78.40%		$0.000	$0.000
	Buy to Cover	07/31/87	Buy#3	$71.360		$1,000.00	$25,434.00		($350.00)	83.33%	61.73%	$0.000	$0.000
92	Buy	07/31/87	Buy#3	$71.360	$0.00	1	$1,008.00	3.53%	$1,018.00	100.00%		$0.000	$0.000
	Sell	08/07/87	Short#3	$73.880		$1,008.00	$26,442.00		$0.00	99.02%	99.02%	$0.000	$0.000
93	Sell Short	08/07/87	Short#3	$73.880	$0.00	1	($710.00)	(2.40%)	$160.00	14.41%		$0.000	$0.000
	Buy to Cover	08/21/87	Buy#3	$75.655		($710.00)	$25,732.00		($950.00)	21.62%	(63.96%)	$0.000	$0.000
94	Buy	08/21/87	Buy#3	$75.655	$0.00	1	$240.00	0.79%	$740.00	52.86%		$0.000	$0.000
	Sell	09/04/87	Short#3	$76.255		$240.00	$25,972.00		($660.00)	64.29%	17.14%	$0.000	$0.000
95	Sell Short	09/04/87	Short#3	$76.255	$0.00	1	($1,260.00)	(4.13%)	$0.00	0.00%		$0.000	$0.000
	Buy to Cover	09/25/87	Buy#3	$79.405		($1,260.00)	$24,712.00		($1,460.00)	13.70%	(86.30%)	$0.000	$0.000
96	Buy	09/25/87	Buy#3	$79.405	$0.00	1	($2.00)	(0.01%)	$498.00	29.82%		$0.000	$0.000
	Sell	10/23/87	Short#3	$79.400		($2.00)	$24,710.00		($1,172.00)	70.06%	(0.12%)	$0.000	$0.000
97	Sell Short	10/23/87	Short#3	$79.400	$0.00	1	$1,620.00	5.10%	$1,830.00	100.00%		$0.000	$0.000
	Buy to Cover	10/30/87	Buy#3	$75.350		$1,620.00	$26,330.00		$0.00	88.52%	88.52%	$0.000	$0.000
98	Buy	10/30/87	Buy#3	$75.350	$0.00	1	($240.00)	(0.80%)	$220.00	14.10%		$0.000	$0.000
	Sell	11/20/87	Short#3	$74.750		($240.00)	$26,090.00		($1,340.00)	70.51%	(15.38%)	$0.000	$0.000
99	Sell Short	11/20/87	Short#3	$74.750	$0.00	1	$290.00	0.97%	$520.00	27.23%		$0.000	$0.000
	Buy to Cover	12/11/87	Buy#3	$74.025		$290.00	$26,380.00		($1,390.00)	87.96%	15.18%	$0.000	$0.000
100	Buy	12/11/87	Buy#3	$74.025	$0.00	1	$940.00	3.17%	$1,380.00	87.90%		$0.000	$0.000
	Sell	01/01/88	Short#3	$76.375		$940.00	$27,320.00		($190.00)	71.97%	59.87%	$0.000	$0.000
101	Sell Short	01/01/88	Short#3	$76.375	$0.00	1	($360.00)	(1.18%)	$0.00	0.00%		$0.000	$0.000
	Buy to Cover	01/08/88	Buy#3	$77.275		($360.00)	$26,960.00		($620.00)	41.94%	(58.06%)	$0.000	$0.000
102	Buy	01/08/88	Buy#3	$77.275	$0.00	1	$3,508.00	11.35%	$3,508.00	96.16%		$0.000	$0.000
	Sell	02/12/88	Short#3	$86.045		$3,508.00	$30,468.00		($140.00)	100.00%	96.16%	$0.000	$0.000
103	Sell Short	02/12/88	Short#3	$86.045	$0.00	1	($400.00)	(1.16%)	$460.00	53.49%		$0.000	$0.000
	Buy to Cover	02/26/88	Buy#3	$87.045		($400.00)	$30,068.00		($400.00)	0.00%	(46.51%)	$0.000	$0.000
104	Buy	02/26/88	Buy#3	$87.045	$0.00	1	($500.00)	(1.44%)	$120.00	13.64%		$0.000	$0.000
	Sell	03/04/88	Short#3	$85.795		($500.00)	$29,568.00		($760.00)	29.55%	(56.82%)	$0.000	$0.000
105	Sell Short	03/04/88	Short#3	$85.795	$0.00	1	$540.00	1.57%	$800.00	78.43%		$0.000	$0.000
	Buy to Cover	03/11/88	Buy#3	$84.445		$540.00	$30,108.00		($220.00)	74.51%	52.94%	$0.000	$0.000
106	Buy	03/11/88	Buy#3	$84.445	$0.00	1	$1,868.00	5.53%	$1,918.00	97.46%		$0.000	$0.000
	Sell	04/08/88	Short#3	$89.115		$1,868.00	$31,976.00		($50.00)	97.46%	94.92%	$0.000	$0.000
107	Sell Short	04/08/88	Short#3	$89.115	$0.00	1	$290.00	0.81%	$1,450.00	100.00%		$0.000	$0.000
	Buy to Cover	04/15/88	Buy#3	$88.390		$290.00	$32,266.00		$0.00	20.00%	20.00%	$0.000	$0.000
108	Buy	04/15/88	Buy#3	$88.390	$0.00	1	($860.00)	(2.43%)	$90.00	6.87%		$0.000	$0.000
	Sell	04/29/88	Short#3	$86.240		($860.00)	$31,406.00		($1,220.00)	27.48%	(65.65%)	$0.000	$0.000
109	Sell Short	04/29/88	Short#3	$86.240	$0.00	1	($1,400.00)	(4.06%)	$0.00	0.00%		$0.000	$0.000
	Buy to Cover	05/13/88	Buy#3	$89.740		($1,400.00)	$30,006.00		($1,400.00)	0.00%	(100.00%)	$0.000	$0.000
110	Buy	05/13/88	Buy#3	$89.740	$0.00	1	$0.00	0.00%	$490.00	71.01%		$0.000	$0.000
	Sell	05/27/88	Short#3	$89.740		$0.00	$30,006.00		($200.00)	28.99%	0.00%	$0.000	$0.000
111	Sell Short	05/27/88	Short#3	$89.740	$0.00	1	$470.00	1.31%	$600.00	88.24%		$0.000	$0.000
	Buy to Cover	06/03/88	Buy#3	$88.565		$470.00	$30,476.00		($80.00)	80.88%	69.12%	$0.000	$0.000
112	Buy	06/03/88	Buy#3	$88.565	$0.00	1	($520.00)	(1.47%)	$580.00	50.88%		$0.000	$0.000
	Sell	06/17/88	Short#3	$87.265		($520.00)	$29,956.00		($560.00)	3.51%	(45.61%)	$0.000	$0.000
113	Sell Short	06/17/88	Short#3	$87.265	$0.00	1	$1,060.00	3.04%	$1,060.00	98.15%		$0.000	$0.000
	Buy to Cover	06/24/88	Buy#3	$84.615		$1,060.00	$31,016.00		($20.00)	100.00%	98.15%	$0.000	$0.000
114	Buy	06/24/88	Buy#3	$84.615	$0.00	1	$580.00	1.71%	$790.00	53.38%		$0.000	$0.000
	Sell	07/08/88	Short#3	$86.065		$580.00	$31,596.00		($690.00)	85.81%	39.19%	$0.000	$0.000
115	Sell Short	07/08/88	Short#3	$86.065	$0.00	1	$160.00	0.46%	$770.00	55.80%		$0.000	$0.000
	Buy to Cover	07/22/88	Buy#3	$85.665		$160.00	$31,756.00		($610.00)	55.80%	11.59%	$0.000	$0.000
116	Buy	07/22/88	Buy#3	$85.665	$0.00	1	$610.00	1.78%	$660.00	64.71%		$0.000	$0.000
	Sell	07/29/88	Short#3	$87.190		$610.00	$32,366.00		($360.00)	95.10%	59.80%	$0.000	$0.000
117	Sell Short	07/29/88	Short#3	$87.190	$0.00	1	$182.00	0.52%	$230.00	31.59%		$0.000	$0.000
	Buy to Cover	08/05/88	Buy#3	$86.735		$182.00	$32,548.00		($498.00)	93.41%	25.00%	$0.000	$0.000
118	Buy	08/05/88	Buy#3	$86.735	$0.00	1	$1,400.00	4.04%	$2,110.00	78.73%		$0.000	$0.000
	Sell	09/09/88	Short#3	$90.235		$1,400.00	$33,948.00		($570.00)	73.51%	52.24%	$0.000	$0.000
119	Sell Short	09/09/88	Short#3	$90.235	$0.00	1	$800.00	2.22%	$870.00	79.82%		$0.000	$0.000
	Buy to Cover	09/16/88	Buy#3	$88.235		$800.00	$34,748.00		($220.00)	93.58%	73.39%	$0.000	$0.000
120	Buy	09/16/88	Buy#3	$88.235	$0.00	1	$670.00	1.90%	$950.00	70.90%		$0.000	$0.000
	Sell	10/07/88	Short#3	$89.910		$670.00	$35,418.00		($390.00)	79.10%	50.00%	$0.000	$0.000
121	Sell Short	10/07/88	Short#3	$89.910	$0.00	1	($500.00)	(1.39%)	$40.00	5.88%		$0.000	$0.000
	Buy to Cover	10/14/88	Buy#3	$91.160		($500.00)	$34,918.00		($640.00)	20.59%	(73.53%)	$0.000	$0.000
122	Buy	10/14/88	Buy#3	$91.160	$0.00	1	($70.00)	(0.19%)	$360.00	52.17%		$0.000	$0.000
	Sell	10/28/88	Short#3	$90.985		($70.00)	$34,848.00		($330.00)	37.68%	(10.14%)	$0.000	$0.000
123	Sell Short	10/28/88	Short#3	$90.985	$0.00	1	$490.00	1.35%	$490.00	60.49%		$0.000	$0.000
	Buy to Cover	11/04/88	Buy#3	$89.760		$490.00	$35,338.00		($320.00)	100.00%	60.49%	$0.000	$0.000
124	Buy	11/04/88	Buy#3	$89.760	$0.00	1	($42.00)	(0.12%)	$420.00	26.22%		$0.000	$0.000
	Sell	12/23/88	Short#3	$89.655		($42.00)	$35,296.00		($1,182.00)	71.16%	(2.62%)	$0.000	$0.000
125	Sell Short	12/23/88	Short#3	$89.655	$0.00	1	($100.00)	(0.28%)	$200.00	26.67%		$0.000	$0.000
	Buy to Cover	01/13/89	Buy#3	$89.905		($100.00)	$35,196.00		($550.00)	60.00%	(13.33%)	$0.000	$0.000
126	Buy	01/13/89	Buy#3	$89.905	$0.00	1	$490.00	1.36%	$550.00	50.93%		$0.000	$0.000
	Sell	02/10/89	Short#3	$91.130		$490.00	$35,686.00		($530.00)	94.44%	45.37%	$0.000	$0.000
127	Sell Short	02/10/89	Short#3	$91.130	$0.00	1	$680.00	1.87%	$1,050.00	92.11%		$0.000	$0.000
	Buy to Cover	02/17/89	Buy#3	$89.430		$680.00	$36,366.00		($90.00)	67.54%	59.65%	$0.000	$0.000
128	Buy	02/17/89	Buy#3	$89.430	$0.00	1	$900.00	2.52%	$900.00	100.00%		$0.000	$0.000
	Sell	02/24/89	Short#3	$91.680		$900.00	$37,266.00		$0.00	100.00%	100.00%	$0.000	$0.000
129	Sell Short	02/24/89	Short#3	$91.680	$0.00	1	($80.00)	(0.22%)	$20.00	4.17%		$0.000	$0.000
	Buy to Cover	03/10/89	Buy#3	$91.880		($80.00)	$37,186.00		($460.00)	79.17%	(16.67%)	$0.000	$0.000
130	Buy	03/10/89	Buy#3	$91.880	$0.00	1	($192.00)	(0.52%)	$560.00	62.08%		$0.000	$0.000
	Sell	04/07/89	Short#3	$91.400		($192.00)	$36,994.00		($342.00)	16.63%	(21.29%)	$0.000	$0.000
131	Sell Short	04/07/89	Short#3	$91.400	$0.00	1	$320.00	0.88%	$810.00	92.05%		$0.000	$0.000
	Buy to Cover	04/14/89	Buy#3	$90.600		$320.00	$37,314.00		($70.00)	44.32%	36.36%	$0.000	$0.000
132	Buy	04/14/89	Buy#3	$90.600	$0.00	1	$80.00	0.22%	$140.00	13.21%		$0.000	$0.000
	Sell	05/12/89	Short#3	$90.800		$80.00	$37,394.00		($920.00)	94.34%	7.55%	$0.000	$0.000
133	Sell Short	05/12/89	Short#3	$90.800	$0.00	1	$700.00	1.93%	$900.00	91.84%		$0.000	$0.000
	Buy to Cover	05/26/89	Buy#3	$89.050		$700.00	$38,094.00		($80.00)	79.59%	71.43%	$0.000	$0.000
134	Buy	05/26/89	Buy#3	$89.050	$0.00	1	$100.00	0.28%	$150.00	12.50%		$0.000	$0.000
	Sell	06/16/89	Short#3	$89.300		$100.00	$38,194.00		($1,050.00)	95.83%	8.33%	$0.000	$0.000
135	Sell Short	06/16/89	Short#3	$89.300	$0.00	1	($300.00)	(0.84%)	$160.00	17.20%		$0.000	$0.000
	Buy to Cover	06/30/89	Buy#3	$90.050		($300.00)	$37,894.00		($770.00)	50.54%	(32.26%)	$0.000	$0.000
136	Buy	06/30/89	Buy#3	$90.050	$0.00	1	$860.00	2.39%	$1,100.00	80.29%		$0.000	$0.000
	Sell	07/21/89	Short#3	$92.200		$860.00	$38,754.00		($270.00)	82.48%	62.77%	$0.000	$0.000
137	Sell Short	07/21/89	Short#3	$92.200	$0.00	1	($198.00)	(0.54%)	$20.00	3.85%		$0.000	$0.000
	Buy to Cover	08/04/89	Buy#3	$92.695		($198.00)	$38,556.00		($500.00)	58.08%	(38.08%)	$0.000	$0.000
138	Buy	08/04/89	Buy#3	$92.695	$0.00	1	$360.00	0.97%	$680.00	82.93%		$0.000	$0.000
	Sell	08/18/89	Short#3	$93.595		$360.00	$38,916.00		($140.00)	60.98%	43.90%	$0.000	$0.000
139	Sell Short	08/18/89	Short#3	$93.595	$0.00	1	$280.00	0.75%	$500.00	83.33%		$0.000	$0.000
	Buy to Cover	08/25/89	Buy#3	$92.895		$280.00	$39,196.00		($100.00)	63.33%	46.67%	$0.000	$0.000
140	Buy	08/25/89	Buy#3	$92.895	$0.00	1	($1,750.00)	(4.71%)	$80.00	3.69%		$0.000	$0.000
	Sell	10/13/89	Short#3	$88.520		($1,750.00)	$37,446.00		($2,090.00)	15.67%	(80.65%)	$0.000	$0.000
141	Sell Short	10/13/89	Short#3	$88.520	$0.00	1	($60.00)	(0.17%)	$140.00	14.89%		$0.000	$0.000
	Buy to Cover	11/03/89	Buy#3	$88.670		($60.00)	$37,386.00		($800.00)	78.72%	(6.38%)	$0.000	$0.000
142	Buy	11/03/89	Buy#3	$88.670	$0.00	1	$400.00	1.13%	$420.00	72.41%		$0.000	$0.000
	Sell	11/17/89	Short#3	$89.670		$400.00	$37,786.00		($160.00)	96.55%	68.97%	$0.000	$0.000
143	Sell Short	11/17/89	Short#3	$89.670	$0.00	1	($480.00)	(1.34%)	$210.00	28.00%		$0.000	$0.000
	Buy to Cover	12/01/89	Buy#3	$90.870		($480.00)	$37,306.00		($540.00)	8.00%	(64.00%)	$0.000	$0.000
144	Buy	12/01/89	Buy#3	$90.870	$0.00	1	$1,418.00	3.90%	$1,528.00	71.07%		$0.000	$0.000
	Sell	01/26/90	Short#3	$94.415		$1,418.00	$38,724.00		($622.00)	94.88%	65.95%	$0.000	$0.000
145	Sell Short	01/26/90	Short#3	$94.415	$0.00	1	($90.00)	(0.24%)	$360.00	48.65%		$0.000	$0.000
	Buy to Cover	02/02/90	Buy#3	$94.640		($90.00)	$38,634.00		($380.00)	39.19%	(12.16%)	$0.000	$0.000
146	Buy	02/02/90	Buy#3	$94.640	$0.00	1	$60.00	0.16%	$350.00	47.95%		$0.000	$0.000
	Sell	02/16/90	Short#3	$94.790		$60.00	$38,694.00		($380.00)	60.27%	8.22%	$0.000	$0.000
147	Sell Short	02/16/90	Short#3	$94.790	$0.00	1	$50.00	0.13%	$100.00	22.73%		$0.000	$0.000
	Buy to Cover	02/23/90	Buy#3	$94.665		$50.00	$38,744.00		($340.00)	88.64%	11.36%	$0.000	$0.000
148	Buy	02/23/90	Buy#3	$94.665	$0.00	1	$390.00	1.03%	$550.00	39.01%		$0.000	$0.000
	Sell	03/23/90	Short#3	$95.640		$390.00	$39,134.00		($860.00)	88.65%	27.66%	$0.000	$0.000
149	Sell Short	03/23/90	Short#3	$95.640	$0.00	1	$210.00	0.55%	$550.00	74.32%		$0.000	$0.000
	Buy to Cover	03/30/90	Buy#3	$95.115		$210.00	$39,344.00		($190.00)	54.05%	28.38%	$0.000	$0.000
150	Buy	03/30/90	Buy#3	$95.115	$0.00	1	$448.00	1.18%	$508.00	74.93%		$0.000	$0.000
	Sell	04/20/90	Short#3	$96.235		$448.00	$39,792.00		($170.00)	91.15%	66.08%	$0.000	$0.000
151	Sell Short	04/20/90	Short#3	$96.235	$0.00	1	$160.00	0.42%	$360.00	85.71%		$0.000	$0.000
	Buy to Cover	04/27/90	Buy#3	$95.835		$160.00	$39,952.00		($60.00)	52.38%	38.10%	$0.000	$0.000
152	Buy	04/27/90	Buy#3	$95.835	$0.00	1	$308.00	0.80%	$710.00	58.68%		$0.000	$0.000
	Sell	06/08/90	Short#3	$96.605		$308.00	$40,260.00		($500.00)	66.78%	25.45%	$0.000	$0.000
153	Sell Short	06/08/90	Short#3	$96.605	$0.00	1	($260.00)	(0.67%)	$60.00	12.24%		$0.000	$0.000
	Buy to Cover	06/22/90	Buy#3	$97.255		($260.00)	$40,000.00		($430.00)	34.69%	(53.06%)	$0.000	$0.000
154	Buy	06/22/90	Buy#3	$97.255	$0.00	1	$450.00	1.16%	$460.00	36.22%		$0.000	$0.000
	Sell	07/20/90	Short#3	$98.380		$450.00	$40,450.00		($810.00)	99.21%	35.43%	$0.000	$0.000
155	Sell Short	07/20/90	Short#3	$98.380	$0.00	1	($510.00)	(1.30%)	$20.00	3.77%		$0.000	$0.000
	Buy to Cover	07/27/90	Buy#3	$99.655		($510.00)	$39,940.00		($510.00)	0.00%	(96.23%)	$0.000	$0.000
156	Buy	07/27/90	Buy#3	$99.655	$0.00	1	$498.00	1.25%	$550.00	70.51%		$0.000	$0.000
	Sell	08/03/90	Short#3	$100.900		$498.00	$40,438.00		($230.00)	93.33%	63.85%	$0.000	$0.000
157	Sell Short	08/03/90	Short#3	$100.900	$0.00	1	$620.00	1.54%	$620.00	65.96%		$0.000	$0.000
	Buy to Cover	08/10/90	Buy#3	$99.350		$620.00	$41,058.00		($320.00)	100.00%	65.96%	$0.000	$0.000
158	Buy	08/10/90	Buy#3	$99.350	$0.00	1	$460.00	1.16%	$930.00	64.14%		$0.000	$0.000
	Sell	09/14/90	Short#3	$100.500		$460.00	$41,518.00		($520.00)	67.59%	31.72%	$0.000	$0.000
159	Sell Short	09/14/90	Short#3	$100.500	$0.00	1	($670.00)	(1.67%)	$30.00	3.95%		$0.000	$0.000
	Buy to Cover	09/28/90	Buy#3	$102.175		($670.00)	$40,848.00		($730.00)	7.89%	(88.16%)	$0.000	$0.000
160	Buy	09/28/90	Buy#3	$102.175	$0.00	1	$380.00	0.93%	$410.00	33.88%		$0.000	$0.000
	Sell	11/02/90	Short#3	$103.125		$380.00	$41,228.00		($800.00)	97.52%	31.40%	$0.000	$0.000
161	Sell Short	11/02/90	Short#3	$103.125	$0.00	1	$330.00	0.80%	$490.00	100.00%		$0.000	$0.000
	Buy to Cover	11/09/90	Buy#3	$102.300		$330.00	$41,558.00		$0.00	67.35%	67.35%	$0.000	$0.000
162	Buy	11/09/90	Buy#3	$102.300	$0.00	1	$1,530.00	3.74%	$1,670.00	93.82%		$0.000	$0.000
	Sell	02/01/91	Short#3	$106.125		$1,530.00	$43,088.00		($110.00)	92.13%	85.96%	$0.000	$0.000
163	Sell Short	02/01/91	Short#3	$106.125	$0.00	1	$20.00	0.05%	$120.00	22.64%		$0.000	$0.000
	Buy to Cover	02/15/91	Buy#3	$106.075		$20.00	$43,108.00		($410.00)	81.13%	3.77%	$0.000	$0.000
164	Buy	02/15/91	Buy#3	$106.075	$0.00	1	$1,880.00	4.43%	$1,960.00	94.23%		$0.000	$0.000
	Sell	03/15/91	Short#3	$110.775		$1,880.00	$44,988.00		($120.00)	96.15%	90.38%	$0.000	$0.000
165	Sell Short	03/15/91	Short#3	$110.775	$0.00	1	$300.00	0.68%	$590.00	86.76%		$0.000	$0.000
	Buy to Cover	03/29/91	Buy#3	$110.025		$300.00	$45,288.00		($90.00)	57.35%	44.12%	$0.000	$0.000
166	Buy	03/29/91	Buy#3	$110.025	$0.00	1	($290.00)	(0.66%)	$640.00	53.78%		$0.000	$0.000
	Sell	05/10/91	Short#3	$109.300		($290.00)	$44,998.00		($550.00)	21.85%	(24.37%)	$0.000	$0.000
167	Sell Short	05/10/91	Short#3	$109.300	$0.00	1	$280.00	0.64%	$580.00	86.57%		$0.000	$0.000
	Buy to Cover	05/24/91	Buy#3	$108.600		$280.00	$45,278.00		($90.00)	55.22%	41.79%	$0.000	$0.000
168	Buy	05/24/91	Buy#3	$108.600	$0.00	1	$268.00	0.62%	$290.00	39.73%		$0.000	$0.000
	Sell	05/31/91	Short#3	$109.270		$268.00	$45,546.00		($440.00)	96.99%	36.71%	$0.000	$0.000
169	Sell Short	05/31/91	Short#3	$109.270	$0.00	1	$460.00	1.05%	$530.00	75.71%		$0.000	$0.000
	Buy to Cover	06/14/91	Buy#3	$108.120		$460.00	$46,006.00		($170.00)	90.00%	65.71%	$0.000	$0.000
170	Buy	06/14/91	Buy#3	$108.120	$0.00	1	($130.00)	(0.30%)	$360.00	35.64%		$0.000	$0.000
	Sell	07/12/91	Short#3	$107.795		($130.00)	$45,876.00		($650.00)	51.49%	(12.87%)	$0.000	$0.000
171	Sell Short	07/12/91	Short#3	$107.795	$0.00	1	$250.00	0.58%	$280.00	30.11%		$0.000	$0.000
	Buy to Cover	08/02/91	Buy#3	$107.170		$250.00	$46,126.00		($650.00)	96.77%	26.88%	$0.000	$0.000
172	Buy	08/02/91	Buy#3	$107.170	$0.00	1	($1,260.00)	(2.94%)	$0.00	0.00%		$0.000	$0.000
	Sell	08/23/91	Short#3	$104.020		($1,260.00)	$44,866.00		($2,290.00)	44.98%	(55.02%)	$0.000	$0.000
173	Sell Short	08/23/91	Short#3	$104.020	$0.00	1	$540.00	1.30%	$730.00	52.14%		$0.000	$0.000
	Buy to Cover	09/06/91	Buy#3	$102.670		$540.00	$45,406.00		($670.00)	86.43%	38.57%	$0.000	$0.000
174	Buy	09/06/91	Buy#3	$102.670	$0.00	1	$900.00	2.19%	$1,040.00	80.62%		$0.000	$0.000
	Sell	09/13/91	Short#3	$104.920		$900.00	$46,306.00		($250.00)	89.15%	69.77%	$0.000	$0.000
175	Sell Short	09/13/91	Short#3	$104.920	$0.00	1	($1,010.00)	(2.41%)	$460.00	27.88%		$0.000	$0.000
	Buy to Cover	10/04/91	Buy#3	$107.445		($1,010.00)	$45,296.00		($1,190.00)	10.91%	(61.21%)	$0.000	$0.000
176	Buy	10/04/91	Buy#3	$107.445	$0.00	1	($100.00)	(0.23%)	$210.00	42.00%		$0.000	$0.000
	Sell	10/11/91	Short#3	$107.195		($100.00)	$45,196.00		($290.00)	38.00%	(20.00%)	$0.000	$0.000
177	Sell Short	10/11/91	Short#3	$107.195	$0.00	1	($180.00)	(0.42%)	$50.00	11.36%		$0.000	$0.000
	Buy to Cover	10/18/91	Buy#3	$107.645		($180.00)	$45,016.00		($390.00)	47.73%	(40.91%)	$0.000	$0.000
178	Buy	10/18/91	Buy#3	$107.645	$0.00	1	($440.00)	(1.02%)	$170.00	8.42%		$0.000	$0.000
	Sell	11/22/91	Short#3	$106.545		($440.00)	$44,576.00		($1,850.00)	69.80%	(21.78%)	$0.000	$0.000
179	Sell Short	11/22/91	Short#3	$106.545	$0.00	1	$560.00	1.31%	$700.00	94.59%		$0.000	$0.000
	Buy to Cover	11/29/91	Buy#3	$105.145		$560.00	$45,136.00		($40.00)	81.08%	75.68%	$0.000	$0.000
180	Buy	11/29/91	Buy#3	$105.145	$0.00	1	($1,082.00)	(2.57%)	$20.00	1.50%		$0.000	$0.000
	Sell	12/20/91	Short#3	$102.440		($1,082.00)	$44,054.00		($1,312.00)	17.27%	(81.23%)	$0.000	$0.000
181	Sell Short	12/20/91	Short#3	$102.440	$0.00	1	$1,360.00	3.32%	$1,520.00	100.00%		$0.000	$0.000
	Buy to Cover	12/27/91	Buy#3	$99.040		$1,360.00	$45,414.00		$0.00	89.47%	89.47%	$0.000	$0.000
182	Buy	12/27/91	Buy#3	$99.040	$0.00	1	$620.00	1.57%	$680.00	89.47%		$0.000	$0.000
	Sell	01/03/92	Short#3	$100.590		$620.00	$46,034.00		($80.00)	92.11%	81.58%	$0.000	$0.000
183	Sell Short	01/03/92	Short#3	$100.590	$0.00	1	($1,570.00)	(3.90%)	$0.00	0.00%		$0.000	$0.000
	Buy to Cover	01/31/92	Buy#3	$104.515		($1,570.00)	$44,464.00		($1,860.00)	15.59%	(84.41%)	$0.000	$0.000
184	Buy	01/31/92	Buy#3	$104.515	$0.00	1	$440.00	1.05%	$1,330.00	97.08%		$0.000	$0.000
	Sell	02/21/92	Short#3	$105.615		$440.00	$44,904.00		($40.00)	35.04%	32.12%	$0.000	$0.000
185	Sell Short	02/21/92	Short#3	$105.615	$0.00	1	$0.00	0.00%	$240.00	34.29%		$0.000	$0.000
	Buy to Cover	02/28/92	Buy#3	$105.615		$0.00	$44,904.00		($460.00)	65.71%	0.00%	$0.000	$0.000
186	Buy	02/28/92	Buy#3	$105.615	$0.00	1	$980.00	2.32%	$1,000.00	73.53%		$0.000	$0.000
	Sell	03/13/92	Short#3	$108.065		$980.00	$45,884.00		($360.00)	98.53%	72.06%	$0.000	$0.000
187	Sell Short	03/13/92	Short#3	$108.065	$0.00	1	$460.00	1.06%	$640.00	83.12%		$0.000	$0.000
	Buy to Cover	03/20/92	Buy#3	$106.915		$460.00	$46,344.00		($130.00)	76.62%	59.74%	$0.000	$0.000
188	Buy	03/20/92	Buy#3	$106.915	$0.00	1	($410.00)	(0.96%)	$300.00	34.09%		$0.000	$0.000
	Sell	04/17/92	Short#3	$105.890		($410.00)	$45,934.00		($580.00)	19.32%	(46.59%)	$0.000	$0.000
189	Sell Short	04/17/92	Short#3	$105.890	$0.00	1	$160.00	0.38%	$300.00	66.67%		$0.000	$0.000
	Buy to Cover	04/24/92	Buy#3	$105.490		$160.00	$46,094.00		($150.00)	68.89%	35.56%	$0.000	$0.000
190	Buy	04/24/92	Buy#3	$105.490	$0.00	1	$160.00	0.38%	$680.00	77.27%		$0.000	$0.000
	Sell	05/08/92	Short#3	$105.890		$160.00	$46,254.00		($200.00)	40.91%	18.18%	$0.000	$0.000
191	Sell Short	05/08/92	Short#3	$105.890	$0.00	1	$180.00	0.42%	$180.00	23.08%		$0.000	$0.000
	Buy to Cover	05/22/92	Buy#3	$105.440		$180.00	$46,434.00		($600.00)	100.00%	23.08%	$0.000	$0.000
192	Buy	05/22/92	Buy#3	$105.440	$0.00	1	$198.00	0.47%	$378.00	42.47%		$0.000	$0.000
	Sell	06/12/92	Short#3	$105.935		$198.00	$46,632.00		($512.00)	79.78%	22.25%	$0.000	$0.000
193	Sell Short	06/12/92	Short#3	$105.935	$0.00	1	($200.00)	(0.47%)	$210.00	42.00%		$0.000	$0.000
	Buy to Cover	06/26/92	Buy#3	$106.435		($200.00)	$46,432.00		($290.00)	18.00%	(40.00%)	$0.000	$0.000
194	Buy	06/26/92	Buy#3	$106.435	$0.00	1	$1,470.00	3.45%	$1,530.00	79.27%		$0.000	$0.000
	Sell	08/14/92	Short#3	$110.110		$1,470.00	$47,902.00		($400.00)	96.89%	76.17%	$0.000	$0.000
195	Sell Short	08/14/92	Short#3	$110.110	$0.00	1	$220.00	0.50%	$390.00	82.98%		$0.000	$0.000
	Buy to Cover	08/21/92	Buy#3	$109.560		$220.00	$48,122.00		($80.00)	63.83%	46.81%	$0.000	$0.000
196	Buy	08/21/92	Buy#3	$109.560	$0.00	1	$558.00	1.27%	$978.00	74.20%		$0.000	$0.000
	Sell	11/13/92	Short#3	$110.955		$558.00	$48,680.00		($340.00)	68.13%	42.34%	$0.000	$0.000
197	Sell Short	11/13/92	Short#3	$110.955	$0.00	1	($650.00)	(1.46%)	$90.00	12.16%		$0.000	$0.000
	Buy to Cover	11/27/92	Buy#3	$112.580		($650.00)	$48,030.00		($650.00)	0.00%	(87.84%)	$0.000	$0.000
198	Buy	11/27/92	Buy#3	$112.580	$0.00	1	$398.00	0.88%	$698.00	90.89%		$0.000	$0.000
	Sell	12/11/92	Short#3	$113.575		$398.00	$48,428.00		($70.00)	60.94%	51.82%	$0.000	$0.000
199	Sell Short	12/11/92	Short#3	$113.575	$0.00	1	($2,120.00)	(4.67%)	$0.00	0.00%		$0.000	$0.000
	Buy to Cover	01/29/93	Buy#3	$118.875		($2,120.00)	$46,308.00		($2,980.00)	28.86%	(71.14%)	$0.000	$0.000
200	Buy	01/29/93	Buy#3	$118.875	$0.00	1	$750.00	1.58%	$750.00	48.08%		$0.000	$0.000
	Sell	02/19/93	Short#3	$120.750		$750.00	$47,058.00		($810.00)	100.00%	48.08%	$0.000	$0.000

201	Sell Short	02/19/93	Short#3	$120.750	$0.00	1	$340.00	0.70%	$680.00	91.89%		$0.000	$0.000
	Buy to Cover	02/26/93	Buy#3	$119.900		$340.00	$47,398.00		($60.00)	54.05%	45.95%	$0.000	$0.000
202	Buy	02/26/93	Buy#3	$119.900	$0.00	1	$1,150.00	2.40%	$2,020.00	94.39%		$0.000	$0.000
	Sell	04/02/93	Short#3	$122.775		$1,150.00	$48,548.00		($120.00)	59.35%	53.74%	$0.000	$0.000
203	Sell Short	04/02/93	Short#3	$122.775	$0.00	1	$300.00	0.61%	$410.00	53.25%		$0.000	$0.000
	Buy to Cover	04/09/93	Buy#3	$122.025		$300.00	$48,848.00		($360.00)	85.71%	38.96%	$0.000	$0.000
204	Buy	04/09/93	Buy#3	$122.025	$0.00	1	$520.00	1.07%	$550.00	61.11%		$0.000	$0.000
	Sell	05/07/93	Short#3	$123.325		$520.00	$49,368.00		($350.00)	96.67%	57.78%	$0.000	$0.000
205	Sell Short	05/07/93	Short#3	$123.325	$0.00	1	$140.00	0.28%	$320.00	68.09%		$0.000	$0.000
	Buy to Cover	05/14/93	Buy#3	$122.975		$140.00	$49,508.00		($150.00)	61.70%	29.79%	$0.000	$0.000
206	Buy	05/14/93	Buy#3	$122.975	$0.00	1	$518.00	1.05%	$528.00	45.13%		$0.000	$0.000
	Sell	06/18/93	Short#3	$124.270		$518.00	$50,026.00		($642.00)	99.15%	44.27%	$0.000	$0.000
207	Sell Short	06/18/93	Short#3	$124.270	$0.00	1	$500.00	1.01%	$670.00	97.10%		$0.000	$0.000
	Buy to Cover	06/25/93	Buy#3	$123.020		$500.00	$50,526.00		($20.00)	75.36%	72.46%	$0.000	$0.000
208	Buy	06/25/93	Buy#3	$123.020	$0.00	1	($40.00)	(0.08%)	$340.00	37.78%		$0.000	$0.000
	Sell	07/16/93	Short#3	$122.920		($40.00)	$50,486.00		($560.00)	57.78%	(4.44%)	$0.000	$0.000
209	Sell Short	07/16/93	Short#3	$122.920	$0.00	1	$900.00	1.83%	$990.00	100.00%		$0.000	$0.000
	Buy to Cover	07/23/93	Buy#3	$120.670		$900.00	$51,386.00		$0.00	90.91%	90.91%	$0.000	$0.000
210	Buy	07/23/93	Buy#3	$120.670	$0.00	1	$1,320.00	2.73%	$1,350.00	97.83%		$0.000	$0.000
	Sell	08/06/93	Short#3	$123.970		$1,320.00	$52,706.00		($30.00)	97.83%	95.65%	$0.000	$0.000
211	Sell Short	08/06/93	Short#3	$123.970	$0.00	1	$340.00	0.69%	$410.00	41.00%		$0.000	$0.000
	Buy to Cover	08/20/93	Buy#3	$123.120		$340.00	$53,046.00		($590.00)	93.00%	34.00%	$0.000	$0.000
212	Buy	08/20/93	Buy#3	$123.120	$0.00	1	$850.00	1.73%	$850.00	69.11%		$0.000	$0.000
	Sell	09/10/93	Short#3	$125.245		$850.00	$53,896.00		($380.00)	100.00%	69.11%	$0.000	$0.000
213	Sell Short	09/10/93	Short#3	$125.245	$0.00	1	$890.00	1.78%	$930.00	93.94%		$0.000	$0.000
	Buy to Cover	09/24/93	Buy#3	$123.020		$890.00	$54,786.00		($60.00)	95.96%	89.90%	$0.000	$0.000
214	Buy	09/24/93	Buy#3	$123.020	$0.00	1	($42.00)	(0.09%)	$68.00	5.76%		$0.000	$0.000
	Sell	10/22/93	Short#3	$122.915		($42.00)	$54,744.00		($1,112.00)	90.68%	(3.56%)	$0.000	$0.000
215	Sell Short	10/22/93	Short#3	$122.915	$0.00	1	$350.00	0.71%	$530.00	72.60%		$0.000	$0.000
	Buy to Cover	11/05/93	Buy#3	$122.040		$350.00	$55,094.00		($200.00)	75.34%	47.95%	$0.000	$0.000
216	Buy	11/05/93	Buy#3	$122.040	$0.00	1	$180.00	0.37%	$180.00	22.50%		$0.000	$0.000
	Sell	11/19/93	Short#3	$122.490		$180.00	$55,274.00		($620.00)	100.00%	22.50%	$0.000	$0.000
217	Sell Short	11/19/93	Short#3	$122.490	$0.00	1	$532.00	1.09%	$1,132.00	95.77%		$0.000	$0.000
	Buy to Cover	01/07/94	Buy#3	$121.160		$532.00	$55,806.00		($50.00)	49.24%	45.01%	$0.000	$0.000
218	Buy	01/07/94	Buy#3	$121.160	$0.00	1	($420.00)	(0.87%)	$470.00	30.92%		$0.000	$0.000
	Sell	02/18/94	Short#3	$120.110		($420.00)	$55,386.00		($1,050.00)	41.45%	(27.63%)	$0.000	$0.000
219	Sell Short	02/18/94	Short#3	$120.110	$0.00	1	($620.00)	(1.29%)	$60.00	8.22%		$0.000	$0.000
	Buy to Cover	03/11/94	Buy#3	$121.660		($620.00)	$54,766.00		($670.00)	6.85%	(84.93%)	$0.000	$0.000
220	Buy	03/11/94	Buy#3	$121.660	$0.00	1	($60.00)	(0.12%)	$90.00	21.43%		$0.000	$0.000
	Sell	03/18/94	Short#3	$121.510		($60.00)	$54,706.00		($330.00)	64.29%	(14.29%)	$0.000	$0.000
221	Sell Short	03/18/94	Short#3	$121.510	$0.00	1	$300.00	0.62%	$340.00	94.44%		$0.000	$0.000
	Buy to Cover	03/25/94	Buy#3	$120.760		$300.00	$55,006.00		($20.00)	88.89%	83.33%	$0.000	$0.000
222	Buy	03/25/94	Buy#3	$120.760	$0.00	1	$220.00	0.46%	$300.00	66.67%		$0.000	$0.000
	Sell	04/08/94	Short#3	$121.310		$220.00	$55,226.00		($150.00)	82.22%	48.89%	$0.000	$0.000
223	Sell Short	04/08/94	Short#3	$121.310	$0.00	1	$520.00	1.07%	$660.00	75.00%		$0.000	$0.000
	Buy to Cover	04/22/94	Buy#3	$120.010		$520.00	$55,746.00		($220.00)	84.09%	59.09%	$0.000	$0.000
224	Buy	04/22/94	Buy#3	$120.010	$0.00	1	($3,152.00)	(6.57%)	$10.00	0.23%		$0.000	$0.000
	Sell	07/08/94	Short#3	$112.130		($3,152.00)	$52,594.00		($4,372.00)	27.84%	(71.93%)	$0.000	$0.000
225	Sell Short	07/08/94	Short#3	$112.130	$0.00	1	($640.00)	(1.43%)	$610.00	47.66%		$0.000	$0.000
	Buy to Cover	07/15/94	Buy#3	$113.730		($640.00)	$51,954.00		($670.00)	2.34%	(50.00%)	$0.000	$0.000
226	Buy	07/15/94	Buy#3	$113.730	$0.00	1	$1,470.00	3.23%	$1,470.00	87.50%		$0.000	$0.000
	Sell	07/22/94	Short#3	$117.405		$1,470.00	$53,424.00		($210.00)	100.00%	87.50%	$0.000	$0.000
227	Sell Short	07/22/94	Short#3	$117.405	$0.00	1	$470.00	1.00%	$930.00	77.50%		$0.000	$0.000
	Buy to Cover	08/05/94	Buy#3	$116.230		$470.00	$53,894.00		($270.00)	61.67%	39.17%	$0.000	$0.000
228	Buy	08/05/94	Buy#3	$116.230	$0.00	1	$560.00	1.20%	$900.00	93.75%		$0.000	$0.000
	Sell	08/19/94	Short#3	$117.630		$560.00	$54,454.00		($60.00)	64.58%	58.33%	$0.000	$0.000
229	Sell Short	08/19/94	Short#3	$117.630	$0.00	1	$1,280.00	2.72%	$1,480.00	94.27%		$0.000	$0.000
	Buy to Cover	09/02/94	Buy#3	$114.430		$1,280.00	$55,734.00		($90.00)	87.26%	81.53%	$0.000	$0.000
230	Buy	09/02/94	Buy#3	$114.430	$0.00	1	$400.00	0.87%	$860.00	78.18%		$0.000	$0.000
	Sell	09/16/94	Short#3	$115.430		$400.00	$56,134.00		($240.00)	58.18%	36.36%	$0.000	$0.000
231	Sell Short	09/16/94	Short#3	$115.430	$0.00	1	$340.00	0.74%	$970.00	87.39%		$0.000	$0.000
	Buy to Cover	09/30/94	Buy#3	$114.580		$340.00	$56,474.00		($140.00)	43.24%	30.63%	$0.000	$0.000
232	Buy	09/30/94	Buy#3	$114.580	$0.00	1	$350.00	0.76%	$350.00	30.43%		$0.000	$0.000
	Sell	10/28/94	Short#3	$115.455		$350.00	$56,824.00		($800.00)	100.00%	30.43%	$0.000	$0.000
233	Sell Short	10/28/94	Short#3	$115.455	$0.00	1	($10.00)	(0.02%)	$400.00	78.43%		$0.000	$0.000
	Buy to Cover	11/11/94	Buy#3	$115.480		($10.00)	$56,814.00		($110.00)	19.61%	(1.96%)	$0.000	$0.000
234	Buy	11/11/94	Buy#3	$115.480	$0.00	1	($30.00)	(0.06%)	$230.00	35.38%		$0.000	$0.000
	Sell	11/25/94	Short#3	$115.405		($30.00)	$56,784.00		($420.00)	60.00%	(4.62%)	$0.000	$0.000
235	Sell Short	11/25/94	Short#3	$115.405	$0.00	1	$1,052.00	2.28%	$1,060.00	97.25%		$0.000	$0.000
	Buy to Cover	12/02/94	Buy#3	$112.775		$1,052.00	$57,836.00		($30.00)	99.27%	96.51%	$0.000	$0.000
236	Buy	12/02/94	Buy#3	$112.775	$0.00	1	$770.00	1.71%	$870.00	64.44%		$0.000	$0.000
	Sell	12/16/94	Short#3	$114.700		$770.00	$58,606.00		($480.00)	92.59%	57.04%	$0.000	$0.000
237	Sell Short	12/16/94	Short#3	$114.700	$0.00	1	($440.00)	(0.96%)	$70.00	12.73%		$0.000	$0.000
	Buy to Cover	12/30/94	Buy#3	$115.800		($440.00)	$58,166.00		($480.00)	7.27%	(80.00%)	$0.000	$0.000
238	Buy	12/30/94	Buy#3	$115.800	$0.00	1	$1,460.00	3.15%	$1,800.00	100.00%		$0.000	$0.000
	Sell	02/03/95	Short#3	$119.450		$1,460.00	$59,626.00		$0.00	81.11%	81.11%	$0.000	$0.000
239	Sell Short	02/03/95	Short#3	$119.450	$0.00	1	$340.00	0.71%	$640.00	83.12%		$0.000	$0.000
	Buy to Cover	02/10/95	Buy#3	$118.600		$340.00	$59,966.00		($130.00)	61.04%	44.16%	$0.000	$0.000
240	Buy	02/10/95	Buy#3	$118.600	$0.00	1	$520.00	1.10%	$550.00	76.39%		$0.000	$0.000
	Sell	02/17/95	Short#3	$119.900		$520.00	$60,486.00		($170.00)	95.83%	72.22%	$0.000	$0.000
241	Sell Short	02/17/95	Short#3	$119.900	$0.00	1	$2,120.00	4.42%	$2,160.00	96.43%		$0.000	$0.000
	Buy to Cover	03/24/95	Buy#3	$114.600		$2,120.00	$62,606.00		($80.00)	98.21%	94.64%	$0.000	$0.000
242	Buy	03/24/95	Buy#3	$114.600	$0.00	1	($72.00)	(0.16%)	$560.00	26.64%		$0.000	$0.000
	Sell	04/14/95	Short#3	$114.420		($72.00)	$62,534.00		($1,542.00)	69.93%	(3.43%)	$0.000	$0.000
243	Sell Short	04/14/95	Short#3	$114.420	$0.00	1	$970.00	2.12%	$1,150.00	97.46%		$0.000	$0.000
	Buy to Cover	04/21/95	Buy#3	$111.995		$970.00	$63,504.00		($30.00)	84.75%	82.20%	$0.000	$0.000
244	Buy	04/21/95	Buy#3	$111.995	$0.00	1	$620.00	1.38%	$1,000.00	80.65%		$0.000	$0.000
	Sell	05/05/95	Short#3	$113.545		$620.00	$64,124.00		($240.00)	69.35%	50.00%	$0.000	$0.000
245	Sell Short	05/05/95	Short#3	$113.545	$0.00	1	$1,540.00	3.39%	$1,820.00	96.81%		$0.000	$0.000
	Buy to Cover	05/19/95	Buy#3	$109.695		$1,540.00	$65,664.00		($60.00)	85.11%	81.91%	$0.000	$0.000
246	Buy	05/19/95	Buy#3	$109.695	$0.00	1	$720.00	1.64%	$740.00	89.16%		$0.000	$0.000
	Sell	05/26/95	Short#3	$111.495		$720.00	$66,384.00		($90.00)	97.59%	86.75%	$0.000	$0.000
247	Sell Short	05/26/95	Short#3	$111.495	$0.00	1	($1,430.00)	(3.21%)	$100.00	6.49%		$0.000	$0.000
	Buy to Cover	06/16/95	Buy#3	$115.070		($1,430.00)	$64,954.00		($1,440.00)	0.65%	(92.86%)	$0.000	$0.000
248	Buy	06/16/95	Buy#3	$115.070	$0.00	1	$260.00	0.56%	$450.00	27.27%		$0.000	$0.000
	Sell	07/14/95	Short#3	$115.720		$260.00	$65,214.00		($1,200.00)	88.48%	15.76%	$0.000	$0.000
249	Sell Short	07/14/95	Short#3	$115.720	$0.00	1	$820.00	1.77%	$950.00	78.51%		$0.000	$0.000
	Buy to Cover	07/21/95	Buy#3	$113.670		$820.00	$66,034.00		($260.00)	89.26%	67.77%	$0.000	$0.000
250	Buy	07/21/95	Buy#3	$113.670	$0.00	1	$938.00	2.06%	$988.00	84.59%		$0.000	$0.000
	Sell	08/04/95	Short#3	$116.015		$938.00	$66,972.00		($180.00)	95.72%	80.31%	$0.000	$0.000
251	Sell Short	08/04/95	Short#3	$116.015	$0.00	1	($150.00)	(0.32%)	$150.00	36.59%		$0.000	$0.000
	Buy to Cover	08/11/95	Buy#3	$116.390		($150.00)	$66,822.00		($260.00)	26.83%	(36.59%)	$0.000	$0.000
252	Buy	08/11/95	Buy#3	$116.390	$0.00	1	($530.00)	(1.14%)	$50.00	2.44%		$0.000	$0.000
	Sell	09/08/95	Short#3	$115.065		($530.00)	$66,292.00		($2,000.00)	71.71%	(25.85%)	$0.000	$0.000
253	Sell Short	09/08/95	Short#3	$115.065	$0.00	1	($200.00)	(0.43%)	$250.00	37.31%		$0.000	$0.000
	Buy to Cover	09/22/95	Buy#3	$115.565		($200.00)	$66,092.00		($420.00)	32.84%	(29.85%)	$0.000	$0.000
254	Buy	09/22/95	Buy#3	$115.565	$0.00	1	($72.00)	(0.16%)	$380.00	56.72%		$0.000	$0.000
	Sell	10/06/95	Short#3	$115.385		($72.00)	$66,020.00		($290.00)	32.54%	(10.75%)	$0.000	$0.000
255	Sell Short	10/06/95	Short#3	$115.385	$0.00	1	($100.00)	(0.22%)	$360.00	72.00%		$0.000	$0.000
	Buy to Cover	10/13/95	Buy#3	$115.635		($100.00)	$65,920.00		($140.00)	8.00%	(20.00%)	$0.000	$0.000
256	Buy	10/13/95	Buy#3	$115.635	$0.00	1	$290.00	0.63%	$580.00	77.33%		$0.000	$0.000
	Sell	10/27/95	Short#3	$116.360		$290.00	$66,210.00		($170.00)	61.33%	38.67%	$0.000	$0.000
257	Sell Short	10/27/95	Short#3	$116.360	$0.00	1	($340.00)	(0.73%)	$170.00	32.69%		$0.000	$0.000
	Buy to Cover	11/03/95	Buy#3	$117.210		($340.00)	$65,870.00		($350.00)	1.92%	(65.38%)	$0.000	$0.000
258	Buy	11/03/95	Buy#3	$117.210	$0.00	1	$240.00	0.51%	$370.00	51.39%		$0.000	$0.000
	Sell	11/24/95	Short#3	$117.810		$240.00	$66,110.00		($350.00)	81.94%	33.33%	$0.000	$0.000
259	Sell Short	11/24/95	Short#3	$117.810	$0.00	1	$590.00	1.25%	$690.00	97.18%		$0.000	$0.000
	Buy to Cover	12/01/95	Buy#3	$116.335		$590.00	$66,700.00		($20.00)	85.92%	83.10%	$0.000	$0.000
260	Buy	12/01/95	Buy#3	$116.335	$0.00	1	($950.00)	(2.04%)	$508.00	20.97%		$0.000	$0.000
	Sell	02/16/96	Short#3	$113.960		($950.00)	$65,750.00		($1,914.00)	39.80%	(39.22%)	$0.000	$0.000
261	Sell Short	02/16/96	Short#3	$113.960	$0.00	1	$714.00	1.57%	$786.00	92.25%		$0.000	$0.000
	Buy to Cover	02/23/96	Buy#3	$112.175		$714.00	$66,464.00		($66.00)	91.55%	83.80%	$0.000	$0.000
262	Buy	02/23/96	Buy#3	$112.175	$0.00	1	$660.00	1.47%	$660.00	94.29%		$0.000	$0.000
	Sell	03/01/96	Short#3	$113.825		$660.00	$67,124.00		($40.00)	100.00%	94.29%	$0.000	$0.000
263	Sell Short	03/01/96	Short#3	$113.825	$0.00	1	$900.00	1.98%	$940.00	74.13%		$0.000	$0.000
	Buy to Cover	03/08/96	Buy#3	$111.575		$900.00	$68,024.00		($328.00)	96.85%	70.98%	$0.000	$0.000
264	Buy	03/08/96	Buy#3	$111.575	$0.00	1	$960.00	2.15%	$1,040.00	64.20%		$0.000	$0.000
	Sell	03/22/96	Short#3	$113.975		$960.00	$68,984.00		($580.00)	95.06%	59.26%	$0.000	$0.000
265	Sell Short	03/22/96	Short#3	$113.975	$0.00	1	$320.00	0.70%	$340.00	85.00%		$0.000	$0.000
	Buy to Cover	03/29/96	Buy#3	$113.175		$320.00	$69,304.00		($60.00)	95.00%	80.00%	$0.000	$0.000
266	Buy	03/29/96	Buy#3	$113.175	$0.00	1	($928.00)	(2.05%)	$320.00	17.39%		$0.000	$0.000
	Sell	04/19/96	Short#3	$110.855		($928.00)	$68,376.00		($1,520.00)	32.17%	(50.43%)	$0.000	$0.000
267	Sell Short	04/19/96	Short#3	$110.855	$0.00	1	$680.00	1.53%	$760.00	85.59%		$0.000	$0.000
	Buy to Cover	04/26/96	Buy#3	$109.155		$680.00	$69,056.00		($128.00)	90.99%	76.58%	$0.000	$0.000
268	Buy	04/26/96	Buy#3	$109.155	$0.00	1	$440.00	1.01%	$580.00	20.86%		$0.000	$0.000
	Sell	05/10/96	Short#3	$110.255		$440.00	$69,496.00		($2,200.00)	94.96%	15.83%	$0.000	$0.000
269	Sell Short	05/10/96	Short#3	$110.255	$0.00	1	$660.00	1.50%	$660.00	54.10%		$0.000	$0.000
	Buy to Cover	05/17/96	Buy#3	$108.605		$660.00	$70,156.00		($560.00)	100.00%	54.10%	$0.000	$0.000
270	Buy	05/17/96	Buy#3	$108.605	$0.00	1	$2,328.00	5.36%	$2,780.00	89.10%		$0.000	$0.000
	Sell	07/26/96	Short#3	$114.425		$2,328.00	$72,484.00		($340.00)	85.51%	74.62%	$0.000	$0.000
271	Sell Short	07/26/96	Short#3	$114.425	$0.00	1	$1,056.00	2.31%	$1,056.00	92.96%		$0.000	$0.000
	Buy to Cover	08/02/96	Buy#3	$111.785		$1,056.00	$73,540.00		($80.00)	100.00%	92.96%	$0.000	$0.000
272	Buy	08/02/96	Buy#3	$111.785	$0.00	1	$740.00	1.65%	$1,060.00	84.13%		$0.000	$0.000
	Sell	08/16/96	Short#3	$113.635		$740.00	$74,280.00		($200.00)	74.60%	58.73%	$0.000	$0.000
273	Sell Short	08/16/96	Short#3	$113.635	$0.00	1	($880.00)	(1.94%)	$260.00	22.03%		$0.000	$0.000
	Buy to Cover	09/06/96	Buy#3	$115.835		($880.00)	$73,400.00		($920.00)	3.39%	(74.58%)	$0.000	$0.000
274	Buy	09/06/96	Buy#3	$115.835	$0.00	1	($40.00)	(0.09%)	$60.00	13.64%		$0.000	$0.000
	Sell	09/13/96	Short#3	$115.735		($40.00)	$73,360.00		($380.00)	77.27%	(9.09%)	$0.000	$0.000
275	Sell Short	09/13/96	Short#3	$115.735	$0.00	1	($500.00)	(1.08%)	$80.00	13.79%		$0.000	$0.000
	Buy to Cover	09/20/96	Buy#3	$116.985		($500.00)	$72,860.00		($500.00)	0.00%	(86.21%)	$0.000	$0.000
276	Buy	09/20/96	Buy#3	$116.985	$0.00	1	($932.00)	(1.99%)	$118.00	7.42%		$0.000	$0.000
	Sell	11/01/96	Short#3	$114.655		($932.00)	$71,928.00		($1,472.00)	33.96%	(58.62%)	$0.000	$0.000
277	Sell Short	11/01/96	Short#3	$114.655	$0.00	1	($1,220.00)	(2.66%)	$0.00	0.00%		$0.000	$0.000
	Buy to Cover	11/22/96	Buy#3	$117.705		($1,220.00)	$70,708.00		($1,250.00)	2.40%	(97.60%)	$0.000	$0.000
278	Buy	11/22/96	Buy#3	$117.705	$0.00	1	($760.00)	(1.61%)	$0.00	0.00%		$0.000	$0.000
	Sell	12/20/96	Short#3	$115.805		($760.00)	$69,948.00		($1,340.00)	43.28%	(56.72%)	$0.000	$0.000
279	Sell Short	12/20/96	Short#3	$115.805	$0.00	1	($660.00)	(1.42%)	$220.00	25.00%		$0.000	$0.000
	Buy to Cover	01/03/97	Buy#3	$117.455		($660.00)	$69,288.00		($660.00)	0.00%	(75.00%)	$0.000	$0.000
280	Buy	01/03/97	Buy#3	$117.455	$0.00	1	$60.00	0.13%	$380.00	42.70%		$0.000	$0.000
	Sell	01/24/97	Short#3	$117.605		$60.00	$69,348.00		($510.00)	64.04%	6.74%	$0.000	$0.000
281	Sell Short	01/24/97	Short#3	$117.605	$0.00	1	$220.00	0.47%	$340.00	52.31%		$0.000	$0.000
	Buy to Cover	01/31/97	Buy#3	$117.055		$220.00	$69,568.00		($310.00)	81.54%	33.85%	$0.000	$0.000
282	Buy	01/31/97	Buy#3	$117.055	$0.00	1	$920.00	1.96%	$940.00	55.29%		$0.000	$0.000
	Sell	02/28/97	Short#3	$119.355		$920.00	$70,488.00		($760.00)	98.82%	54.12%	$0.000	$0.000
283	Sell Short	02/28/97	Short#3	$119.355	$0.00	1	$390.00	0.82%	$480.00	51.06%		$0.000	$0.000
	Buy to Cover	03/14/97	Buy#3	$118.380		$390.00	$70,878.00		($460.00)	90.43%	41.49%	$0.000	$0.000
284	Buy	03/14/97	Buy#3	$118.380	$0.00	1	($290.00)	(0.61%)	$570.00	61.96%		$0.000	$0.000
	Sell	04/04/97	Short#3	$117.655		($290.00)	$70,588.00		($350.00)	6.52%	(31.52%)	$0.000	$0.000
285	Sell Short	04/04/97	Short#3	$117.655	$0.00	1	$120.00	0.25%	$220.00	37.93%		$0.000	$0.000
	Buy to Cover	04/11/97	Buy#3	$117.355		$120.00	$70,708.00		($360.00)	82.76%	20.69%	$0.000	$0.000
286	Buy	04/11/97	Buy#3	$117.355	$0.00	1	$370.00	0.79%	$400.00	52.63%		$0.000	$0.000
	Sell	04/18/97	Short#3	$118.280		$370.00	$71,078.00		($360.00)	96.05%	48.68%	$0.000	$0.000
287	Sell Short	04/18/97	Short#3	$118.280	$0.00	1	$370.00	0.78%	$470.00	58.75%		$0.000	$0.000
	Buy to Cover	05/02/97	Buy#3	$117.355		$370.00	$71,448.00		($330.00)	87.50%	46.25%	$0.000	$0.000
288	Buy	05/02/97	Buy#3	$117.355	$0.00	1	$660.00	1.41%	$1,010.00	89.38%		$0.000	$0.000
	Sell	05/23/97	Short#3	$119.005		$660.00	$72,108.00		($120.00)	69.03%	58.41%	$0.000	$0.000
289	Sell Short	05/23/97	Short#3	$119.005	$0.00	1	$130.00	0.27%	$290.00	70.73%		$0.000	$0.000
	Buy to Cover	05/30/97	Buy#3	$118.680		$130.00	$72,238.00		($120.00)	60.98%	31.71%	$0.000	$0.000
290	Buy	05/30/97	Buy#3	$118.680	$0.00	1	($760.00)	(1.60%)	$200.00	18.18%		$0.000	$0.000
	Sell	06/27/97	Short#3	$116.780		($760.00)	$71,478.00		($900.00)	12.73%	(69.09%)	$0.000	$0.000
291	Sell Short	06/27/97	Short#3	$116.780	$0.00	1	($210.00)	(0.45%)	$100.00	13.16%		$0.000	$0.000
	Buy to Cover	07/11/97	Buy#3	$117.305		($210.00)	$71,268.00		($660.00)	59.21%	(27.63%)	$0.000	$0.000
292	Buy	07/11/97	Buy#3	$117.305	$0.00	1	$1,030.00	2.20%	$1,210.00	73.78%		$0.000	$0.000
	Sell	07/25/97	Short#3	$119.880		$1,030.00	$72,298.00		($430.00)	89.02%	62.80%	$0.000	$0.000
293	Sell Short	07/25/97	Short#3	$119.880	$0.00	1	($90.00)	(0.19%)	$360.00	39.13%		$0.000	$0.000
	Buy to Cover	08/08/97	Buy#3	$120.105		($90.00)	$72,208.00		($560.00)	51.09%	(9.78%)	$0.000	$0.000
294	Buy	08/08/97	Buy#3	$120.105	$0.00	1	($360.00)	(0.75%)	$80.00	5.52%		$0.000	$0.000
	Sell	09/19/97	Short#3	$119.205		($360.00)	$71,848.00		($1,370.00)	69.66%	(24.83%)	$0.000	$0.000
295	Sell Short	09/19/97	Short#3	$119.205	$0.00	1	$1,008.00	2.11%	$1,188.00	95.19%		$0.000	$0.000
	Buy to Cover	10/10/97	Buy#3	$116.685		$1,008.00	$72,856.00		($60.00)	85.58%	80.77%	$0.000	$0.000
296	Buy	10/10/97	Buy#3	$116.685	$0.00	1	$460.00	0.99%	$580.00	58.00%		$0.000	$0.000
	Sell	10/31/97	Short#3	$117.835		$460.00	$73,316.00		($420.00)	88.00%	46.00%	$0.000	$0.000
297	Sell Short	10/31/97	Short#3	$117.835	$0.00	1	$32.00	0.07%	$472.00	84.29%		$0.000	$0.000
	Buy to Cover	11/07/97	Buy#3	$117.755		$32.00	$73,348.00		($88.00)	21.43%	5.71%	$0.000	$0.000
298	Buy	11/07/97	Buy#3	$117.755	$0.00	1	($242.00)	(0.51%)	$272.00	32.38%		$0.000	$0.000
	Sell	12/05/97	Short#3	$117.150		($242.00)	$73,106.00		($568.00)	38.81%	(28.81%)	$0.000	$0.000
299	Sell Short	12/05/97	Short#3	$117.150	$0.00	1	$1,040.00	2.22%	$1,120.00	95.40%		$0.000	$0.000
	Buy to Cover	12/19/97	Buy#3	$114.550		$1,040.00	$74,146.00		($54.00)	93.19%	88.59%	$0.000	$0.000
300	Buy	12/19/97	Buy#3	$114.550	$0.00	1	$520.00	1.13%	$520.00	66.67%		$0.000	$0.000
	Sell	01/02/98	Short#3	$115.850		$520.00	$74,666.00		($260.00)	100.00%	66.67%	$0.000	$0.000
301	Sell Short	01/02/98	Short#3	$115.850	$0.00	1	$1,020.00	2.20%	$1,020.00	91.07%		$0.000	$0.000
	Buy to Cover	01/09/98	Buy#3	$113.300		$1,020.00	$75,686.00		($100.00)	100.00%	91.07%	$0.000	$0.000
302	Buy	01/09/98	Buy#3	$113.300	$0.00	1	$680.00	1.50%	$800.00	68.61%		$0.000	$0.000
	Sell	01/23/98	Short#3	$115.000		$680.00	$76,366.00		($366.00)	89.71%	58.32%	$0.000	$0.000
303	Sell Short	01/23/98	Short#3	$115.000	$0.00	1	$830.00	1.80%	$830.00	77.57%		$0.000	$0.000
	Buy to Cover	02/06/98	Buy#3	$112.925		$830.00	$77,196.00		($240.00)	100.00%	77.57%	$0.000	$0.000
304	Buy	02/06/98	Buy#3	$112.925	$0.00	1	$420.00	0.93%	$420.00	36.84%		$0.000	$0.000
	Sell	02/20/98	Short#3	$113.975		$420.00	$77,616.00		($720.00)	100.00%	36.84%	$0.000	$0.000
305	Sell Short	02/20/98	Short#3	$113.975	$0.00	1	$1,360.00	2.98%	$1,360.00	100.00%		$0.000	$0.000
	Buy to Cover	02/27/98	Buy#3	$110.575		$1,360.00	$78,976.00		$0.00	100.00%	100.00%	$0.000	$0.000
306	Buy	02/27/98	Buy#3	$110.575	$0.00	1	$180.00	0.41%	$240.00	24.24%		$0.000	$0.000
	Sell	03/13/98	Short#3	$111.025		$180.00	$79,156.00		($750.00)	93.94%	18.18%	$0.000	$0.000
307	Sell Short	03/13/98	Short#3	$111.025	$0.00	1	$620.00	1.40%	$820.00	75.93%		$0.000	$0.000
	Buy to Cover	04/03/98	Buy#3	$109.475		$620.00	$79,776.00		($260.00)	81.48%	57.41%	$0.000	$0.000
308	Buy	04/03/98	Buy#3	$109.475	$0.00	1	($610.00)	(1.39%)	$1,670.00	68.16%		$0.000	$0.000
	Sell	06/19/98	Short#3	$107.950		($610.00)	$79,166.00		($780.00)	6.94%	(24.90%)	$0.000	$0.000
309	Sell Short	06/19/98	Short#3	$107.950	$0.00	1	$570.00	1.32%	$780.00	83.87%		$0.000	$0.000
	Buy to Cover	07/03/98	Buy#3	$106.525		$570.00	$79,736.00		($150.00)	77.42%	61.29%	$0.000	$0.000
310	Buy	07/03/98	Buy#3	$106.525	$0.00	1	($1,250.00)	(2.93%)	$270.00	8.85%		$0.000	$0.000
	Sell	08/14/98	Short#3	$103.400		($1,250.00)	$78,486.00		($2,780.00)	50.16%	(40.98%)	$0.000	$0.000
311	Sell Short	08/14/98	Short#3	$103.400	$0.00	1	$920.00	2.22%	$920.00	85.19%		$0.000	$0.000
	Buy to Cover	08/21/98	Buy#3	$101.100		$920.00	$79,406.00		($160.00)	100.00%	85.19%	$0.000	$0.000
312	Buy	08/21/98	Buy#3	$101.100	$0.00	1	$80.00	0.20%	$520.00	41.94%		$0.000	$0.000
	Sell	09/04/98	Short#3	$101.300		$80.00	$79,486.00		($720.00)	64.52%	6.45%	$0.000	$0.000
313	Sell Short	09/04/98	Short#3	$101.300	$0.00	1	$760.00	1.88%	$1,090.00	100.00%		$0.000	$0.000
	Buy to Cover	09/11/98	Buy#3	$99.400		$760.00	$80,246.00		$0.00	69.72%	69.72%	$0.000	$0.000
314	Buy	09/11/98	Buy#3	$99.400	$0.00	1	$1,520.00	3.82%	$1,520.00	97.44%		$0.000	$0.000
	Sell	09/18/98	Short#3	$103.200		$1,520.00	$81,766.00		($40.00)	100.00%	97.44%	$0.000	$0.000
315	Sell Short	09/18/98	Short#3	$103.200	$0.00	1	($40.00)	(0.10%)	$340.00	47.89%		$0.000	$0.000
	Buy to Cover	09/25/98	Buy#3	$103.300		($40.00)	$81,726.00		($370.00)	46.48%	(5.63%)	$0.000	$0.000
316	Buy	09/25/98	Buy#3	$103.300	$0.00	1	$180.00	0.44%	$780.00	40.21%		$0.000	$0.000
	Sell	11/06/98	Short#3	$103.750		$180.00	$81,906.00		($1,160.00)	69.07%	9.28%	$0.000	$0.000
317	Sell Short	11/06/98	Short#3	$103.750	$0.00	1	$650.00	1.57%	$670.00	87.01%		$0.000	$0.000
	Buy to Cover	11/20/98	Buy#3	$102.125		$650.00	$82,556.00		($100.00)	97.40%	84.42%	$0.000	$0.000
318	Buy	11/20/98	Buy#3	$102.125	$0.00	1	($60.00)	(0.15%)	$180.00	17.05%		$0.000	$0.000
	Sell	12/11/98	Short#3	$101.975		($60.00)	$82,496.00		($876.00)	77.27%	(5.68%)	$0.000	$0.000
319	Sell Short	12/11/98	Short#3	$101.975	$0.00	1	$1,960.00	4.81%	$2,220.00	99.11%		$0.000	$0.000
	Buy to Cover	12/18/98	Buy#3	$97.075		$1,960.00	$84,456.00		($20.00)	88.39%	87.50%	$0.000	$0.000
320	Buy	12/18/98	Buy#3	$97.075	$0.00	1	$1,000.00	2.58%	$1,000.00	74.63%		$0.000	$0.000
	Sell	01/01/99	Short#3	$99.575		$1,000.00	$85,456.00		($340.00)	100.00%	74.63%	$0.000	$0.000
321	Sell Short	01/01/99	Short#3	$99.575	$0.00	1	($960.00)	(2.41%)	$420.00	30.43%		$0.000	$0.000
	Buy to Cover	01/15/99	Buy#3	$101.975		($960.00)	$84,496.00		($960.00)	0.00%	(69.57%)	$0.000	$0.000
322	Buy	01/15/99	Buy#3	$101.975	$0.00	1	$0.00	0.00%	$370.00	48.05%		$0.000	$0.000
	Sell	01/29/99	Short#3	$101.975		$0.00	$84,496.00		($400.00)	51.95%	0.00%	$0.000	$0.000
323	Sell Short	01/29/99	Short#3	$101.975	$0.00	1	$480.00	1.18%	$480.00	69.57%		$0.000	$0.000
	Buy to Cover	02/05/99	Buy#3	$100.775		$480.00	$84,976.00		($210.00)	100.00%	69.57%	$0.000	$0.000
324	Buy	02/05/99	Buy#3	$100.775	$0.00	1	$1,210.00	3.00%	$1,340.00	89.93%		$0.000	$0.000
	Sell	02/19/99	Short#3	$103.800		$1,210.00	$86,186.00		($150.00)	91.28%	81.21%	$0.000	$0.000
325	Sell Short	02/19/99	Short#3	$103.800	$0.00	1	$550.00	1.32%	$550.00	96.49%		$0.000	$0.000
	Buy to Cover	02/26/99	Buy#3	$102.425		$550.00	$86,736.00		($20.00)	100.00%	96.49%	$0.000	$0.000
326	Buy	02/26/99	Buy#3	$102.425	$0.00	1	$740.00	1.81%	$980.00	94.23%		$0.000	$0.000
	Sell	03/12/99	Short#3	$104.275		$740.00	$87,476.00		($60.00)	76.92%	71.15%	$0.000	$0.000
327	Sell Short	03/12/99	Short#3	$104.275	$0.00	1	$400.00	0.96%	$420.00	56.76%		$0.000	$0.000
	Buy to Cover	03/19/99	Buy#3	$103.275		$400.00	$87,876.00		($320.00)	97.30%	54.05%	$0.000	$0.000
328	Buy	03/19/99	Buy#3	$103.275	$0.00	1	($300.00)	(0.73%)	$240.00	30.00%		$0.000	$0.000
	Sell	04/02/99	Short#3	$102.525		($300.00)	$87,576.00		($560.00)	32.50%	(37.50%)	$0.000	$0.000
329	Sell Short	04/02/99	Short#3	$102.525	$0.00	1	$100.00	0.24%	$320.00	29.63%		$0.000	$0.000
	Buy to Cover	04/23/99	Buy#3	$102.275		$100.00	$87,676.00		($760.00)	79.63%	9.26%	$0.000	$0.000
330	Buy	04/23/99	Buy#3	$102.275	$0.00	1	($180.00)	(0.44%)	$220.00	36.67%		$0.000	$0.000
	Sell	05/07/99	Short#3	$101.825		($180.00)	$87,496.00		($380.00)	33.33%	(30.00%)	$0.000	$0.000
331	Sell Short	05/07/99	Short#3	$101.825	$0.00	1	$540.00	1.33%	$680.00	86.08%		$0.000	$0.000
	Buy to Cover	05/14/99	Buy#3	$100.475		$540.00	$88,036.00		($110.00)	82.28%	68.35%	$0.000	$0.000
332	Buy	05/14/99	Buy#3	$100.475	$0.00	1	$780.00	1.94%	$860.00	69.35%		$0.000	$0.000
	Sell	05/28/99	Short#3	$102.425		$780.00	$88,816.00		($380.00)	93.55%	62.90%	$0.000	$0.000
333	Sell Short	05/28/99	Short#3	$102.425	$0.00	1	($760.00)	(1.86%)	$350.00	28.00%		$0.000	$0.000
	Buy to Cover	06/11/99	Buy#3	$104.325		($760.00)	$88,056.00		($900.00)	11.20%	(60.80%)	$0.000	$0.000
334	Buy	06/11/99	Buy#3	$104.325	$0.00	1	$560.00	1.34%	$560.00	80.00%		$0.000	$0.000
	Sell	06/18/99	Short#3	$105.725		$560.00	$88,616.00		($140.00)	100.00%	80.00%	$0.000	$0.000
335	Sell Short	06/18/99	Short#3	$105.725	$0.00	1	$660.00	1.56%	$660.00	82.50%		$0.000	$0.000
	Buy to Cover	06/25/99	Buy#3	$104.075		$660.00	$89,276.00		($140.00)	100.00%	82.50%	$0.000	$0.000
336	Buy	06/25/99	Buy#3	$104.075	$0.00	1	$340.00	0.82%	$880.00	48.89%		$0.000	$0.000
	Sell	08/06/99	Short#3	$104.925		$340.00	$89,616.00		($920.00)	70.00%	18.89%	$0.000	$0.000
337	Sell Short	08/06/99	Short#3	$104.925	$0.00	1	($490.00)	(1.17%)	$180.00	26.87%		$0.000	$0.000
	Buy to Cover	08/13/99	Buy#3	$106.150		($490.00)	$89,126.00		($490.00)	0.00%	(73.13%)	$0.000	$0.000
338	Buy	08/13/99	Buy#3	$106.150	$0.00	1	$110.00	0.26%	$110.00	26.19%		$0.000	$0.000
	Sell	08/20/99	Short#3	$106.425		$110.00	$89,236.00		($310.00)	100.00%	26.19%	$0.000	$0.000
339	Sell Short	08/20/99	Short#3	$106.425	$0.00	1	($220.00)	(0.52%)	$580.00	64.44%		$0.000	$0.000
	Buy to Cover	09/03/99	Buy#3	$106.975		($220.00)	$89,016.00		($320.00)	11.11%	(24.44%)	$0.000	$0.000
340	Buy	09/03/99	Buy#3	$106.975	$0.00	1	$660.00	1.54%	$720.00	84.71%		$0.000	$0.000
	Sell	09/17/99	Short#3	$108.625		$660.00	$89,676.00		($130.00)	92.94%	77.65%	$0.000	$0.000
341	Sell Short	09/17/99	Short#3	$108.625	$0.00	1	$680.00	1.57%	$680.00	88.31%		$0.000	$0.000
	Buy to Cover	09/24/99	Buy#3	$106.925		$680.00	$90,356.00		($90.00)	100.00%	88.31%	$0.000	$0.000
342	Buy	09/24/99	Buy#3	$106.925	$0.00	1	$230.00	0.54%	$960.00	70.07%		$0.000	$0.000
	Sell	11/12/99	Short#3	$107.500		$230.00	$90,586.00		($410.00)	46.72%	16.79%	$0.000	$0.000
343	Sell Short	11/12/99	Short#3	$107.500	$0.00	1	($390.00)	(0.91%)	$260.00	22.22%		$0.000	$0.000
	Buy to Cover	11/26/99	Buy#3	$108.475		($390.00)	$90,196.00		($910.00)	44.44%	(33.33%)	$0.000	$0.000
344	Buy	11/26/99	Buy#3	$108.475	$0.00	1	($190.00)	(0.44%)	$570.00	44.53%		$0.000	$0.000
	Sell	12/31/99	Short#3	$108.000		($190.00)	$90,006.00		($710.00)	40.62%	(14.84%)	$0.000	$0.000
345	Sell Short	12/31/99	Short#3	$108.000	$0.00	1	($640.00)	(1.48%)	$290.00	29.59%		$0.000	$0.000
	Buy to Cover	01/14/00	Buy#3	$109.600		($640.00)	$89,366.00		($690.00)	5.10%	(65.31%)	$0.000	$0.000
346	Buy	01/14/00	Buy#3	$109.600	$0.00	1	($140.00)	(0.32%)	$170.00	29.31%		$0.000	$0.000
	Sell	01/21/00	Short#3	$109.250		($140.00)	$89,226.00		($410.00)	46.55%	(24.14%)	$0.000	$0.000
347	Sell Short	01/21/00	Short#3	$109.250	$0.00	1	$400.00	0.92%	$450.00	88.24%		$0.000	$0.000
	Buy to Cover	01/28/00	Buy#3	$108.250		$400.00	$89,626.00		($60.00)	90.20%	78.43%	$0.000	$0.000
348	Buy	01/28/00	Buy#3	$108.250	$0.00	1	$400.00	0.92%	$520.00	70.27%		$0.000	$0.000
	Sell	02/11/00	Short#3	$109.250		$400.00	$90,026.00		($220.00)	83.78%	54.05%	$0.000	$0.000
349	Sell Short	02/11/00	Short#3	$109.250	$0.00	1	$640.00	1.46%	$680.00	82.93%		$0.000	$0.000
	Buy to Cover	02/18/00	Buy#3	$107.650		$640.00	$90,666.00		($140.00)	95.12%	78.05%	$0.000	$0.000
350	Buy	02/18/00	Buy#3	$107.650	$0.00	1	$200.00	0.46%	$290.00	37.66%		$0.000	$0.000
	Sell	03/03/00	Short#3	$108.150		$200.00	$90,866.00		($480.00)	88.31%	25.97%	$0.000	$0.000
351	Sell Short	03/03/00	Short#3	$108.150	$0.00	1	($380.00)	(0.88%)	$160.00	17.78%		$0.000	$0.000
	Buy to Cover	03/24/00	Buy#3	$109.100		($380.00)	$90,486.00		($740.00)	40.00%	(42.22%)	$0.000	$0.000
352	Buy	03/24/00	Buy#3	$109.100	$0.00	1	($10.00)	(0.02%)	$430.00	53.09%		$0.000	$0.000
	Sell	04/28/00	Short#3	$109.075		($10.00)	$90,476.00		($380.00)	45.68%	(1.23%)	$0.000	$0.000
353	Sell Short	04/28/00	Short#3	$109.075	$0.00	1	$280.00	0.64%	$280.00	40.00%		$0.000	$0.000
	Buy to Cover	05/12/00	Buy#3	$108.375		$280.00	$90,756.00		($420.00)	100.00%	40.00%	$0.000	$0.000
354	Buy	05/12/00	Buy#3	$108.375	$0.00	1	($20.00)	(0.05%)	$270.00	29.67%		$0.000	$0.000
	Sell	06/09/00	Short#3	$108.325		($20.00)	$90,736.00		($640.00)	68.13%	(2.20%)	$0.000	$0.000
355	Sell Short	06/09/00	Short#3	$108.325	$0.00	1	$290.00	0.67%	$290.00	45.31%		$0.000	$0.000
	Buy to Cover	06/23/00	Buy#3	$107.600		$290.00	$91,026.00		($350.00)	100.00%	45.31%	$0.000	$0.000
356	Buy	06/23/00	Buy#3	$107.600	$0.00	1	$40.00	0.09%	$210.00	32.81%		$0.000	$0.000
	Sell	07/14/00	Short#3	$107.700		$40.00	$91,066.00		($430.00)	73.44%	6.25%	$0.000	$0.000
357	Sell Short	07/14/00	Short#3	$107.700	$0.00	1	$240.00	0.56%	$280.00	40.00%		$0.000	$0.000
	Buy to Cover	07/28/00	Buy#3	$107.100		$240.00	$91,306.00		($420.00)	94.29%	34.29%	$0.000	$0.000
358	Buy	07/28/00	Buy#3	$107.100	$0.00	1	$0.00	0.00%	$130.00	22.41%		$0.000	$0.000
	Sell	08/18/00	Short#3	$107.100		$0.00	$91,306.00		($450.00)	77.59%	0.00%	$0.000	$0.000
359	Sell Short	08/18/00	Short#3	$107.100	$0.00	1	$520.00	1.21%	$520.00	74.29%		$0.000	$0.000
	Buy to Cover	09/01/00	Buy#3	$105.800		$520.00	$91,826.00		($180.00)	100.00%	74.29%	$0.000	$0.000
360	Buy	09/01/00	Buy#3	$105.800	$0.00	1	$210.00	0.50%	$220.00	30.56%		$0.000	$0.000
	Sell	09/22/00	Short#3	$106.325		$210.00	$92,036.00		($500.00)	98.61%	29.17%	$0.000	$0.000
361	Sell Short	09/22/00	Short#3	$106.325	$0.00	1	($350.00)	(0.82%)	$230.00	38.98%		$0.000	$0.000
	Buy to Cover	10/06/00	Buy#3	$107.200		($350.00)	$91,686.00		($360.00)	1.69%	(59.32%)	$0.000	$0.000
362	Buy	10/06/00	Buy#3	$107.200	$0.00	1	($130.00)	(0.30%)	$90.00	32.14%		$0.000	$0.000
	Sell	10/13/00	Short#3	$106.875		($130.00)	$91,556.00		($190.00)	21.43%	(46.43%)	$0.000	$0.000
363	Sell Short	10/13/00	Short#3	$106.875	$0.00	1	$50.00	0.12%	$120.00	41.38%		$0.000	$0.000
	Buy to Cover	10/20/00	Buy#3	$106.750		$50.00	$91,606.00		($170.00)	75.86%	17.24%	$0.000	$0.000
364	Buy	10/20/00	Buy#3	$106.750	$0.00	1	$940.00	2.20%	$980.00	91.59%		$0.000	$0.000
	Sell	11/10/00	Short#3	$109.100		$940.00	$92,546.00		($90.00)	96.26%	87.85%	$0.000	$0.000
365	Sell Short	11/10/00	Short#3	$109.100	$0.00	1	$350.00	0.80%	$430.00	60.56%		$0.000	$0.000
	Buy to Cover	11/17/00	Buy#3	$108.225		$350.00	$92,896.00		($280.00)	88.73%	49.30%	$0.000	$0.000
366	Buy	11/17/00	Buy#3	$108.225	$0.00	1	$580.00	1.34%	$590.00	92.19%		$0.000	$0.000
	Sell	11/24/00	Short#3	$109.675		$580.00	$93,476.00		($50.00)	98.44%	90.62%	$0.000	$0.000
367	Sell Short	11/24/00	Short#3	$109.675	$0.00	1	$230.00	0.52%	$230.00	58.97%		$0.000	$0.000
	Buy to Cover	12/01/00	Buy#3	$109.100		$230.00	$93,706.00		($160.00)	100.00%	58.97%	$0.000	$0.000
368	Buy	12/01/00	Buy#3	$109.100	$0.00	1	$990.00	2.27%	$1,050.00	76.09%		$0.000	$0.000
	Sell	12/15/00	Short#3	$111.575		$990.00	$94,696.00		($330.00)	95.65%	71.74%	$0.000	$0.000
369	Sell Short	12/15/00	Short#3	$111.575	$0.00	1	$300.00	0.67%	$300.00	38.46%		$0.000	$0.000
	Buy to Cover	01/12/01	Buy#3	$110.825		$300.00	$94,996.00		($480.00)	100.00%	38.46%	$0.000	$0.000
370	Buy	01/12/01	Buy#3	$110.825	$0.00	1	$1,520.00	3.43%	$1,910.00	95.02%		$0.000	$0.000
	Sell	02/16/01	Short#3	$114.625		$1,520.00	$96,516.00		($100.00)	80.60%	75.62%	$0.000	$0.000
371	Sell Short	02/16/01	Short#3	$114.625	$0.00	1	($60.00)	(0.13%)	$610.00	36.75%		$0.000	$0.000
	Buy to Cover	03/16/01	Buy#3	$114.775		($60.00)	$96,456.00		($1,050.00)	59.64%	(3.61%)	$0.000	$0.000
372	Buy	03/16/01	Buy#3	$114.775	$0.00	1	($360.00)	(0.78%)	$220.00	17.60%		$0.000	$0.000
	Sell	04/06/01	Short#3	$113.875		($360.00)	$96,096.00		($1,030.00)	53.60%	(28.80%)	$0.000	$0.000
373	Sell Short	04/06/01	Short#3	$113.875	$0.00	1	$440.00	0.97%	$600.00	60.61%		$0.000	$0.000
	Buy to Cover	04/27/01	Buy#3	$112.775		$440.00	$96,536.00		($390.00)	83.84%	44.44%	$0.000	$0.000
374	Buy	04/27/01	Buy#3	$112.775	$0.00	1	$340.00	0.75%	$340.00	30.63%		$0.000	$0.000
	Sell	05/25/01	Short#3	$113.625		$340.00	$96,876.00		($770.00)	100.00%	30.63%	$0.000	$0.000
375	Sell Short	05/25/01	Short#3	$113.625	$0.00	1	($530.00)	(1.17%)	$40.00	3.96%		$0.000	$0.000
	Buy to Cover	06/15/01	Buy#3	$114.950		($530.00)	$96,346.00		($970.00)	43.56%	(52.48%)	$0.000	$0.000
376	Buy	06/15/01	Buy#3	$114.950	$0.00	1	($30.00)	(0.07%)	$790.00	72.48%		$0.000	$0.000
	Sell	07/13/01	Short#3	$114.875		($30.00)	$96,316.00		($300.00)	24.77%	(2.75%)	$0.000	$0.000
377	Sell Short	07/13/01	Short#3	$114.875	$0.00	1	($340.00)	(0.74%)	$430.00	47.25%		$0.000	$0.000
	Buy to Cover	07/20/01	Buy#3	$115.725		($340.00)	$95,976.00		($480.00)	15.38%	(37.36%)	$0.000	$0.000
378	Buy	07/20/01	Buy#3	$115.725	$0.00	1	($690.00)	(1.49%)	$220.00	15.60%		$0.000	$0.000
	Sell	08/24/01	Short#3	$114.000		($690.00)	$95,286.00		($1,190.00)	35.46%	(48.94%)	$0.000	$0.000
379	Sell Short	08/24/01	Short#3	$114.000	$0.00	1	$2,240.00	4.91%	$2,650.00	95.32%		$0.000	$0.000
	Buy to Cover	09/28/01	Buy#3	$108.400		$2,240.00	$97,526.00		($130.00)	85.25%	80.58%	$0.000	$0.000
380	Buy	09/28/01	Buy#3	$108.400	$0.00	1	$180.00	0.42%	$370.00	24.67%		$0.000	$0.000
	Sell	10/12/01	Short#3	$108.850		$180.00	$97,706.00		($1,130.00)	87.33%	12.00%	$0.000	$0.000
381	Sell Short	10/12/01	Short#3	$108.850	$0.00	1	$1,160.00	2.66%	$1,160.00	98.31%		$0.000	$0.000
	Buy to Cover	10/19/01	Buy#3	$105.950		$1,160.00	$98,866.00		($20.00)	100.00%	98.31%	$0.000	$0.000
382	Buy	10/19/01	Buy#3	$105.950	$0.00	1	($100.00)	(0.24%)	$320.00	35.16%		$0.000	$0.000
	Sell	11/02/01	Short#3	$105.700		($100.00)	$98,766.00		($590.00)	53.85%	(10.99%)	$0.000	$0.000
383	Sell Short	11/02/01	Short#3	$105.700	$0.00	1	$760.00	1.80%	$2,160.00	81.82%		$0.000	$0.000
	Buy to Cover	11/23/01	Buy#3	$103.800		$760.00	$99,526.00		($480.00)	46.97%	28.79%	$0.000	$0.000
384	Buy	11/23/01	Buy#3	$103.800	$0.00	1	$920.00	2.22%	$1,040.00	100.00%		$0.000	$0.000
	Sell	11/30/01	Short#3	$106.100		$920.00	$100,446.00		$0.00	88.46%	88.46%	$0.000	$0.000
385	Sell Short	11/30/01	Short#3	$106.100	$0.00	1	$70.00	0.16%	$380.00	46.91%		$0.000	$0.000
	Buy to Cover	12/07/01	Buy#3	$105.925		$70.00	$100,516.00		($430.00)	61.73%	8.64%	$0.000	$0.000
386	Buy	12/07/01	Buy#3	$105.925	$0.00	1	$180.00	0.42%	$180.00	13.04%		$0.000	$0.000
	Sell	12/28/01	Short#3	$106.375		$180.00	$100,696.00		($1,200.00)	100.00%	13.04%	$0.000	$0.000
387	Sell Short	12/28/01	Short#3	$106.375	$0.00	1	$100.00	0.24%	$340.00	53.12%		$0.000	$0.000
	Buy to Cover	01/11/02	Buy#3	$106.125		$100.00	$100,796.00		($300.00)	62.50%	15.63%	$0.000	$0.000
388	Buy	01/11/02	Buy#3	$106.125	$0.00	1	$1,190.00	2.80%	$1,680.00	89.36%		$0.000	$0.000
	Sell	02/22/02	Short#3	$109.100		$1,190.00	$101,986.00		($200.00)	73.94%	63.30%	$0.000	$0.000
389	Sell Short	02/22/02	Short#3	$109.100	$0.00	1	$400.00	0.92%	$400.00	72.73%		$0.000	$0.000
	Buy to Cover	03/01/02	Buy#3	$108.100		$400.00	$102,386.00		($150.00)	100.00%	72.73%	$0.000	$0.000
390	Buy	03/01/02	Buy#3	$108.100	$0.00	1	$700.00	1.62%	$700.00	72.16%		$0.000	$0.000
	Sell	03/15/02	Short#3	$109.850		$700.00	$103,086.00		($270.00)	100.00%	72.16%	$0.000	$0.000
391	Sell Short	03/15/02	Short#3	$109.850	$0.00	1	$1,440.00	3.28%	$1,510.00	99.34%		$0.000	$0.000
	Buy to Cover	03/22/02	Buy#3	$106.250		$1,440.00	$104,526.00		($10.00)	95.39%	94.74%	$0.000	$0.000
392	Buy	03/22/02	Buy#3	$106.250	$0.00	1	($2,410.00)	(5.67%)	$80.00	2.30%		$0.000	$0.000
	Sell	05/24/02	Short#3	$100.225		($2,410.00)	$102,116.00		($3,400.00)	28.45%	(69.25%)	$0.000	$0.000
393	Sell Short	05/24/02	Short#3	$100.225	$0.00	1	$230.00	0.57%	$980.00	68.06%		$0.000	$0.000
	Buy to Cover	06/14/02	Buy#3	$99.650		$230.00	$102,346.00		($460.00)	47.92%	15.97%	$0.000	$0.000
394	Buy	06/14/02	Buy#3	$99.650	$0.00	1	$600.00	1.51%	$800.00	89.89%		$0.000	$0.000
	Sell	06/21/02	Short#3	$101.150		$600.00	$102,946.00		($90.00)	77.53%	67.42%	$0.000	$0.000
395	Sell Short	06/21/02	Short#3	$101.150	$0.00	1	($240.00)	(0.59%)	$60.00	9.38%		$0.000	$0.000
	Buy to Cover	06/28/02	Buy#3	$101.750		($240.00)	$102,706.00		($580.00)	53.12%	(37.50%)	$0.000	$0.000
396	Buy	06/28/02	Buy#3	$101.750	$0.00	1	$420.00	1.03%	$1,260.00	81.29%		$0.000	$0.000
	Sell	08/30/02	Short#3	$102.800		$420.00	$103,126.00		($290.00)	45.81%	27.10%	$0.000	$0.000
397	Sell Short	08/30/02	Short#3	$102.800	$0.00	1	$110.00	0.27%	$120.00	34.29%		$0.000	$0.000
	Buy to Cover	09/06/02	Buy#3	$102.525		$110.00	$103,236.00		($230.00)	97.14%	31.43%	$0.000	$0.000
398	Buy	09/06/02	Buy#3	$102.525	$0.00	1	$1,360.00	3.32%	$1,420.00	97.26%		$0.000	$0.000
	Sell	09/20/02	Short#3	$105.925		$1,360.00	$104,596.00		($40.00)	95.89%	93.15%	$0.000	$0.000
399	Sell Short	09/20/02	Short#3	$105.925	$0.00	1	$980.00	2.31%	$1,110.00	92.50%		$0.000	$0.000
	Buy to Cover	10/04/02	Buy#3	$103.475		$980.00	$105,576.00		($90.00)	89.17%	81.67%	$0.000	$0.000
400	Buy	10/04/02	Buy#3	$103.475	$0.00	1	$400.00	0.97%	$630.00	55.26%		$0.000	$0.000
	Sell	10/18/02	Short#3	$104.475		$400.00	$105,976.00		($510.00)	79.82%	35.09%	$0.000	$0.000

401	Sell Short	10/18/02	Short#3	$104.475	$0.00	1	($280.00)	(0.67%)	$280.00	38.89%		$0.000	$0.000
	Buy to Cover	10/25/02	Buy#3	$105.175		($280.00)	$105,696.00		($440.00)	22.22%	(38.89%)	$0.000	$0.000
402	Buy	10/25/02	Buy#3	$105.175	$0.00	1	$440.00	1.05%	$440.00	62.86%		$0.000	$0.000
	Sell	11/01/02	Short#3	$106.275		$440.00	$106,136.00		($260.00)	100.00%	62.86%	$0.000	$0.000
403	Sell Short	11/01/02	Short#3	$106.275	$0.00	1	($160.00)	(0.38%)	$580.00	78.38%		$0.000	$0.000
	Buy to Cover	11/22/02	Buy#3	$106.675		($160.00)	$105,976.00		($160.00)	0.00%	(21.62%)	$0.000	$0.000
404	Buy	11/22/02	Buy#3	$106.675	$0.00	1	$200.00	0.47%	$980.00	87.50%		$0.000	$0.000
	Sell	12/13/02	Short#3	$107.175		$200.00	$106,176.00		($140.00)	30.36%	17.86%	$0.000	$0.000
405	Sell Short	12/13/02	Short#3	$107.175	$0.00	1	($20.00)	(0.05%)	$240.00	37.50%		$0.000	$0.000
	Buy to Cover	12/20/02	Buy#3	$107.225		($20.00)	$106,156.00		($400.00)	59.38%	(3.12%)	$0.000	$0.000
406	Buy	12/20/02	Buy#3	$107.225	$0.00	1	$490.00	1.14%	$710.00	86.59%		$0.000	$0.000
	Sell	12/27/02	Short#3	$108.450		$490.00	$106,646.00		($110.00)	73.17%	59.76%	$0.000	$0.000
407	Sell Short	12/27/02	Short#3	$108.450	$0.00	1	$110.00	0.25%	$170.00	31.48%		$0.000	$0.000
	Buy to Cover	01/03/03	Buy#3	$108.175		$110.00	$106,756.00		($370.00)	88.89%	20.37%	$0.000	$0.000
408	Buy	01/03/03	Buy#3	$108.175	$0.00	1	$1,040.00	2.40%	$1,320.00	91.03%		$0.000	$0.000
	Sell	01/17/03	Short#3	$110.775		$1,040.00	$107,796.00		($130.00)	80.69%	71.72%	$0.000	$0.000
409	Sell Short	01/17/03	Short#3	$110.775	$0.00	1	$640.00	1.44%	$800.00	93.02%		$0.000	$0.000
	Buy to Cover	01/24/03	Buy#3	$109.175		$640.00	$108,436.00		($60.00)	81.40%	74.42%	$0.000	$0.000
410	Buy	01/24/03	Buy#3	$109.175	$0.00	1	$560.00	1.28%	$700.00	67.31%		$0.000	$0.000
	Sell	02/07/03	Short#3	$110.575		$560.00	$108,996.00		($340.00)	86.54%	53.85%	$0.000	$0.000
411	Sell Short	02/07/03	Short#3	$110.575	$0.00	1	$1,040.00	2.35%	$1,160.00	88.55%		$0.000	$0.000
	Buy to Cover	02/14/03	Buy#3	$107.975		$1,040.00	$110,036.00		($150.00)	90.84%	79.39%	$0.000	$0.000
412	Buy	02/14/03	Buy#3	$107.975	$0.00	1	$280.00	0.65%	$460.00	36.51%		$0.000	$0.000
	Sell	02/28/03	Short#3	$108.675		$280.00	$110,316.00		($800.00)	85.71%	22.22%	$0.000	$0.000
413	Sell Short	02/28/03	Short#3	$108.675	$0.00	1	$720.00	1.66%	$1,120.00	89.60%		$0.000	$0.000
	Buy to Cover	03/07/03	Buy#3	$106.875		$720.00	$111,036.00		($130.00)	68.00%	57.60%	$0.000	$0.000
414	Buy	03/07/03	Buy#3	$106.875	$0.00	1	($120.00)	(0.28%)	$60.00	4.00%		$0.000	$0.000
	Sell	03/28/03	Short#3	$106.575		($120.00)	$110,916.00		($1,440.00)	88.00%	(8.00%)	$0.000	$0.000
415	Sell Short	03/28/03	Short#3	$106.575	$0.00	1	($670.00)	(1.57%)	$310.00	29.52%		$0.000	$0.000
	Buy to Cover	04/11/03	Buy#3	$108.250		($670.00)	$110,246.00		($740.00)	6.67%	(63.81%)	$0.000	$0.000
416	Buy	04/11/03	Buy#3	$108.250	$0.00	1	$1,380.00	3.19%	$1,630.00	71.81%		$0.000	$0.000
	Sell	06/06/03	Short#3	$111.700		$1,380.00	$111,626.00		($640.00)	88.99%	60.79%	$0.000	$0.000
417	Sell Short	06/06/03	Short#3	$111.700	$0.00	1	$350.00	0.78%	$350.00	37.63%		$0.000	$0.000
	Buy to Cover	06/13/03	Buy#3	$110.825		$350.00	$111,976.00		($580.00)	100.00%	37.63%	$0.000	$0.000
418	Buy	06/13/03	Buy#3	$110.825	$0.00	1	$230.00	0.52%	$370.00	29.37%		$0.000	$0.000
	Sell	07/04/03	Short#3	$111.400		$230.00	$112,206.00		($890.00)	88.89%	18.25%	$0.000	$0.000
419	Sell Short	07/04/03	Short#3	$111.400	$0.00	1	($500.00)	(1.12%)	$230.00	16.55%		$0.000	$0.000
	Buy to Cover	07/18/03	Buy#3	$112.650		($500.00)	$111,706.00		($1,160.00)	47.48%	(35.97%)	$0.000	$0.000
420	Buy	07/18/03	Buy#3	$112.650	$0.00	1	$2,280.00	5.06%	$2,300.00	78.77%		$0.000	$0.000
	Sell	08/01/03	Short#3	$118.350		$2,280.00	$113,986.00		($620.00)	99.32%	78.08%	$0.000	$0.000
421	Sell Short	08/01/03	Short#3	$118.350	$0.00	1	$240.00	0.51%	$300.00	26.55%		$0.000	$0.000
	Buy to Cover	08/15/03	Buy#3	$117.750		$240.00	$114,226.00		($830.00)	94.69%	21.24%	$0.000	$0.000
422	Buy	08/15/03	Buy#3	$117.750	$0.00	1	$2,260.00	4.80%	$2,370.00	100.00%		$0.000	$0.000
	Sell	08/29/03	Short#3	$123.400		$2,260.00	$116,486.00		$0.00	95.36%	95.36%	$0.000	$0.000
423	Sell Short	08/29/03	Short#3	$123.400	$0.00	1	($1,540.00)	(3.12%)	$620.00	18.45%		$0.000	$0.000
	Buy to Cover	10/03/03	Buy#3	$127.250		($1,540.00)	$114,946.00		($2,740.00)	35.71%	(45.83%)	$0.000	$0.000
424	Buy	10/03/03	Buy#3	$127.250	$0.00	1	$4,340.00	8.53%	$4,340.00	94.76%		$0.000	$0.000
	Sell	10/17/03	Short#3	$138.100		$4,340.00	$119,286.00		($240.00)	100.00%	94.76%	$0.000	$0.000
425	Sell Short	10/17/03	Short#3	$138.100	$0.00	1	$1,580.00	2.86%	$2,020.00	77.10%		$0.000	$0.000
	Buy to Cover	10/24/03	Buy#3	$134.150		$1,580.00	$120,866.00		($600.00)	83.21%	60.31%	$0.000	$0.000
426	Buy	10/24/03	Buy#3	$134.150	$0.00	1	$380.00	0.71%	$1,220.00	47.47%		$0.000	$0.000
	Sell	11/07/03	Short#3	$135.100		$380.00	$121,246.00		($1,350.00)	67.32%	14.79%	$0.000	$0.000
427	Sell Short	11/07/03	Short#3	$135.100	$0.00	1	($1,200.00)	(2.22%)	$60.00	1.72%		$0.000	$0.000
	Buy to Cover	11/21/03	Buy#3	$138.100		($1,200.00)	$120,046.00		($3,420.00)	63.79%	(34.48%)	$0.000	$0.000
428	Buy	11/21/03	Buy#3	$138.100	$0.00	1	$1,930.00	3.49%	$2,090.00	88.19%		$0.000	$0.000
	Sell	12/05/03	Short#3	$142.925		$1,930.00	$121,976.00		($280.00)	93.25%	81.43%	$0.000	$0.000
429	Sell Short	12/05/03	Short#3	$142.925	$0.00	1	$1,740.00	3.04%	$2,300.00	73.25%		$0.000	$0.000
	Buy to Cover	12/26/03	Buy#3	$138.575		$1,740.00	$123,716.00		($840.00)	82.17%	55.41%	$0.000	$0.000
430	Buy	12/26/03	Buy#3	$138.575	$0.00	1	($2,930.00)	(5.29%)	$920.00	23.90%		$0.000	$0.000
	Sell	01/02/04	Short#3	$131.250		($2,930.00)	$120,786.00		($2,930.00)	0.00%	(76.10%)	$0.000	$0.000
431	Sell Short	01/02/04	Short#3	$131.250	$0.00	1	$2,990.00	5.70%	$4,000.00	100.00%		$0.000	$0.000
	Buy to Cover	01/09/04	Buy#3	$123.775		$2,990.00	$123,776.00		$0.00	74.75%	74.75%	$0.000	$0.000
432	Buy	01/09/04	Buy#3	$123.775	$0.00	1	$2,360.00	4.77%	$2,360.00	90.08%		$0.000	$0.000
	Sell	01/23/04	Short#3	$129.675		$2,360.00	$126,136.00		($260.00)	100.00%	90.08%	$0.000	$0.000
433	Sell Short	01/23/04	Short#3	$129.675	$0.00	1	$810.00	1.56%	$1,450.00	52.54%		$0.000	$0.000
	Buy to Cover	02/13/04	Buy#3	$127.650		$810.00	$126,946.00		($1,310.00)	76.81%	29.35%	$0.000	$0.000
434	Buy	02/13/04	Buy#3	$127.650	$0.00	1	($40.00)	(0.08%)	$380.00	40.00%		$0.000	$0.000
	Sell	02/20/04	Short#3	$127.550		($40.00)	$126,906.00		($570.00)	55.79%	(4.21%)	$0.000	$0.000
435	Sell Short	02/20/04	Short#3	$127.550	$0.00	1	$100.00	0.20%	$260.00	61.90%		$0.000	$0.000
	Buy to Cover	02/27/04	Buy#3	$127.300		$100.00	$127,006.00		($160.00)	61.90%	23.81%	$0.000	$0.000
436	Buy	02/27/04	Buy#3	$127.300	$0.00	1	$3,580.00	7.03%	$3,940.00	98.01%		$0.000	$0.000
	Sell	03/19/04	Short#3	$136.250		$3,580.00	$130,586.00		($80.00)	91.04%	89.05%	$0.000	$0.000
437	Sell Short	03/19/04	Short#3	$136.250	$0.00	1	$1,060.00	1.94%	$1,120.00	60.22%		$0.000	$0.000
	Buy to Cover	03/26/04	Buy#3	$133.600		$1,060.00	$131,646.00		($740.00)	96.77%	56.99%	$0.000	$0.000
438	Buy	03/26/04	Buy#3	$133.600	$0.00	1	$180.00	0.34%	$510.00	35.92%		$0.000	$0.000
	Sell	04/09/04	Short#3	$134.050		$180.00	$131,826.00		($910.00)	76.76%	12.68%	$0.000	$0.000
439	Sell Short	04/09/04	Short#3	$134.050	$0.00	1	($170.00)	(0.32%)	$330.00	17.55%		$0.000	$0.000
	Buy to Cover	04/30/04	Buy#3	$134.475		($170.00)	$131,656.00		($1,550.00)	73.40%	(9.04%)	$0.000	$0.000
440	Buy	04/30/04	Buy#3	$134.475	$0.00	1	$3,500.00	6.51%	$4,540.00	97.22%		$0.000	$0.000
	Sell	05/14/04	Short#3	$143.225		$3,500.00	$135,156.00		($130.00)	77.73%	74.95%	$0.000	$0.000
441	Sell Short	05/14/04	Short#3	$143.225	$0.00	1	$1,230.00	2.15%	$1,280.00	68.82%		$0.000	$0.000
	Buy to Cover	05/21/04	Buy#3	$140.150		$1,230.00	$136,386.00		($580.00)	97.31%	66.13%	$0.000	$0.000
442	Buy	05/21/04	Buy#3	$140.150	$0.00	1	$1,650.00	2.94%	$1,870.00	76.02%		$0.000	$0.000
	Sell	06/04/04	Short#3	$144.275		$1,650.00	$138,036.00		($590.00)	91.06%	67.07%	$0.000	$0.000
443	Sell Short	06/04/04	Short#3	$144.275	$0.00	1	($580.00)	(1.01%)	$580.00	40.28%		$0.000	$0.000
	Buy to Cover	06/11/04	Buy#3	$145.725		($580.00)	$137,456.00		($860.00)	19.44%	(40.28%)	$0.000	$0.000
444	Buy	06/11/04	Buy#3	$145.725	$0.00	1	($1,360.00)	(2.33%)	$900.00	21.53%		$0.000	$0.000
	Sell	07/30/04	Short#3	$142.325		($1,360.00)	$136,096.00		($3,280.00)	45.93%	(32.54%)	$0.000	$0.000
445	Sell Short	07/30/04	Short#3	$142.325	$0.00	1	$160.00	0.28%	$1,620.00	71.37%		$0.000	$0.000
	Buy to Cover	08/20/04	Buy#3	$141.925		$160.00	$136,256.00		($650.00)	35.68%	7.05%	$0.000	$0.000
446	Buy	08/20/04	Buy#3	$141.925	$0.00	1	($1,410.00)	(2.48%)	$70.00	4.24%		$0.000	$0.000
	Sell	08/27/04	Short#3	$138.400		($1,410.00)	$134,846.00		($1,580.00)	10.30%	(85.45%)	$0.000	$0.000
447	Sell Short	08/27/04	Short#3	$138.400	$0.00	1	$1,310.00	2.37%	$1,390.00	99.29%		$0.000	$0.000
	Buy to Cover	09/03/04	Buy#3	$135.125		$1,310.00	$136,156.00		($10.00)	94.29%	93.57%	$0.000	$0.000
448	Buy	09/03/04	Buy#3	$135.125	$0.00	1	$1,160.00	2.15%	$1,580.00	82.29%		$0.000	$0.000
	Sell	09/24/04	Short#3	$138.025		$1,160.00	$137,316.00		($340.00)	78.13%	60.42%	$0.000	$0.000
449	Sell Short	09/24/04	Short#3	$138.025	$0.00	1	$610.00	1.10%	$660.00	70.21%		$0.000	$0.000
	Buy to Cover	10/01/04	Buy#3	$136.500		$610.00	$137,926.00		($280.00)	94.68%	64.89%	$0.000	$0.000
450	Buy	10/01/04	Buy#3	$136.500	$0.00	1	($410.00)	(0.75%)	$1,080.00	37.11%		$0.000	$0.000
	Sell	11/19/04	Short#3	$135.475		($410.00)	$137,516.00		($1,830.00)	48.80%	(14.09%)	$0.000	$0.000
451	Sell Short	11/19/04	Short#3	$135.475	$0.00	1	$500.00	0.92%	$620.00	47.69%		$0.000	$0.000
	Buy to Cover	11/26/04	Buy#3	$134.225		$500.00	$138,016.00		($680.00)	90.77%	38.46%	$0.000	$0.000
452	Buy	11/26/04	Buy#3	$134.225	$0.00	1	$2,290.00	4.27%	$2,380.00	97.54%		$0.000	$0.000
	Sell	12/03/04	Short#3	$139.950		$2,290.00	$140,306.00		($60.00)	96.31%	93.85%	$0.000	$0.000
453	Sell Short	12/03/04	Short#3	$139.950	$0.00	1	$980.00	1.75%	$1,260.00	92.65%		$0.000	$0.000
	Buy to Cover	12/10/04	Buy#3	$137.500		$980.00	$141,286.00		($100.00)	79.41%	72.06%	$0.000	$0.000
454	Buy	12/10/04	Buy#3	$137.500	$0.00	1	$980.00	1.78%	$980.00	65.33%		$0.000	$0.000
	Sell	12/24/04	Short#3	$139.950		$980.00	$142,266.00		($520.00)	100.00%	65.33%	$0.000	$0.000
455	Sell Short	12/24/04	Short#3	$139.950	$0.00	1	($620.00)	(1.11%)	$160.00	19.05%		$0.000	$0.000
	Buy to Cover	12/31/04	Buy#3	$141.500		($620.00)	$141,646.00		($680.00)	7.14%	(73.81%)	$0.000	$0.000
456	Buy	12/31/04	Buy#3	$141.500	$0.00	1	($1,120.00)	(1.98%)	$480.00	22.43%		$0.000	$0.000
	Sell	01/28/05	Short#3	$138.700		($1,120.00)	$140,526.00		($1,660.00)	25.23%	(52.34%)	$0.000	$0.000
457	Sell Short	01/28/05	Short#3	$138.700	$0.00	1	$460.00	0.83%	$740.00	72.55%		$0.000	$0.000
	Buy to Cover	02/04/05	Buy#3	$137.550		$460.00	$140,986.00		($280.00)	72.55%	45.10%	$0.000	$0.000
458	Buy	02/04/05	Buy#3	$137.550	$0.00	1	($260.00)	(0.47%)	$810.00	68.07%		$0.000	$0.000
	Sell	02/18/05	Short#3	$136.900		($260.00)	$140,726.00		($380.00)	10.08%	(21.85%)	$0.000	$0.000
459	Sell Short	02/18/05	Short#3	$136.900	$0.00	1	($940.00)	(1.72%)	$660.00	37.50%		$0.000	$0.000
	Buy to Cover	03/11/05	Buy#3	$139.250		($940.00)	$139,786.00		($1,100.00)	9.09%	(53.41%)	$0.000	$0.000
460	Buy	03/11/05	Buy#3	$139.250	$0.00	1	$80.00	0.14%	$1,180.00	84.29%		$0.000	$0.000
	Sell	03/18/05	Short#3	$139.450		$80.00	$139,866.00		($220.00)	21.43%	5.71%	$0.000	$0.000
461	Sell Short	03/18/05	Short#3	$139.450	$0.00	1	$840.00	1.51%	$940.00	83.93%		$0.000	$0.000
	Buy to Cover	03/25/05	Buy#3	$137.350		$840.00	$140,706.00		($180.00)	91.07%	75.00%	$0.000	$0.000
462	Buy	03/25/05	Buy#3	$137.350	$0.00	1	($10.00)	(0.02%)	$1,110.00	84.09%		$0.000	$0.000
	Sell	04/15/05	Short#3	$137.325		($10.00)	$140,696.00		($210.00)	15.15%	(0.76%)	$0.000	$0.000
463	Sell Short	04/15/05	Short#3	$137.325	$0.00	1	($240.00)	(0.44%)	$180.00	25.71%		$0.000	$0.000
	Buy to Cover	04/22/05	Buy#3	$137.925		($240.00)	$140,456.00		($520.00)	40.00%	(34.29%)	$0.000	$0.000
464	Buy	04/22/05	Buy#3	$137.925	$0.00	1	$620.00	1.12%	$1,140.00	89.76%		$0.000	$0.000
	Sell	05/06/05	Short#3	$139.475		$620.00	$141,076.00		($130.00)	59.06%	48.82%	$0.000	$0.000
465	Sell Short	05/06/05	Short#3	$139.475	$0.00	1	$420.00	0.75%	$560.00	100.00%		$0.000	$0.000
	Buy to Cover	05/13/05	Buy#3	$138.425		$420.00	$141,496.00		$0.00	75.00%	75.00%	$0.000	$0.000
466	Buy	05/13/05	Buy#3	$138.425	$0.00	1	$100.00	0.18%	$930.00	97.89%		$0.000	$0.000
	Sell	05/27/05	Short#3	$138.675		$100.00	$141,596.00		($20.00)	12.63%	10.53%	$0.000	$0.000
467	Sell Short	05/27/05	Short#3	$138.675	$0.00	1	$370.00	0.67%	$420.00	91.30%		$0.000	$0.000
	Buy to Cover	06/03/05	Buy#3	$137.750		$370.00	$141,966.00		($40.00)	89.13%	80.43%	$0.000	$0.000
468	Buy	06/03/05	Buy#3	$137.750	$0.00	1	($1,640.00)	(2.98%)	$380.00	17.12%		$0.000	$0.000
	Sell	07/01/05	Short#3	$133.650		($1,640.00)	$140,326.00		($1,840.00)	9.01%	(73.87%)	$0.000	$0.000
469	Sell Short	07/01/05	Short#3	$133.650	$0.00	1	$0.00	0.00%	$280.00	34.15%		$0.000	$0.000
	Buy to Cover	07/15/05	Buy#3	$133.650		$0.00	$140,326.00		($540.00)	65.85%	0.00%	$0.000	$0.000
470	Buy	07/15/05	Buy#3	$133.650	$0.00	1	($480.00)	(0.90%)	$40.00	5.71%		$0.000	$0.000
	Sell	07/22/05	Short#3	$132.450		($480.00)	$139,846.00		($660.00)	25.71%	(68.57%)	$0.000	$0.000
471	Sell Short	07/22/05	Short#3	$132.450	$0.00	1	($510.00)	(0.96%)	$120.00	8.16%		$0.000	$0.000
	Buy to Cover	08/12/05	Buy#3	$133.725		($510.00)	$139,336.00		($1,350.00)	57.14%	(34.69%)	$0.000	$0.000
472	Buy	08/12/05	Buy#3	$133.725	$0.00	1	$480.00	0.90%	$560.00	38.36%		$0.000	$0.000
	Sell	09/02/05	Short#3	$134.925		$480.00	$139,816.00		($900.00)	94.52%	32.88%	$0.000	$0.000
473	Sell Short	09/02/05	Short#3	$134.925	$0.00	1	$660.00	1.22%	$900.00	78.26%		$0.000	$0.000
	Buy to Cover	09/09/05	Buy#3	$133.275		$660.00	$140,476.00		($250.00)	79.13%	57.39%	$0.000	$0.000
474	Buy	09/09/05	Buy#3	$133.275	$0.00	1	$1,460.00	2.74%	$1,460.00	96.69%		$0.000	$0.000
	Sell	09/16/05	Short#3	$136.925		$1,460.00	$141,936.00		($50.00)	100.00%	96.69%	$0.000	$0.000
475	Sell Short	09/16/05	Short#3	$136.925	$0.00	1	($1,380.00)	(2.52%)	$30.00	1.82%		$0.000	$0.000
	Buy to Cover	10/07/05	Buy#3	$140.375		($1,380.00)	$140,556.00		($1,620.00)	14.55%	(83.64%)	$0.000	$0.000
476	Buy	10/07/05	Buy#3	$140.375	$0.00	1	$600.00	1.07%	$850.00	62.04%		$0.000	$0.000
	Sell	11/04/05	Short#3	$141.875		$600.00	$141,156.00		($520.00)	81.75%	43.80%	$0.000	$0.000
477	Sell Short	11/04/05	Short#3	$141.875	$0.00	1	$420.00	0.74%	$700.00	53.85%		$0.000	$0.000
	Buy to Cover	11/18/05	Buy#3	$140.825		$420.00	$141,576.00		($600.00)	78.46%	32.31%	$0.000	$0.000
478	Buy	11/18/05	Buy#3	$140.825	$0.00	1	$1,150.00	2.04%	$1,850.00	88.52%		$0.000	$0.000
	Sell	12/30/05	Short#3	$143.700		$1,150.00	$142,726.00		($240.00)	66.51%	55.02%	$0.000	$0.000
479	Sell Short	12/30/05	Short#3	$143.700	$0.00	1	($260.00)	(0.45%)	$120.00	24.00%		$0.000	$0.000
	Buy to Cover	01/06/06	Buy#3	$144.350		($260.00)	$142,466.00		($380.00)	24.00%	(52.00%)	$0.000	$0.000
480	Buy	01/06/06	Buy#3	$144.350	$0.00	1	($160.00)	(0.28%)	$300.00	48.39%		$0.000	$0.000
	Sell	01/13/06	Short#3	$143.950		($160.00)	$142,306.00		($320.00)	25.81%	(25.81%)	$0.000	$0.000
481	Sell Short	01/13/06	Short#3	$143.950	$0.00	1	$950.00	1.65%	$970.00	69.78%		$0.000	$0.000
	Buy to Cover	02/03/06	Buy#3	$141.575		$950.00	$143,256.00		($420.00)	98.56%	68.35%	$0.000	$0.000
482	Buy	02/03/06	Buy#3	$141.575	$0.00	1	($3,490.00)	(6.16%)	$140.00	2.56%		$0.000	$0.000
	Sell	05/26/06	Short#3	$132.850		($3,490.00)	$139,766.00		($5,330.00)	33.64%	(63.80%)	$0.000	$0.000
483	Sell Short	05/26/06	Short#3	$132.850	$0.00	1	($380.00)	(0.72%)	$200.00	11.43%		$0.000	$0.000
	Buy to Cover	06/16/06	Buy#3	$133.800		($380.00)	$139,386.00		($1,550.00)	66.86%	(21.71%)	$0.000	$0.000
484	Buy	06/16/06	Buy#3	$133.800	$0.00	1	$3,160.00	5.90%	$3,160.00	93.77%		$0.000	$0.000
	Sell	06/30/06	Short#3	$141.700		$3,160.00	$142,546.00		($210.00)	100.00%	93.77%	$0.000	$0.000
485	Sell Short	06/30/06	Short#3	$141.700	$0.00	1	$940.00	1.66%	$940.00	63.51%		$0.000	$0.000
	Buy to Cover	07/14/06	Buy#3	$139.350		$940.00	$143,486.00		($540.00)	100.00%	63.51%	$0.000	$0.000
486	Buy	07/14/06	Buy#3	$139.350	$0.00	1	$640.00	1.15%	$640.00	40.51%		$0.000	$0.000
	Sell	08/11/06	Short#3	$140.950		$640.00	$144,126.00		($940.00)	100.00%	40.51%	$0.000	$0.000
487	Sell Short	08/11/06	Short#3	$140.950	$0.00	1	($940.00)	(1.67%)	$0.00	0.00%		$0.000	$0.000
	Buy to Cover	08/18/06	Buy#3	$143.300		($940.00)	$143,186.00		($1,460.00)	35.62%	(64.38%)	$0.000	$0.000
488	Buy	08/18/06	Buy#3	$143.300	$0.00	1	$680.00	1.19%	$800.00	58.82%		$0.000	$0.000
	Sell	09/08/06	Short#3	$145.000		$680.00	$143,866.00		($560.00)	91.18%	50.00%	$0.000	$0.000
489	Sell Short	09/08/06	Short#3	$145.000	$0.00	1	$1,410.00	2.43%	$1,800.00	80.36%		$0.000	$0.000
	Buy to Cover	09/22/06	Buy#3	$141.475		$1,410.00	$145,276.00		($440.00)	82.59%	62.95%	$0.000	$0.000
490	Buy	09/22/06	Buy#3	$141.475	$0.00	1	($420.00)	(0.74%)	$660.00	56.41%		$0.000	$0.000
	Sell	10/13/06	Short#3	$140.425		($420.00)	$144,856.00		($510.00)	7.69%	(35.90%)	$0.000	$0.000
491	Sell Short	10/13/06	Short#3	$140.425	$0.00	1	$180.00	0.32%	$700.00	94.59%		$0.000	$0.000
	Buy to Cover	10/20/06	Buy#3	$139.975		$180.00	$145,036.00		($40.00)	29.73%	24.32%	$0.000	$0.000
492	Buy	10/20/06	Buy#3	$139.975	$0.00	1	($80.00)	(0.14%)	$210.00	30.43%		$0.000	$0.000
	Sell	10/27/06	Short#3	$139.775		($80.00)	$144,956.00		($480.00)	57.97%	(11.59%)	$0.000	$0.000
493	Sell Short	10/27/06	Short#3	$139.775	$0.00	1	($800.00)	(1.43%)	$140.00	10.14%		$0.000	$0.000
	Buy to Cover	11/03/06	Buy#3	$141.775		($800.00)	$144,156.00		($1,240.00)	31.88%	(57.97%)	$0.000	$0.000
494	Buy	11/03/06	Buy#3	$141.775	$0.00	1	($1,020.00)	(1.80%)	$40.00	1.84%		$0.000	$0.000
	Sell	11/24/06	Short#3	$139.225		($1,020.00)	$143,136.00		($2,130.00)	51.15%	(47.00%)	$0.000	$0.000
495	Sell Short	11/24/06	Short#3	$139.225	$0.00	1	$140.00	0.25%	$760.00	64.41%		$0.000	$0.000
	Buy to Cover	12/15/06	Buy#3	$138.875		$140.00	$143,276.00		($420.00)	47.46%	11.86%	$0.000	$0.000
496	Buy	12/15/06	Buy#3	$138.875	$0.00	1	$0.00	0.00%	$80.00	12.12%		$0.000	$0.000
	Sell	12/22/06	Short#3	$138.875		$0.00	$143,276.00		($580.00)	87.88%	0.00%	$0.000	$0.000
497	Sell Short	12/22/06	Short#3	$138.875	$0.00	1	($1,500.00)	(2.70%)	$80.00	5.06%		$0.000	$0.000
	Buy to Cover	01/05/07	Buy#3	$142.625		($1,500.00)	$141,776.00		($1,500.00)	0.00%	(94.94%)	$0.000	$0.000
498	Buy	01/05/07	Buy#3	$142.625	$0.00	1	($180.00)	(0.32%)	$380.00	17.92%		$0.000	$0.000
	Sell	03/02/07	Short#3	$142.175		($180.00)	$141,596.00		($1,740.00)	73.58%	(8.49%)	$0.000	$0.000
499	Sell Short	03/02/07	Short#3	$142.175	$0.00	1	($600.00)	(1.06%)	$60.00	7.32%		$0.000	$0.000
	Buy to Cover	03/09/07	Buy#3	$143.675		($600.00)	$140,996.00		($760.00)	19.51%	(73.17%)	$0.000	$0.000
500	Buy	03/09/07	Buy#3	$143.675	$0.00	1	$1,580.00	2.75%	$1,620.00	84.37%		$0.000	$0.000
	Sell	03/16/07	Short#3	$147.625		$1,580.00	$142,576.00		($300.00)	97.92%	82.29%	$0.000	$0.000
501	Sell Short	03/16/07	Short#3	$147.625	$0.00	1	$1,820.00	3.08%	$1,860.00	78.48%		$0.000	$0.000
	Buy to Cover	03/23/07	Buy#3	$143.075		$1,820.00	$144,396.00		($510.00)	98.31%	76.79%	$0.000	$0.000
502	Buy	03/23/07	Buy#3	$143.075	$0.00	1	$860.00	1.50%	$1,230.00	68.72%		$0.000	$0.000
	Sell	04/13/07	Short#3	$145.225		$860.00	$145,256.00		($560.00)	79.33%	48.04%	$0.000	$0.000
503	Sell Short	04/13/07	Short#3	$145.225	$0.00	1	$1,030.00	1.77%	$2,010.00	90.54%		$0.000	$0.000
	Buy to Cover	05/18/07	Buy#3	$142.650		$1,030.00	$146,286.00		($210.00)	55.86%	46.40%	$0.000	$0.000
504	Buy	05/18/07	Buy#3	$142.650	$0.00	1	($240.00)	(0.42%)	$100.00	13.70%		$0.000	$0.000
	Sell	05/25/07	Short#3	$142.050		($240.00)	$146,046.00		($630.00)	53.42%	(32.88%)	$0.000	$0.000
505	Sell Short	05/25/07	Short#3	$142.050	$0.00	1	$780.00	1.37%	$1,020.00	77.27%		$0.000	$0.000
	Buy to Cover	06/01/07	Buy#3	$140.100		$780.00	$146,826.00		($300.00)	81.82%	59.09%	$0.000	$0.000
506	Buy	06/01/07	Buy#3	$140.100	$0.00	1	($840.00)	(1.50%)	$280.00	25.00%		$0.000	$0.000
	Sell	06/29/07	Short#3	$138.000		($840.00)	$145,986.00		($840.00)	0.00%	(75.00%)	$0.000	$0.000
507	Sell Short	06/29/07	Short#3	$138.000	$0.00	1	($400.00)	(0.72%)	$380.00	39.18%		$0.000	$0.000
	Buy to Cover	07/06/07	Buy#3	$139.000		($400.00)	$145,586.00		($590.00)	19.59%	(41.24%)	$0.000	$0.000
508	Buy	07/06/07	Buy#3	$139.000	$0.00	1	$1,080.00	1.94%	$1,080.00	78.26%		$0.000	$0.000
	Sell	07/13/07	Short#3	$141.700		$1,080.00	$146,666.00		($300.00)	100.00%	78.26%	$0.000	$0.000
509	Sell Short	07/13/07	Short#3	$141.700	$0.00	1	$510.00	0.90%	$540.00	54.00%		$0.000	$0.000
	Buy to Cover	07/20/07	Buy#3	$140.425		$510.00	$147,176.00		($460.00)	97.00%	51.00%	$0.000	$0.000
510	Buy	07/20/07	Buy#3	$140.425	$0.00	1	$880.00	1.57%	$880.00	71.54%		$0.000	$0.000
	Sell	08/03/07	Short#3	$142.625		$880.00	$148,056.00		($350.00)	100.00%	71.54%	$0.000	$0.000
511	Sell Short	08/03/07	Short#3	$142.625	$0.00	1	$360.00	0.63%	$540.00	54.00%		$0.000	$0.000
	Buy to Cover	08/10/07	Buy#3	$141.725		$360.00	$148,416.00		($460.00)	82.00%	36.00%	$0.000	$0.000
512	Buy	08/10/07	Buy#3	$141.725	$0.00	1	$0.00	0.00%	$180.00	9.14%		$0.000	$0.000
	Sell	08/31/07	Short#3	$141.725		$0.00	$148,416.00		($1,790.00)	90.86%	0.00%	$0.000	$0.000
513	Sell Short	08/31/07	Short#3	$141.725	$0.00	1	$380.00	0.67%	$560.00	87.50%		$0.000	$0.000
	Buy to Cover	09/07/07	Buy#3	$140.775		$380.00	$148,796.00		($80.00)	71.87%	59.37%	$0.000	$0.000
514	Buy	09/07/07	Buy#3	$140.775	$0.00	1	($400.00)	(0.71%)	$480.00	52.17%		$0.000	$0.000
	Sell	09/14/07	Short#3	$139.775		($400.00)	$148,396.00		($440.00)	4.35%	(43.48%)	$0.000	$0.000
515	Sell Short	09/14/07	Short#3	$139.775	$0.00	1	$1,720.00	3.08%	$1,740.00	71.02%		$0.000	$0.000
	Buy to Cover	11/02/07	Buy#3	$135.475		$1,720.00	$150,116.00		($710.00)	99.18%	70.20%	$0.000	$0.000
516	Buy	11/02/07	Buy#3	$135.475	$0.00	1	$80.00	0.15%	$360.00	40.00%		$0.000	$0.000
	Sell	11/16/07	Short#3	$135.675		$80.00	$150,196.00		($540.00)	68.89%	8.89%	$0.000	$0.000
517	Sell Short	11/16/07	Short#3	$135.675	$0.00	1	$450.00	0.83%	$530.00	43.80%		$0.000	$0.000
	Buy to Cover	12/07/07	Buy#3	$134.550		$450.00	$150,646.00		($680.00)	93.39%	37.19%	$0.000	$0.000
518	Buy	12/07/07	Buy#3	$134.550	$0.00	1	($260.00)	(0.48%)	$820.00	73.21%		$0.000	$0.000
	Sell	12/28/07	Short#3	$133.900		($260.00)	$150,386.00		($300.00)	3.57%	(23.21%)	$0.000	$0.000
519	Sell Short	12/28/07	Short#3	$133.900	$0.00	1	($320.00)	(0.60%)	$270.00	29.67%		$0.000	$0.000
	Buy to Cover	01/04/08	Buy#3	$134.700		($320.00)	$150,066.00		($640.00)	35.16%	(35.16%)	$0.000	$0.000
520	Buy	01/04/08	Buy#3	$134.700	$0.00	1	($1,950.00)	(3.62%)	$370.00	11.86%		$0.000	$0.000
	Sell	02/01/08	Short#3	$129.825		($1,950.00)	$148,116.00		($2,750.00)	25.64%	(62.50%)	$0.000	$0.000
521	Sell Short	02/01/08	Short#3	$129.825	$0.00	1	$40.00	0.08%	$230.00	29.87%		$0.000	$0.000
	Buy to Cover	02/08/08	Buy#3	$129.725		$40.00	$148,156.00		($540.00)	75.32%	5.19%	$0.000	$0.000
522	Buy	02/08/08	Buy#3	$129.725	$0.00	1	$660.00	1.27%	$920.00	83.64%		$0.000	$0.000
	Sell	02/15/08	Short#3	$131.375		$660.00	$148,816.00		($180.00)	76.36%	60.00%	$0.000	$0.000
523	Sell Short	02/15/08	Short#3	$131.375	$0.00	1	$820.00	1.56%	$940.00	89.52%		$0.000	$0.000
	Buy to Cover	02/22/08	Buy#3	$129.325		$820.00	$149,636.00		($110.00)	88.57%	78.10%	$0.000	$0.000
524	Buy	02/22/08	Buy#3	$129.325	$0.00	1	($1,140.00)	(2.20%)	$960.00	34.78%		$0.000	$0.000
	Sell	03/28/08	Short#3	$126.475		($1,140.00)	$148,496.00		($1,800.00)	23.91%	(41.30%)	$0.000	$0.000
525	Sell Short	03/28/08	Short#3	$126.475	$0.00	1	$1,400.00	2.77%	$1,400.00	88.61%		$0.000	$0.000
	Buy to Cover	04/04/08	Buy#3	$122.975		$1,400.00	$149,896.00		($180.00)	100.00%	88.61%	$0.000	$0.000
526	Buy	04/04/08	Buy#3	$122.975	$0.00	1	$1,000.00	2.03%	$1,340.00	87.01%		$0.000	$0.000
	Sell	04/18/08	Short#3	$125.475		$1,000.00	$150,896.00		($200.00)	77.92%	64.94%	$0.000	$0.000
527	Sell Short	04/18/08	Short#3	$125.475	$0.00	1	($1,020.00)	(2.03%)	$120.00	6.59%		$0.000	$0.000
	Buy to Cover	05/09/08	Buy#3	$128.025		($1,020.00)	$149,876.00		($1,700.00)	37.36%	(56.04%)	$0.000	$0.000
528	Buy	05/09/08	Buy#3	$128.025	$0.00	1	$500.00	0.98%	$1,100.00	70.06%		$0.000	$0.000
	Sell	05/23/08	Short#3	$129.275		$500.00	$150,376.00		($470.00)	61.78%	31.85%	$0.000	$0.000
529	Sell Short	05/23/08	Short#3	$129.275	$0.00	1	($1,090.00)	(2.11%)	$300.00	21.43%		$0.000	$0.000
	Buy to Cover	05/30/08	Buy#3	$132.000		($1,090.00)	$149,286.00		($1,100.00)	0.71%	(77.86%)	$0.000	$0.000
530	Buy	05/30/08	Buy#3	$132.000	$0.00	1	$1,240.00	2.35%	$1,930.00	66.78%		$0.000	$0.000
	Sell	07/04/08	Short#3	$135.100		$1,240.00	$150,526.00		($960.00)	76.12%	42.91%	$0.000	$0.000
531	Sell Short	07/04/08	Short#3	$135.100	$0.00	1	$440.00	0.81%	$510.00	80.95%		$0.000	$0.000
	Buy to Cover	07/11/08	Buy#3	$134.000		$440.00	$150,966.00		($120.00)	88.89%	69.84%	$0.000	$0.000
532	Buy	07/11/08	Buy#3	$134.000	$0.00	1	($1,110.00)	(2.07%)	$60.00	2.34%		$0.000	$0.000
	Sell	08/08/08	Short#3	$131.225		($1,110.00)	$149,856.00		($2,500.00)	54.30%	(43.36%)	$0.000	$0.000
533	Sell Short	08/08/08	Short#3	$131.225	$0.00	1	$620.00	1.18%	$960.00	64.86%		$0.000	$0.000
	Buy to Cover	08/22/08	Buy#3	$129.675		$620.00	$150,476.00		($520.00)	77.03%	41.89%	$0.000	$0.000
534	Buy	08/22/08	Buy#3	$129.675	$0.00	1	($2,560.00)	(4.94%)	$300.00	10.49%		$0.000	$0.000
	Sell	10/03/08	Short#3	$123.275		($2,560.00)	$147,916.00		($2,560.00)	0.00%	(89.51%)	$0.000	$0.000
535	Sell Short	10/03/08	Short#3	$123.275	$0.00	1	$2,370.00	4.81%	$2,370.00	100.00%		$0.000	$0.000
	Buy to Cover	10/10/08	Buy#3	$117.350		$2,370.00	$150,286.00		$0.00	100.00%	100.00%	$0.000	$0.000
536	Buy	10/10/08	Buy#3	$117.350	$0.00	1	($1,030.00)	(2.19%)	$170.00	4.67%		$0.000	$0.000
	Sell	11/07/08	Short#3	$114.775		($1,030.00)	$149,256.00		($3,470.00)	67.03%	(28.30%)	$0.000	$0.000
537	Sell Short	11/07/08	Short#3	$114.775	$0.00	1	$1,360.00	2.96%	$1,360.00	68.69%		$0.000	$0.000
	Buy to Cover	11/21/08	Buy#3	$111.375		$1,360.00	$150,616.00		($620.00)	100.00%	68.69%	$0.000	$0.000
538	Buy	11/21/08	Buy#3	$111.375	$0.00	1	($1,570.00)	(3.52%)	$60.00	1.50%		$0.000	$0.000
	Sell	01/02/09	Short#3	$107.450		($1,570.00)	$149,046.00		($3,950.00)	59.35%	(39.15%)	$0.000	$0.000
539	Sell Short	01/02/09	Short#3	$107.450	$0.00	1	($140.00)	(0.33%)	$660.00	40.24%		$0.000	$0.000
	Buy to Cover	01/09/09	Buy#3	$107.800		($140.00)	$148,906.00		($980.00)	51.22%	(8.54%)	$0.000	$0.000
540	Buy	01/09/09	Buy#3	$107.800	$0.00	1	($2,880.00)	(6.68%)	$860.00	21.08%		$0.000	$0.000
	Sell	03/13/09	Short#3	$100.600		($2,880.00)	$146,026.00		($3,220.00)	8.33%	(70.59%)	$0.000	$0.000
541	Sell Short	03/13/09	Short#3	$100.600	$0.00	1	($1,080.00)	(2.68%)	$400.00	26.32%		$0.000	$0.000
	Buy to Cover	03/27/09	Buy#3	$103.300		($1,080.00)	$144,946.00		($1,120.00)	2.63%	(71.05%)	$0.000	$0.000
542	Buy	03/27/09	Buy#3	$103.300	$0.00	1	($930.00)	(2.25%)	$160.00	14.68%		$0.000	$0.000
	Sell	04/03/09	Short#3	$100.975		($930.00)	$144,016.00		($930.00)	0.00%	(85.32%)	$0.000	$0.000
543	Sell Short	04/03/09	Short#3	$100.975	$0.00	1	($1,260.00)	(3.12%)	$380.00	22.62%		$0.000	$0.000
	Buy to Cover	04/10/09	Buy#3	$104.125		($1,260.00)	$142,756.00		($1,300.00)	2.38%	(75.00%)	$0.000	$0.000
544	Buy	04/10/09	Buy#3	$104.125	$0.00	1	($60.00)	(0.14%)	$630.00	75.90%		$0.000	$0.000
	Sell	04/24/09	Short#3	$103.975		($60.00)	$142,696.00		($200.00)	16.87%	(7.23%)	$0.000	$0.000
545	Sell Short	04/24/09	Short#3	$103.975	$0.00	1	$740.00	1.78%	$740.00	84.09%		$0.000	$0.000
	Buy to Cover	05/01/09	Buy#3	$102.125		$740.00	$143,436.00		($140.00)	100.00%	84.09%	$0.000	$0.000
546	Buy	05/01/09	Buy#3	$102.125	$0.00	1	$300.00	0.73%	$520.00	56.52%		$0.000	$0.000
	Sell	05/15/09	Short#3	$102.875		$300.00	$143,736.00		($400.00)	76.09%	32.61%	$0.000	$0.000
547	Sell Short	05/15/09	Short#3	$102.875	$0.00	1	$140.00	0.34%	$580.00	58.00%		$0.000	$0.000
	Buy to Cover	05/29/09	Buy#3	$102.525		$140.00	$143,876.00		($420.00)	56.00%	14.00%	$0.000	$0.000
548	Buy	05/29/09	Buy#3	$102.525	$0.00	1	($480.00)	(1.17%)	$190.00	12.84%		$0.000	$0.000
	Sell	06/26/09	Short#3	$101.325		($480.00)	$143,396.00		($1,290.00)	54.73%	(32.43%)	$0.000	$0.000
549	Sell Short	06/26/09	Short#3	$101.325	$0.00	1	($1,000.00)	(2.47%)	$140.00	8.64%		$0.000	$0.000
	Buy to Cover	07/10/09	Buy#3	$103.825		($1,000.00)	$142,396.00		($1,480.00)	29.63%	(61.73%)	$0.000	$0.000
550	Buy	07/10/09	Buy#3	$103.825	$0.00	1	$690.00	1.66%	$690.00	48.25%		$0.000	$0.000
	Sell	07/24/09	Short#3	$105.550		$690.00	$143,086.00		($740.00)	100.00%	48.25%	$0.000	$0.000
551	Sell Short	07/24/09	Short#3	$105.550	$0.00	1	$940.00	2.23%	$940.00	87.04%		$0.000	$0.000
	Buy to Cover	07/31/09	Buy#3	$103.200		$940.00	$144,026.00		($140.00)	100.00%	87.04%	$0.000	$0.000
552	Buy	07/31/09	Buy#3	$103.200	$0.00	1	($1,160.00)	(2.81%)	$680.00	36.96%		$0.000	$0.000
	Sell	09/04/09	Short#3	$100.300		($1,160.00)	$142,866.00		($1,160.00)	0.00%	(63.04%)	$0.000	$0.000
553	Sell Short	09/04/09	Short#3	$100.300	$0.00	1	($20.00)	(0.05%)	$920.00	52.27%		$0.000	$0.000
	Buy to Cover	11/06/09	Buy#3	$100.350		($20.00)	$142,846.00		($840.00)	46.59%	(1.14%)	$0.000	$0.000
554	Buy	11/06/09	Buy#3	$100.350	$0.00	1	($700.00)	(1.74%)	$380.00	23.75%		$0.000	$0.000
	Sell	11/27/09	Short#3	$98.600		($700.00)	$142,146.00		($1,220.00)	32.50%	(43.75%)	$0.000	$0.000
555	Sell Short	11/27/09	Short#3	$98.600	$0.00	1	$1,050.00	2.66%	$1,370.00	90.13%		$0.000	$0.000
	Buy to Cover	12/11/09	Buy#3	$95.975		$1,050.00	$143,196.00		($150.00)	78.95%	69.08%	$0.000	$0.000
556	Buy	12/11/09	Buy#3	$95.975	$0.00	1	$720.00	1.88%	$720.00	52.17%		$0.000	$0.000
	Sell	12/25/09	Short#3	$97.775		$720.00	$143,916.00		($660.00)	100.00%	52.17%	$0.000	$0.000
557	Sell Short	12/25/09	Short#3	$97.775	$0.00	1	$200.00	0.51%	$320.00	57.14%		$0.000	$0.000
	Buy to Cover	01/01/10	Buy#3	$97.275		$200.00	$144,116.00		($240.00)	78.57%	35.71%	$0.000	$0.000
558	Buy	01/01/10	Buy#3	$97.275	$0.00	1	$360.00	0.93%	$780.00	91.76%		$0.000	$0.000
	Sell	01/15/10	Short#3	$98.175		$360.00	$144,476.00		($70.00)	50.59%	42.35%	$0.000	$0.000
559	Sell Short	01/15/10	Short#3	$98.175	$0.00	1	($670.00)	(1.71%)	$400.00	37.38%		$0.000	$0.000
	Buy to Cover	01/22/10	Buy#3	$99.850		($670.00)	$143,806.00		($670.00)	0.00%	(62.62%)	$0.000	$0.000
560	Buy	01/22/10	Buy#3	$99.850	$0.00	1	$810.00	2.03%	$920.00	46.23%		$0.000	$0.000
	Sell	02/26/10	Short#3	$101.875		$810.00	$144,616.00		($1,070.00)	94.47%	40.70%	$0.000	$0.000
561	Sell Short	02/26/10	Short#3	$101.875	$0.00	1	$520.00	1.28%	$700.00	92.11%		$0.000	$0.000
	Buy to Cover	03/05/10	Buy#3	$100.575		$520.00	$145,136.00		($60.00)	76.32%	68.42%	$0.000	$0.000
562	Buy	03/05/10	Buy#3	$100.575	$0.00	1	$2,400.00	5.97%	$2,700.00	94.41%		$0.000	$0.000
	Sell	03/26/10	Short#3	$106.575		$2,400.00	$147,536.00		($160.00)	89.51%	83.92%	$0.000	$0.000
563	Sell Short	03/26/10	Short#3	$106.575	$0.00	1	$1,380.00	3.24%	$1,600.00	94.12%		$0.000	$0.000
	Buy to Cover	04/02/10	Buy#3	$103.125		$1,380.00	$148,916.00		($100.00)	87.06%	81.18%	$0.000	$0.000
564	Buy	04/02/10	Buy#3	$103.125	$0.00	1	$1,220.00	2.96%	$1,310.00	100.00%		$0.000	$0.000
	Sell	04/16/10	Short#3	$106.175		$1,220.00	$150,136.00		$0.00	93.13%	93.13%	$0.000	$0.000
565	Sell Short	04/16/10	Short#3	$106.175	$0.00	1	$240.00	0.57%	$880.00	93.62%		$0.000	$0.000
	Buy to Cover	04/23/10	Buy#3	$105.575		$240.00	$150,376.00		($60.00)	31.91%	25.53%	$0.000	$0.000
566	Buy	04/23/10	Buy#3	$105.575	$0.00	1	$300.00	0.71%	$1,080.00	29.59%		$0.000	$0.000
	Sell	08/13/10	Short#3	$106.325		$300.00	$150,676.00		($2,570.00)	78.63%	8.22%	$0.000	$0.000
567	Sell Short	08/13/10	Short#3	$106.325	$0.00	1	($1,080.00)	(2.54%)	$430.00	19.37%		$0.000	$0.000
	Buy to Cover	09/03/10	Buy#3	$109.025		($1,080.00)	$149,596.00		($1,790.00)	31.98%	(48.65%)	$0.000	$0.000
568	Buy	09/03/10	Buy#3	$109.025	$0.00	1	$10.00	0.02%	$720.00	32.73%		$0.000	$0.000
	Sell	10/22/10	Short#3	$109.050		$10.00	$149,606.00		($1,480.00)	67.73%	0.45%	$0.000	$0.000
569	Sell Short	10/22/10	Short#3	$109.050	$0.00	1	($490.00)	(1.12%)	$190.00	19.39%		$0.000	$0.000
	Buy to Cover	10/29/10	Buy#3	$110.275		($490.00)	$149,116.00		($790.00)	30.61%	(50.00%)	$0.000	$0.000
570	Buy	10/29/10	Buy#3	$110.275	$0.00	1	($300.00)	(0.68%)	$0.00	0.00%		$0.000	$0.000
	Sell	11/26/10	Short#3	$109.525		($300.00)	$148,816.00		($1,780.00)	83.15%	(16.85%)	$0.000	$0.000
571	Sell Short	11/26/10	Short#3	$109.525	$0.00	1	($610.00)	(1.39%)	$100.00	12.05%		$0.000	$0.000
	Buy to Cover	12/03/10	Buy#3	$111.050		($610.00)	$148,206.00		($730.00)	14.46%	(73.49%)	$0.000	$0.000
572	Buy	12/03/10	Buy#3	$111.050	$0.00	1	$680.00	1.53%	$800.00	43.01%		$0.000	$0.000
	Sell	12/31/10	Short#3	$112.750		$680.00	$148,886.00		($1,060.00)	93.55%	36.56%	$0.000	$0.000
573	Sell Short	12/31/10	Short#3	$112.750	$0.00	1	$560.00	1.24%	$760.00	60.32%		$0.000	$0.000
	Buy to Cover	01/14/11	Buy#3	$111.350		$560.00	$149,446.00		($500.00)	84.13%	44.44%	$0.000	$0.000
574	Buy	01/14/11	Buy#3	$111.350	$0.00	1	$1,620.00	3.64%	$1,680.00	100.00%		$0.000	$0.000
	Sell	01/21/11	Short#3	$115.400		$1,620.00	$151,066.00		$0.00	96.43%	96.43%	$0.000	$0.000
575	Sell Short	01/21/11	Short#3	$115.400	$0.00	1	$1,140.00	2.47%	$1,140.00	62.64%		$0.000	$0.000
	Buy to Cover	01/28/11	Buy#3	$112.550		$1,140.00	$152,206.00		($680.00)	100.00%	62.64%	$0.000	$0.000
576	Buy	01/28/11	Buy#3	$112.550	$0.00	1	$230.00	0.51%	$1,020.00	63.75%		$0.000	$0.000
	Sell	02/11/11	Short#3	$113.125		$230.00	$152,436.00		($580.00)	50.63%	14.38%	$0.000	$0.000
577	Sell Short	02/11/11	Short#3	$113.125	$0.00	1	$130.00	0.29%	$1,010.00	81.45%		$0.000	$0.000
	Buy to Cover	02/18/11	Buy#3	$112.800		$130.00	$152,566.00		($230.00)	29.03%	10.48%	$0.000	$0.000
578	Buy	02/18/11	Buy#3	$112.800	$0.00	1	$840.00	1.86%	$1,120.00	92.56%		$0.000	$0.000
	Sell	02/25/11	Short#3	$114.900		$840.00	$153,406.00		($90.00)	76.86%	69.42%	$0.000	$0.000
579	Sell Short	02/25/11	Short#3	$114.900	$0.00	1	$320.00	0.70%	$1,540.00	91.67%		$0.000	$0.000
	Buy to Cover	03/11/11	Buy#3	$114.100		$320.00	$153,726.00		($140.00)	27.38%	19.05%	$0.000	$0.000
580	Buy	03/11/11	Buy#3	$114.100	$0.00	1	$1,280.00	2.80%	$1,560.00	84.78%		$0.000	$0.000
	Sell	03/18/11	Short#3	$117.300		$1,280.00	$155,006.00		($280.00)	84.78%	69.57%	$0.000	$0.000
581	Sell Short	03/18/11	Short#3	$117.300		1	n/a	n/a	$1,520.00	n/a		$0.000	$0.000
	Buy to Cover	open	n/a	$113.500		n/a	n/a		($80.00)	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 Periodical Returns: Annual

Mark-To-Market Period Analysis:

Period	Net Profit	% Gain	Profit Factor	# Trades	% Profitable
Last 12 month	$10,130.00	4.11%	5.08	20	80.00%
1/1/2011	$7,900.00	3.18%	100.00	9	100.00%
1/1/2010	$4,470.00	1.83%	2.30	17	58.82%
1/1/2009	($4,690.00)	(1.88%)	0.52	20	45.00%
1/1/2008	($1,200.00)	(0.48%)	0.90	20	60.00%
1/1/2007	$7,950.00	3.28%	3.22	23	56.52%
1/1/2006	($340.00)	(0.14%)	0.96	19	47.37%
1/1/2005	$2,280.00	0.95%	1.40	24	58.33%
1/1/2004	$17,370.00	7.80%	3.15	27	66.67%
1/1/2003	$16,040.00	7.76%	4.23	24	75.00%
1/1/2002	$6,170.00	3.08%	2.98	21	76.19%
1/1/2001	$6,230.00	3.21%	3.79	19	57.89%
1/1/2000	$4,400.00	2.32%	3.24	25	64.00%
1/1/1999	$4,560.00	2.46%	2.28	26	61.54%
1/1/1998	$10,780.00	6.17%	6.50	21	80.95%
1/1/1997	$5,118.00	3.02%	3.38	22	68.18%
1/1/1996	$3,250.00	1.96%	1.52	20	55.00%
1/1/1995	$7,282.00	4.58%	3.17	23	60.87%
1/1/1994	$3,090.00	1.98%	1.57	22	59.09%
1/1/1993	$8,508.00	5.77%	8.52	19	84.21%
1/1/1992	$1,374.00	0.94%	1.35	18	66.67%
1/1/1991	$3,156.00	2.21%	1.70	21	61.90%
1/1/1990	$4,794.00	3.47%	4.13	19	78.95%
1/1/1989	$2,958.00	2.19%	1.97	20	65.00%
1/1/1988	$8,026.00	6.32%	2.65	26	57.69%
1/1/1987	$6,564.00	5.45%	2.53	21	52.38%
1/1/1986	$3,458.00	2.95%	1.83	15	60.00%
1/1/1985	$6,652.00	6.03%	2.51	18	66.67%
1/1/1984	$5,372.00	5.12%	2.37	23	69.57%
1/1/1983	$1,792.00	1.74%	1.28	23	52.17%
1/1/1982	$3,212.00	3.21%	100.00	5	100.00%

Mark-To-Market Rolling Period Analysis:

Period	Net Profit	% Gain	Profit Factor	# Trades	% Profitable
1/1/2011 - Today	$7,900.00	3.18%	100.00	9	100.00%
1/1/2010 - 1/1/2011	$12,370.00	5.07%	4.88	25	76.00%
1/1/2009 - 1/1/2011	$7,680.00	3.09%	1.60	44	63.64%
1/1/2008 - 1/1/2011	$6,480.00	2.59%	1.27	63	61.90%
1/1/2007 - 1/1/2011	$14,430.00	5.96%	1.52	85	60.00%
1/1/2006 - 1/1/2011	$14,090.00	5.81%	1.39	103	58.25%
1/1/2005 - 1/1/2011	$16,370.00	6.82%	1.39	126	57.94%
1/1/2004 - 1/1/2011	$33,740.00	15.14%	1.68	152	59.21%
1/1/2003 - 1/1/2011	$49,780.00	24.08%	1.91	175	61.71%
1/1/2002 - 1/1/2011	$55,950.00	27.89%	1.97	195	63.08%
1/1/2001 - 1/1/2011	$62,180.00	31.99%	2.04	213	62.91%
1/1/2000 - 1/1/2011	$66,580.00	35.05%	2.08	237	63.29%
1/1/1999 - 1/1/2011	$71,140.00	38.37%	2.09	262	63.36%
1/1/1998 - 1/1/2011	$81,920.00	46.92%	2.22	282	64.54%
1/1/1997 - 1/1/2011	$87,038.00	51.35%	2.26	303	64.69%
1/1/1996 - 1/1/2011	$90,288.00	54.31%	2.20	322	64.29%
1/1/1995 - 1/1/2011	$97,570.00	61.38%	2.24	344	64.24%
1/1/1994 - 1/1/2011	$100,660.00	64.58%	2.19	365	63.84%
1/1/1993 - 1/1/2011	$109,168.00	74.08%	2.28	383	65.01%
1/1/1992 - 1/1/2011	$110,542.00	75.72%	2.24	400	65.25%
1/1/1991 - 1/1/2011	$113,698.00	79.60%	2.21	420	65.00%
1/1/1990 - 1/1/2011	$118,492.00	85.84%	2.24	438	65.53%
1/1/1989 - 1/1/2011	$121,450.00	89.91%	2.24	457	65.43%
1/1/1988 - 1/1/2011	$129,476.00	101.91%	2.26	482	64.94%
1/1/1987 - 1/1/2011	$136,040.00	112.91%	2.27	502	64.34%
1/1/1986 - 1/1/2011	$139,498.00	119.20%	2.25	516	64.15%
1/1/1985 - 1/1/2011	$146,150.00	132.41%	2.26	533	64.35%
1/1/1984 - 1/1/2011	$151,522.00	144.30%	2.26	555	64.50%
1/1/1983 - 1/1/2011	$153,314.00	148.54%	2.22	577	63.95%
1/1/1982 - 1/1/2011	$156,526.00	156.53%	2.24	581	64.20%
1/1/1981 - 1/1/2011	$156,526.00	156.53%	2.24	581	64.20%

--==TSBoundary-SPR Content-Type: text/html; charset=us-ascii Content-Transfer-Encoding: 7bit Content-ID: Daily Analysis

TradeStation Periodical Returns: Daily

Mark-To-Market Period Analysis:

Period	Net Profit	% Gain	Profit Factor	# Trades	% Profitable
3/18/2011	$1,590.00	0.62%	100.00	2	100.00%
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	$1,190.00	0.47%	60.50	2	50.00%
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	$20.00	0.01%	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	$220.00	0.09%	3.20	2	50.00%
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	$900.00	0.36%	23.50	2	50.00%
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	$210.00	0.08%	100.00	2	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	$1,590.00	0.62%	100.00	2	100.00%
3/17/2011 - 3/18/2011	$1,590.00	0.62%	100.00	2	100.00%
3/16/2011 - 3/18/2011	$1,590.00	0.62%	100.00	2	100.00%
3/15/2011 - 3/18/2011	$1,590.00	0.62%	100.00	2	100.00%
3/14/2011 - 3/18/2011	$1,590.00	0.62%	100.00	2	100.00%
3/13/2011 - 3/18/2011	$1,590.00	0.62%	100.00	2	100.00%
3/12/2011 - 3/18/2011	$1,590.00	0.62%	100.00	2	100.00%
3/11/2011 - 3/18/2011	$2,780.00	1.10%	140.00	3	66.67%
3/10/2011 - 3/18/2011	$2,780.00	1.10%	140.00	3	66.67%
3/9/2011 - 3/18/2011	$2,780.00	1.10%	140.00	3	66.67%
3/8/2011 - 3/18/2011	$2,780.00	1.10%	140.00	3	66.67%
3/7/2011 - 3/18/2011	$2,780.00	1.10%	140.00	3	66.67%
3/6/2011 - 3/18/2011	$2,780.00	1.10%	140.00	3	66.67%
3/5/2011 - 3/18/2011	$2,780.00	1.10%	140.00	3	66.67%
3/4/2011 - 3/18/2011	$2,800.00	1.10%	100.00	3	66.67%
3/3/2011 - 3/18/2011	$2,800.00	1.10%	100.00	3	66.67%
3/2/2011 - 3/18/2011	$2,800.00	1.10%	100.00	3	66.67%
3/1/2011 - 3/18/2011	$2,800.00	1.10%	100.00	3	66.67%
2/28/2011 - 3/18/2011	$2,800.00	1.10%	100.00	3	66.67%
2/27/2011 - 3/18/2011	$2,800.00	1.10%	100.00	3	66.67%
2/26/2011 - 3/18/2011	$2,800.00	1.10%	100.00	3	66.67%
2/25/2011 - 3/18/2011	$3,020.00	1.19%	31.20	4	75.00%
2/24/2011 - 3/18/2011	$3,020.00	1.19%	31.20	4	75.00%
2/23/2011 - 3/18/2011	$3,020.00	1.19%	31.20	4	75.00%
2/22/2011 - 3/18/2011	$3,020.00	1.19%	31.20	4	75.00%
2/21/2011 - 3/18/2011	$3,020.00	1.19%	31.20	4	75.00%
2/20/2011 - 3/18/2011	$3,020.00	1.19%	31.20	4	75.00%
2/19/2011 - 3/18/2011	$3,020.00	1.19%	31.20	4	75.00%
2/18/2011 - 3/18/2011	$3,920.00	1.55%	99.00	5	80.00%
2/17/2011 - 3/18/2011	$3,920.00	1.55%	99.00	5	80.00%
2/16/2011 - 3/18/2011	$3,920.00	1.55%	99.00	5	80.00%
2/15/2011 - 3/18/2011	$3,920.00	1.55%	99.00	5	80.00%
2/14/2011 - 3/18/2011	$3,920.00	1.55%	99.00	5	80.00%
2/13/2011 - 3/18/2011	$3,920.00	1.55%	99.00	5	80.00%
2/12/2011 - 3/18/2011	$3,920.00	1.55%	99.00	5	80.00%
2/11/2011 - 3/18/2011	$4,130.00	1.64%	100.00	6	100.00%
2/10/2011 - 3/18/2011	$4,130.00	1.64%	100.00	6	100.00%
2/9/2011 - 3/18/2011	$4,130.00	1.64%	100.00	6	100.00%
2/8/2011 - 3/18/2011	$4,130.00	1.64%	100.00	6	100.00%
2/7/2011 - 3/18/2011	$4,130.00	1.64%	100.00	6	100.00%

--==TSBoundary-SPR Content-Type: text/html; charset=us-ascii Content-Transfer-Encoding: 7bit Content-ID: Monthly Analysis

TradeStation Periodical Returns: Monthly

Mark-To-Market Monthly Average Analysis:

Period	Avg. Net Profit	% Gain	%Profitable
January	$566.14	0.57%	64.10%
February	$906.34	0.51%	70.59%
March	$715.52	0.40%	62.50%
April	$185.00	0.10%	55.13%
May	$334.71	0.19%	64.38%
June	$192.86	0.11%	50.68%
July	$482.64	0.27%	60.81%
August	$379.00	0.21%	61.84%
September	$291.64	0.16%	53.52%
October	$545.10	0.31%	54.05%
November	$508.14	0.29%	65.06%
December	$354.69	0.20%	53.25%

Mark-To-Market Period Analysis:

Period	Net Profit	% Gain	Profit Factor	# Trades	%Profitable
3/1/2011	$2,800.00	1.10%	100.00	3	66.67%
2/1/2011	$1,430.00	0.57%	100.00	4	100.00%
1/1/2011	$3,670.00	1.48%	100.00	4	100.00%
12/1/2010	$510.00	0.21%	2.96	3	66.67%
11/1/2010	$90.00	0.04%	1.13	2	50.00%
10/1/2010	($700.00)	(0.28%)	0.56	3	33.33%
9/1/2010	($910.00)	(0.36%)	0.00	2	0.00%
8/1/2010	($680.00)	(0.27%)	0.35	2	50.00%
7/1/2010	$1,640.00	0.66%	100.00	1	100.00%
6/1/2010	$50.00	0.02%	100.00	1	100.00%
5/1/2010	($1,640.00)	(0.66%)	0.00	1	0.00%
4/1/2010	$1,160.00	0.47%	4.87	4	50.00%
3/1/2010	$3,960.00	1.62%	397.00	3	66.67%
2/1/2010	$2,080.00	0.86%	100.00	2	100.00%
1/1/2010	($1,090.00)	(0.45%)	0.25	4	25.00%
12/1/2009	$1,730.00	0.71%	100.00	3	100.00%
11/1/2009	($490.00)	(0.20%)	0.36	3	33.33%
10/1/2009	($130.00)	(0.05%)	0.00	1	0.00%
9/1/2009	$100.00	0.04%	2.25	2	50.00%
8/1/2009	($1,400.00)	(0.57%)	0.00	1	0.00%
7/1/2009	$990.00	0.41%	2.03	4	75.00%
6/1/2009	$150.00	0.06%	4.75	2	50.00%
5/1/2009	($30.00)	(0.01%)	0.96	4	75.00%
4/1/2009	($1,030.00)	(0.42%)	0.34	4	25.00%
3/1/2009	($2,930.00)	(1.19%)	0.00	3	0.00%
2/1/2009	$330.00	0.13%	100.00	1	100.00%
1/1/2009	($1,980.00)	(0.80%)	0.09	3	33.33%
12/1/2008	($620.00)	(0.25%)	0.00	1	0.00%
11/1/2008	$410.00	0.16%	1.36	3	66.67%
10/1/2008	$700.00	0.28%	1.42	3	33.33%
9/1/2008	($1,240.00)	(0.50%)	0.00	1	0.00%
8/1/2008	$820.00	0.33%	1.93	3	66.67%
7/1/2008	($2,030.00)	(0.81%)	0.18	3	33.33%
6/1/2008	$1,300.00	0.52%	100.00	1	100.00%
5/1/2008	$100.00	0.04%	1.09	4	75.00%
4/1/2008	($200.00)	(0.08%)	0.87	3	66.67%
3/1/2008	($320.00)	(0.13%)	0.78	2	50.00%
2/1/2008	$1,700.00	0.68%	16.45	5	80.00%
1/1/2008	($1,820.00)	(0.73%)	0.01	2	50.00%
12/1/2007	($630.00)	(0.25%)	0.00	3	0.00%

Mark-To-Market Rolling Period Analysis:

Period	Net Profit	% Gain	Profit Factor	# Trades	%Profitable
3/1/2011 - Today	$2,800.00	1.10%	100.00	3	66.67%
2/1/2011 - 3/1/2011	$4,230.00	1.68%	100.00	6	100.00%
1/1/2011 - 3/1/2011	$7,900.00	3.18%	100.00	9	100.00%
12/1/2010 - 3/1/2011	$8,410.00	3.39%	100.00	11	100.00%
11/1/2010 - 3/1/2011	$8,500.00	3.43%	14.93	12	91.67%
10/1/2010 - 3/1/2011	$7,800.00	3.14%	6.57	14	78.57%
9/1/2010 - 3/1/2011	$6,890.00	2.76%	5.78	15	73.33%
8/1/2010 - 3/1/2011	$6,210.00	2.48%	3.50	16	75.00%
7/1/2010 - 3/1/2011	$7,850.00	3.16%	4.17	16	75.00%
6/1/2010 - 3/1/2011	$7,900.00	3.18%	4.19	16	75.00%
5/1/2010 - 3/1/2011	$6,260.00	2.50%	3.52	16	75.00%
4/1/2010 - 3/1/2011	$7,420.00	2.98%	3.78	19	73.68%
3/1/2010 - 3/1/2011	$11,380.00	4.64%	5.57	21	76.19%
2/1/2010 - 3/1/2011	$13,460.00	5.54%	6.43	22	81.82%
1/1/2010 - 3/1/2011	$12,370.00	5.07%	4.88	25	76.00%
12/1/2009 - 3/1/2011	$14,100.00	5.82%	5.48	27	81.48%
11/1/2009 - 3/1/2011	$13,610.00	5.60%	4.47	29	75.86%
10/1/2009 - 3/1/2011	$13,480.00	5.55%	4.33	29	75.86%
9/1/2009 - 3/1/2011	$13,580.00	5.59%	4.44	30	73.33%
8/1/2009 - 3/1/2011	$12,180.00	4.98%	3.28	30	73.33%
7/1/2009 - 3/1/2011	$13,170.00	5.41%	3.20	33	72.73%
6/1/2009 - 3/1/2011	$13,320.00	5.48%	3.21	34	73.53%
5/1/2009 - 3/1/2011	$13,290.00	5.46%	3.04	37	72.97%
4/1/2009 - 3/1/2011	$12,260.00	5.02%	2.52	40	67.50%
3/1/2009 - 3/1/2011	$9,330.00	3.77%	1.85	42	64.29%
2/1/2009 - 3/1/2011	$9,660.00	3.91%	1.90	42	64.29%
1/1/2009 - 3/1/2011	$7,680.00	3.09%	1.60	44	63.64%
12/1/2008 - 3/1/2011	$7,060.00	2.83%	1.53	44	61.36%
11/1/2008 - 3/1/2011	$7,470.00	3.00%	1.52	46	63.04%
10/1/2008 - 3/1/2011	$8,170.00	3.29%	1.51	48	60.42%
9/1/2008 - 3/1/2011	$6,930.00	2.78%	1.40	48	60.42%
8/1/2008 - 3/1/2011	$7,750.00	3.12%	1.43	50	62.00%
7/1/2008 - 3/1/2011	$5,720.00	2.28%	1.29	52	59.62%
6/1/2008 - 3/1/2011	$7,020.00	2.81%	1.37	52	61.54%
5/1/2008 - 3/1/2011	$7,120.00	2.85%	1.35	55	61.82%
4/1/2008 - 3/1/2011	$6,920.00	2.77%	1.33	57	61.40%
3/1/2008 - 3/1/2011	$6,600.00	2.64%	1.29	58	60.34%
2/1/2008 - 3/1/2011	$8,300.00	3.34%	1.37	62	61.29%
1/1/2008 - 3/1/2011	$6,480.00	2.59%	1.27	63	61.90%
12/1/2007 - 3/1/2011	$5,850.00	2.33%	1.23	65	58.46%

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TradeStation Periodical Returns: Weekly

Mark-To-Market Period Analysis:

Period	Net Profit	% Gain	Profit Factor	# Trades	% Profitable
3/13/2011	$1,590.00	0.62%	100.00	2	100.00%
3/6/2011	$1,190.00	0.47%	60.50	2	50.00%
2/27/2011	$20.00	0.01%	100.00	1	100.00%
2/20/2011	$220.00	0.09%	3.20	2	50.00%
2/13/2011	$900.00	0.36%	23.50	2	50.00%
2/6/2011	$210.00	0.08%	100.00	2	100.00%
1/30/2011	$100.00	0.04%	100.00	1	100.00%
1/23/2011	$270.00	0.11%	100.00	2	100.00%
1/16/2011	$1,350.00	0.54%	100.00	2	100.00%
1/9/2011	$1,260.00	0.51%	100.00	2	100.00%
1/2/2011	$790.00	0.32%	100.00	1	100.00%
12/26/2010	($210.00)	(0.08%)	0.19	2	50.00%
12/19/2010	$1,230.00	0.50%	100.00	1	100.00%
12/12/2010	$220.00	0.09%	100.00	1	100.00%
12/5/2010	($970.00)	(0.39%)	0.00	1	0.00%
11/28/2010	$240.00	0.10%	100.00	2	100.00%
11/21/2010	($960.00)	(0.39%)	0.00	2	0.00%
11/14/2010	$1,220.00	0.49%	100.00	1	100.00%
11/7/2010	$340.00	0.14%	100.00	1	100.00%
10/31/2010	($510.00)	(0.21%)	0.00	1	0.00%
10/24/2010	($1,030.00)	(0.41%)	0.06	2	50.00%
10/17/2010	($470.00)	(0.19%)	0.15	2	50.00%
10/10/2010	$500.00	0.20%	100.00	1	100.00%
10/3/2010	$210.00	0.08%	100.00	1	100.00%
9/26/2010	$90.00	0.04%	100.00	1	100.00%
9/19/2010	($1,350.00)	(0.54%)	0.00	1	0.00%
9/12/2010	$900.00	0.36%	100.00	1	100.00%
9/5/2010	($520.00)	(0.21%)	0.00	1	0.00%
8/29/2010	$60.00	0.02%	2.50	2	50.00%
8/22/2010	$460.00	0.18%	100.00	1	100.00%
8/15/2010	($1,670.00)	(0.67%)	0.00	1	0.00%
8/8/2010	$170.00	0.07%	100.00	2	50.00%
8/1/2010	$360.00	0.14%	100.00	1	100.00%
7/25/2010	$20.00	0.01%	100.00	1	100.00%
7/18/2010	$460.00	0.18%	100.00	1	100.00%
7/11/2010	$830.00	0.33%	100.00	1	100.00%
7/4/2010	$290.00	0.12%	100.00	1	100.00%
6/27/2010	$40.00	0.02%	100.00	1	100.00%
6/20/2010	$470.00	0.19%	100.00	1	100.00%
6/13/2010	$370.00	0.15%	100.00	1	100.00%

Mark-To-Market Rolling Period Analysis:

Period	Net Profit	% Gain	Profit Factor	# Trades	% Profitable
3/13/2011 - Today	$1,590.00	0.62%	100.00	2	100.00%
3/6/2011 - 3/13/2011	$2,780.00	1.10%	140.00	3	66.67%
2/27/2011 - 3/13/2011	$2,800.00	1.10%	100.00	3	66.67%
2/20/2011 - 3/13/2011	$3,020.00	1.19%	31.20	4	75.00%
2/13/2011 - 3/13/2011	$3,920.00	1.55%	99.00	5	80.00%
2/6/2011 - 3/13/2011	$4,130.00	1.64%	100.00	6	100.00%
1/30/2011 - 3/13/2011	$4,230.00	1.68%	100.00	6	100.00%
1/23/2011 - 3/13/2011	$4,500.00	1.79%	100.00	7	100.00%
1/16/2011 - 3/13/2011	$5,850.00	2.33%	100.00	8	100.00%
1/9/2011 - 3/13/2011	$7,110.00	2.85%	100.00	9	100.00%
1/2/2011 - 3/13/2011	$7,900.00	3.18%	100.00	9	100.00%
12/26/2010 - 3/13/2011	$7,690.00	3.09%	100.00	10	100.00%
12/19/2010 - 3/13/2011	$8,920.00	3.60%	100.00	10	100.00%
12/12/2010 - 3/13/2011	$9,140.00	3.69%	100.00	10	100.00%
12/5/2010 - 3/13/2011	$8,170.00	3.29%	100.00	10	100.00%
11/28/2010 - 3/13/2011	$8,410.00	3.39%	100.00	11	100.00%
11/21/2010 - 3/13/2011	$7,450.00	2.99%	9.56	12	83.33%
11/14/2010 - 3/13/2011	$8,670.00	3.50%	15.21	12	91.67%
11/7/2010 - 3/13/2011	$9,010.00	3.64%	15.77	12	91.67%
10/31/2010 - 3/13/2011	$8,500.00	3.43%	14.93	12	91.67%
10/24/2010 - 3/13/2011	$7,470.00	3.00%	9.21	13	84.62%
10/17/2010 - 3/13/2011	$7,000.00	2.81%	6.00	14	78.57%
10/10/2010 - 3/13/2011	$7,500.00	3.01%	6.36	14	78.57%
10/3/2010 - 3/13/2011	$7,710.00	3.10%	6.51	14	78.57%
9/26/2010 - 3/13/2011	$7,800.00	3.14%	6.57	14	78.57%
9/19/2010 - 3/13/2011	$6,450.00	2.58%	4.45	14	71.43%
9/12/2010 - 3/13/2011	$7,350.00	2.95%	6.25	14	78.57%
9/5/2010 - 3/13/2011	$6,830.00	2.74%	5.58	14	71.43%
8/29/2010 - 3/13/2011	$6,890.00	2.76%	5.78	15	73.33%
8/22/2010 - 3/13/2011	$7,350.00	2.95%	6.25	15	80.00%
8/15/2010 - 3/13/2011	$5,680.00	2.26%	3.14	15	73.33%
8/8/2010 - 3/13/2011	$5,850.00	2.33%	3.36	16	68.75%
8/1/2010 - 3/13/2011	$6,210.00	2.48%	3.50	16	75.00%
7/25/2010 - 3/13/2011	$6,230.00	2.49%	3.51	16	75.00%
7/18/2010 - 3/13/2011	$6,690.00	2.68%	3.70	16	75.00%
7/11/2010 - 3/13/2011	$7,520.00	3.02%	4.03	16	75.00%
7/4/2010 - 3/13/2011	$7,810.00	3.14%	4.15	16	75.00%
6/27/2010 - 3/13/2011	$7,850.00	3.16%	4.17	16	75.00%
6/20/2010 - 3/13/2011	$8,320.00	3.35%	4.35	16	75.00%
6/13/2010 - 3/13/2011	$8,690.00	3.51%	4.50	16	75.00%

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Performance Graphs - Equity Curve Line

Performance Graphs - Equity Curve Detailed

Performance Graphs - Equity Curve Area

Performance Graphs - Equity Curve UnderWater(monthly)

Performance Graphs - Equity Curve UnderWater(weekly)

Performance Graphs - Monthly Net Profit

Performance Graphs - Monthly Accumulative Net Profit

Performance Graphs - Average Profit by Month

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6GXzH7hEbWOaM6e0Po02GAiNysQSqXLD9IfNf2Bd6xwdNgXOTzQoBmKMjeAZNBHWbn8fmPQYIkQkbf8AjL7gwxg/QKAFBYR8MsBNo+AAgAQaIOsX9yAKgAAQoeTQbVj/AODwZAEtqNIhABnEfO5r7wzUCje1v5bTsdC7VaPtKerwrLPTtgNYNYAQJSvkp3tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7R3tHe0d7QwO5HtecdG5cE0XgUH+uDY5l3bVfHAyGiy0vvwTReBQf64NjmXdtV8eNcxHYnRuXnOjcuC6BH14ILJohfPAJEQCmg14LoEfXggsmiF8xfcEGcmAmOy3IL+iFiCCMo9cj9AEIABZJ0hFkGLE67dOjcvOX7ADGCoOiLABDgWlhenBDZZG1cBmYA6McG0sL04IWITR1p3jQCogfz+IXuF7DaCoaSA+z+gQCoQPyf1DWEkIza/k67dOjcvOdG5cE0XgUH+uDY5l3bVfHAyGiy0vvwTReBQf68ZcEERegzA6jDT7j7+8oAAoWdRf1r9gr9NYMvGjkfv8AEAVwNn8Pp126dG5eXJEQCmg1mX6AbVh+o5IFRWp0OWN4VkEBifU/jWApEkJ6DBYf56xJS8gNhh7YgEDkMx2jtator4A9ThKIze0drVtFfAHqcJRGb2jtatpg6A2Vy2zCURm9o7WraK+APU4SiM3tHa1bRXwB6nCURm9o7WraDBAbTPoISiM3tHa1bRXwB6nCURm9o7WraK+APU4SiM3tClCEBoaxXwB6nCURm9o7WraK+APU4SiM3tHa1bRXwB6nCURm9p9iN6RXwB6nCURm9o7WraK+APU4Rut6BQh29liBgZqvWDDQfxSfx9HzEVnxm0daA9TDWS9Dd5hlmCi7JJ/cFKRgVd63OOcKEGQ3ICW99T7xCWJVUYzstTprACGbSTqSyeDaWF6cENlkbVwGZgDoxwbSwvTwKwLABRbr44nXbp0bl5zo3Lgmi8Cg/wBcGxzLu2q+OBkNFlpffgmi8Cg/19RLGayntxeu3To3LzmNmRh0oseYCCHAdAj68EFk0QvngEiIBTQa8F0CPr9TAQJDAHejxeu3To3LznRuXBtLC9OCGyyNq4DMwB0Y4NpYXp9SMqh5Fv0eL126dG5eXAQgAFknSBGwECI0d8Y1hQS8A8NRF+xw8QoSICchIb30PtEBYFVRnO60OukAIYpIOhDB4JovAoP9cGxzLu2q+OBkNFlpffgmi8Cg/wBfTXCIqL0S9gAP1xeu3To3LzGZURkpAkeWYXqgCdV4/BCsigMz6H9aQFIAhPRQDK/HSABUDAbFmveBRFgAxEZAzTl+4bCovMIEgkAqxtEZAzTl+4bCovMIEgkAqxtEZAzTlFFzoLowgSCQCrG0RkDNOX7hsKi8wgSCQCrG0RkDNOX7hsKi8wgSCQCrG0RkDNOAhYAmwgmzCBIJAKsbRGQM05fuGwqLzCBIJAKsbRGQM05fuGwqLzCBIJAKsbQgIummTtL9w2FReYQJBIBVjaIyBmnL9w2FReYQJBIBVjaIyBmnL9w2FReYQJBIBVjaIBsyL/T5l+4bCovMFYDLL7HjCCAQUIOtmCJCAUQbW850blwbSwvTghssjauAzMAdGODaWF6fRKig+T0ON126dG5ecG7kCiOkGEKHmA/PANF4FB/rg2OZd21XxwMhostL78E0XgUH+pWov+zn7/gw9MWSTPG67dOjcvOdG5cF0CPrwQWTRC+eASIgFNBrwS9OBIPov7DF2Cscd126dG5ec6Ny4NpYXpwQ2WRtXAZmAOjHAKqMgw0SBZ63gVZAgzPkOu3To3Ly4MgCW1GkAVq2bCat7qc2sjnT7dO07HQu1Wj7Snq8Kyz07ZhQisPNF9koFiHkR/MtrC9Jn5hFVtC2ERvUtrC9Jn5hFVtC2ERvUtrC9IW1i7Hs70hbCI3qW1hekz8wiq2hbCI3qW1hekz8wiq2hbCI3qW1hekZMn9QOVPkoWwiN6ltYXpM/MIqtoWwiN6ltYXpM/MIqtoWwiN6mlhk0XO5n5hFVtC2ERvUtrC9Jn5hFVtC2ERvUtrC9IkQhLXtrDpEjDjDV5F7gBwY3MegjUrd5zo3LgugR9eCCyaIXzwCREApoNfESwVgc3KMXotXS/nkuu3To3LznRuXBtLC9OCGyyNq4DMwB0Y8G2F2tQQ8K1hcEVWzl7vTyfXbp0bl5UZCxgN5Nq9OhLDgvYY5Gl+fx4r9gBjBUHRFgAhwDReBQf64NjmXdtV8cDIaLLS+/wBSwb2Doxp94YEgzbyvXbp0bl5VvQBZUbIoQHGCNTAWfF0blwXQI+vBBZNEL54BIiAU0Gv0PgGDT7D5/Hl+u3To3LxUVRgA5B1G87LIEIA2CBeOyy7LLssgUkAio1WOyyUcARBTPINvGlwRRTAHBOvpBikGyjkTXsPf6VtaGyfYWY4EDkhz9C87QrIIDE+p/GsBSJIT0GCw/wA9YkpeQGww9sQCByGY7R2tW0V8AepwlEZvaO1q2ivgD1OEojN7R2tW0xzRsM4SiM3tHa1bRXwB6nCURm9o7WraK+APU4SiM3tHa1bQXTQep/8AYSiM3tHa1bRXwB6nCURm9o7WraK+APU4SiM3tCScBMkVBlwBJFoZ/EJYbwOTl5c2jrQHqYayXobvF8f9IkCOWEhX4PFwQ5gALBZJPwfZRu9EFjQ2X7l/ETeOWIct6FHCGDEAC2oR0fv6dT5+OQJZAmivmGsQDQXLpW6W/wBAjYDyB04UELALDUTfucLMKEGQ3ICW99T7xCWJVUYzstTprACGbSTqSyeCaLwKD/XBscy7tqvjgZDRZaX3hwpyR5jrt06Ny8VpNWhy7CiwnDJxZTYsXh6nz8cDiEWr6GEzlj7UzZ5/J8XRuXBdAj68EFk0QvnxW2NC9WDB8somBEbR+y9fM9dunRuXiz/SvmfwPoD3DCmfRB6RZBEon7LXUj0gJIQKAC7EN2veVHYCVBvq+FRhspBag6X4+s1QpyI19YA3BZKFchsPFjZkYdKLHmAghwLSwvTghssjavCahJ0AamGemZKIWJSk4Bmorr8ea67dOjcvEgzjbnPvI/kKjkD9ATWwDvUJfgS4VhlqNfWKLySyaG3LFcpUCDZ8zPL2EECAAAAGl8b0blwTReBQf64NjmXdtV8eCkGwDwNZ9oDCQinPn5zrt06Ny8R6ZskJM7CnYU7CnYU7CnYU7Cjy2zQ+EEbAWQelBN8gBXf2OHiFCRATkJDe+h9ogLAqqM53Wh10gBDFJB0IYPBdAj68EFk0Qvn64QzR9/8Annuu3To3LzHsXToR+4oErkMHhzVNMQrIoDM+h/WkBSAIT0UAyvx0gAVAwGxZr3gURYAMRGQM05fuGwqLzCBIJAKsbRGQM05fuGwqLzCBIJAKsbRGQM04iyD5h9GECQSAVY2iMgZpy/cNhUXmECQSAVY2iMgZpy/cNhUXmECQSAVY2iMgZpwA2R33Mv5hAkEgFWNojIGacyNRLwJk+eEEAgoQdbMESEAog2t5zo3Lgmi8Cg/1wbHMu7ar4lJ1g82o9IDbnegASHx5/rt06Ny84ZFwFKqzDBJN2H8cB0CPrwaZsQOr+QhCEk2Sdf8AA67dOjcvOdG5cG0sL08RcAIl4v8AECi1DkTj5tOhB9e8NuAIAS9LP3/weu3To3LznRuXBNF4FB/rw0i3JzUKCyMn/E67dOjcvMVw8C0Aga59vvASUA048/ds2nY6F2q0faU9XhWWenbMKEVh5ovslAsQ8iP5ltYXpM/MIqtoWwiN6ltYXpM/MIqtoWwiN6ltYXpMcGWkoctYWwiN6ltYXpDx438yY+yiBppWNdY3miA0/wAV7gBwY3MegjUrd5zo3Lg2lhen0MKSGSYGOvtD0xZJM/4/Xbp0bl5zo3LgopB0Byx/z3hd4Tken2hQWRk/5HXbp0bl5y/YAYwVB0RYAIcAj+GNiv8An+V126dG5ec6Ny8Y+WUTAawwQOg46DQAnmgv8rrt06Ny8w/Ji6KH3jQMWCa09gYWTCMHyooib+6BbWoCGNq06c4WYkIpC0YZ9oUCxkFV8x2CPrGc3B6GYSiKJfxHYI+sH/7jKgDzAwS/8w0YApgNbMNUEv7FvMA9AF0Q/EJgGCVXU5Hn95ZJ26Jds1jvLgRbvmZ5+5gSUB+LxDsHq9x/m9dunRuXnOjcvCRECDI3jpiAUc9z/wA3rt06Ny85jZkYdKLHmAghAAICDYI1hAGQGlyyw4J0Bx7/AIhY7J/nOu3To3LznRuUIxRAHcBD94N1aRermvozGmAntrCEISTZJ1/z+u3To3LzYRsBZB6UAIYpIOhDBmYtB8tP9Lrt06Ny83ZogBIGiM/eJGxzGJJr3zOwp2FOwp2FChvZ2NVpOwp2FOwoVMcEJV1U7CnYU7ClKcTCxOwp2FOwp2FChvZ2NVpOwp2FOwoVMcEJV1U7CnYU7ClKcTCxOwp2FOwp2FChvZ2NVpOwp2FOwoVMcEJV1U7CnYU7ClKcTCxOwp2FOwp2FChvZ2NVpOwp2FOwoVMcEJV1U7CnYU7ClKcTCx5xpSEsMLRjnKRSk5Pxi2NYl6E17QrIIDE+p/GsaUgKDL0Z5eN6JYhmAAbftprAUiSE9BgsP89YasYIWxX68V/0GiB5hud03GP43gWAYGZ9T+NPGUfEbGggP38GFZBAYn1P41jSkBQZejPLxrQpFFR9n/ICkSQnoMFh/nrDVjBC2K/XiMcRbAw8lY1zHB1iRaKrMdNYFgGBmfU/jTzagcgEYPr6CBBQEB4xGHgexH7hQgyG5AS3vqfeOBSBRgenqfGQooSpLlhxCWJVUYzstTprBKs5JJ1Js+J36hkIgKAu6M42Wg00hQAwG5CQlvoPbxoycCwOi1Ch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WnqmM8Xv+Zq1Z/RdfD9F18yrwwBZmeH1/Tr7/Z+x+fPjVve748GYRRK4YlQ+X8flf1/T4K/s+nhwYqhE4wmze5vTh7X8jVqz+i6+H6Lr5lXhgCzM8Pr+nX3+z9P8+QCRWxtGZYWqZcbTD7cghPI4bjnGQ1tFcpPpThNb0UPMKYU4T59dBN3FsV4i4W81IhcT4wC1MZaEIoyw3uXKe2gzlyMEyFo3ZOGzToXCZFtYi6OnMFiQCmZuPPGjnjW4IQ6Kx/ulgydOF32G1vxqCPdQkGFuaaeDHMY0QUXI10ppBctyzYdAaKKE4OY+tz66bPCEkg4XI1vy1JaBJ6H40go4ZgC3M2Tvpt7KgBEzBJ/nvpwO1KFNPrfWIrB3UXheB02eEJJBwuRquKptUWCJE8IKvri4ni+z51NrIqSmBeh5DbV4JXk2E34LpbHF8IW3N5bGgx7gOmxgsVbtvrIUCkWQH1jWAoFIlhPrOhx1YrQGcuQ20BEpPlJWwtmsBemNVOXOVt01mU9NkXP+LSKWjLjZLdudtGwngvSFIthtALpobeEXV/NYS1QlC5ieOmkJhAFbFDPTQ65oloCbN/T8IMGCaqcLEKmzk5/KtWrVq2xXu32dP71/5rjJUCzNxcLWoVr1fwfNMgNIBr7aR772qdt5eujBDQoEETommDonjvSP9Ht4ZPq+vhxnoDQwpcPSnyeKhQ4KanKFl2bHoPfTWsE3cwP9Hp20g1wA/r/vVQgB7UyfVq++jrUUVuBcdfge1fTHOd6p8B7aBqYE7qST5/zX9XVMSSPXZ/719/t8BHKUyjkDk39eOngnByoGx2R1jkdU0xFmY7ECe3vXX9XS0cUx4/JfKllmSvuLMVE6xB3Q6zVb2Iu5P+/bQOYuoEFc3fDxwvqIeix96T/R7aj7wxgcFe4Q7ia+i6/qWp8+pAnAQ6kdh8MilhCQyDUPWHweIyoI4lBs5690n/7qkwetghXtXX1fXw5kYEZHKf8A37aWBGzcgJfjR0VcWZ/qA+2hhTeIAjx7j2NtPqmo4TA9hrkhaEISmZwB9tBxcCAIgaGDUDmpP9/zRxRpu4l8P7a+y66O0m0z3PSJ0o09tJqUiEqjX1VX38P6vgpkIziYBhOSA9ANYIzNRt89lrhuorQUXAjM9j73wfVYpCkooPoiPvpzHivx/wC2jkrBZj+IT7eC1xIMvNwO0P8AdMCrBI5m5eN/bnwP/O01YwwWEa9qh7ng0Q1ZET3P/PFxDrX3f+aBqYE7qST5/wA/Svnw2aocRJ/v+a/gajpWW7CD+g9/EZAxbvmyGH9fGmqquPOozNq3w/8Avw39HwPmQpR5rDC4BAGwHg++p6/B8gUwtuADvu/aa+y66fZdfArj4BGMKnbC+ia/veCekabuCP6j20uGmc7Ur5D309ifRBH8GiYsAmAYv+89DbW+gzWAIZ8H31/TpSApZkmE6bn4M7jUMWjINC94fB4i3oTBsGDM3uxL751/O0/ztOdg/SiKY01u4AcrLzlPVeulTlBZ6+IVUJPmdfZdf0p8+ysGaVUBnUvM4QYQ+AD0DRoNgw5ZjxV8unZUIkYiH3EfR0gaLZ3pP+j219f16zOSJzUntD/dfxdLgCskymVOmFPRdDdcyxsB6xQ7z28H3+vxX0hWITYXT3R6j08Xz77Lrp9l18CtgYiLCaf3vFfGVDQigETqPhd9SbqlzcRZONsSeEVIJSxEj6iD7a+v6fwWFiyEKU2jJ3wKdzrpji5eaYL3YTmznWQSVOah7Q/3X87xdSjD5mBvuL2/128QFVIfAGvsuv6Q+aplQsMcKhxm9V/DXrxlLW7tfh/bX8fV9f16++6NbYMHOWHtz9tfSddPr+nRKgg70J+8WgKkrLlrn2j/AJ4vq7sdeB/37aqxCkLARfQBfbwfZyjkiBSxeUO3LJz9l10SShgXAq+wLr7DpoWF0IAwA8XxAHKD8n/fg3LIGzKYeRd+vD4fX9esrBmsQCY17PA2yF7/AOO/g/KQpwmB7DX3+zSKVlI5RcvG/tz4NfzvB1ZVD9YhpjWUlAC4kemL6r11WZIj4Z4KmtMaYbntnvwcb/Zdf058+1jpvkTIjnsLqRwmlyl7cvbQ/wAO2wAHwGvr+vXJWVLvz74e/g0xvIs1+v6dfX9evo9PDFSCUsRI+og+3g0+v6/B8NnrglY1o7AVj3Jn7Lr4DmvelD7l6pr+L+K+fkqhXMMXHLxPXtt4fX9fgmgBtbmAz1l9/Hantjeq3t/vQdg3qYq8nF9O+2nIgUkwAlOuRPUdfzvB1E6SpnXH7Ua7F8JgrPbQkRA/QS46gffwJEFG9GfvFqSpJnNCvaH+/pnz6SojoFt3ZqPq6/i+MiN9f16JUNTOjn3g8Gn8HT6/p19f16/q+D9f16RgAP0jcJvifJ9vr+vwfS2rXBvzlmBsZ6nX2XXSrRLuxlfI+dGWgJDClw9KfJr+LpWYMU/Cf+/g+ftPnp5qpezScScfm/IUhyuR7LTHFy80wXuwnNnPgoewPG4GGfOnVlWzR9f16J0kedS/aj8BQpRly3cMT0XOeZ2/TPnyWUJC4GX2BdfxfCRQkIw3tp9f16v6SG5eb6DPaaBxBa6KoQ1CwKX0AX219f06+v69f1fB+v6/B99f1+D5i6FHGE2b3N6cPa/1dP1/XoOYWBYkr0yh76/i6WAqFI75/A+fsirUkcMuHnf348hFKykcouXjf258FH2XXwIPr+vV1iPdnI+F86WhGzcgJfjwY5hI6l3OJDjPo0zJBZjG4d7idOTvP0T6aFOx5iw3gvLvxiK7OjIUiJ1OTjSSuLbcFPEjek0mscFlRYdcC+2kkZhWQYs7x+HUrN0gVBXbBu07eGVpGYVkGDO8fh0Jm1+wBTxI3pNLeiwol23dITpF0kzE1ZBizvH4dNgYA4DVdsRvo6TGHFlUh1wL7aaRrVZBizvH4dJK4ttwU8SN6TSvklwXcC+j8aYWpayDNnePw6KyliuQE9kTScwgsqsOuBfbVc8OXJVvgxwz7aTi8EAVV0mMOLKpDrgX20kzMqyDNnePw6KymRXISeyJpSwhIZBqHrD4NNMzCsgzZ3j8OhO2u2AKeJG9JpNY4LKiw64F9tcoiBES5FekvKO22klcW24KeJG9JpNY4LKiw64F9tCgYhVkGxnePw6SVxbbgp4kb0mk1jgsqLDrgX20KBiFWQbGd4/DpJXFtuCniRvSajvNoQbClcueLxo/Ml3UMP8AH4dBSUwQBReCUvfSewgsquHXAvtp1IvAOB6Kjns6eXIcgRCK4I0btPF/y0GpQ6vBoLHPXiwoc53sOBb0FAxCrINjO8fh0kri23BTxI3pNJrHBZUWHXAvtoUDEKsg2M7x+HSSuLbcFPEjek/5b7FYPAZyOiDDbDviAy+3U8RHuIwKZNnIQCG1r5Q+2t7e2Nqdvf8Az+D7+LqM27JsoD+vjwy/X9evr+nwbnRLIUJa4MeH1/XoAVylsIzPY+98XgSnoNH8Gvr+vwfKJnjum56pjPF76/q6fr+vwffxfByRUpkJVCvqqvv4qtPnp5qpezScSceQweOnmiF7sJzZzrqRhJxPth7a/q/moH76iI75o2ywoueZHbHkvsrmh7hADqfjzwYMGDBgwYMGDBgwYPK5oe4UR6H5/MuwYMCWCWhXKJhoYkIW0LgA53Ablzl/F9/F8JbEL6jX9Wvr+vX1/T4PkrCMAXCqzoynt4ZWDNKqAzoGFEj4n1/Tr6/r8HzF0KOMJs3ub04e1/q6QwugUDuJoaNWOag/3/NfxdOMBmEKnS9we+vr+nSGh2bguXvX/PBkVakjhlw87+/HkMCrQkcsuXjf258P/V0smL9sVKdqeNf2KmzH/fv4vhMEAJjG3G9xOnJ3nnPnyoSxAw5XTnWEjgiAaNxXVkivfJtD9uTYFu6ATQ7Cp8yupccUrWJrE3whUXgKopYFSbPNfJTpLhUVQjJILHMDWxDyNDCV4qyzoy38X26DAzhJ78/fxEfX9eloT5sUAz40NmpHESP9/wA0GCEaoDxSl+TxSypITCw+4j4hxeCKBRNfX9ej0x3zdI9xHRvNyG5dmb68cm0z/V8X+Lpx7gzeAp8fNr6/p0lzEoyDcveHweBKoVzDFxy8T17beQWKFM0xc8nF9O+2qqHusSUxr+r+alqfBY4JDcObm+nHDvcf8B8+Zb8imO6imCmAwps+e+dB1tN471F6ZMkzTpdtzcGR8GB7H5PnsThsUNnx4iKqHulEiY8UFyvj0yxJ68fn9f16+v6dKnkwYQHJmUzxdy6xnMs8Q9K03YQf0HvqZ4JLMgPyGloT5sUAz48XzT56eaqXs0nEnHkMHjp5ohe7Cc2c+H8X8JJkqVeeO+UJfOcKx6LnPM7eU+INBEEdX/5jWQsvE8KDh8Ii6pyNzG7pLDFcxuN5QxyG4YoHdBIuQU8AMbuYDaCF5N0oXC2P++kAuO6BIwXKG6SlophSgEJRADqUMgOzREgUSNHRYpIt3Fjdc612YEQTBkZAvOmJhlgCjICYbRZkLp29wW5cU3we8gUiDJcjMd8IDE+oHGsLB+lFBz+YWHrAG4oTc3MD6IWnrAGYo3c3cJ6Hg4jyoTuKcnkuOr+M9E20iiRGeQX3Xv8AgjCBSV7CofL+YYXQKB3E19f06UUQiuMJMb3N6cPa/wAX8J9/V/BfMirUkcMuHnf348hgVaEjlly8b+3Ph/F1IeIxdob/AAe/j/O8CKlMhKoV9VV99CYIATGNuN7idOTvPJfGApIsCGGWsPfU+5/3UtWDBjRq7GO/gFdABMchZA2dRk51liRky30uLGyAyk0yO5jfBIVAkCNCLDONx4XB7ZOBvMO/IMuCCljs4U1khvoumUTYsjh650bYrqFRCuUo6qlU0oxm+xSGUQgJgBxoPPwDG3Az0MQEMaDyjSBJhblhB26zplQOotlgZTS9V0tifNyAl+PzUX+M1rIrMcLuG7QVQ4mVMTgsmQhAA8h9P+/2fgGC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3mdHECIzrs02whbZJehMEAJjG3G7iduTzHIzArAsmZnipvM/zTwxQNGzuBEwph0pz0ggBQBFVJd1Vyvka4yVAszYuFrUK17v1fMCrQkcsuXjf45+1OCowgFlfBin6fQgQiik4LWviYu/SgUigs4DSPmZmvQjCBSV8Coft9KBCKKTgta+Ji79KBSKCzgNI+Zma9CMIFJXwKh+30qKIRXGEmN3N7cPi+hkVakjhlw87/PHoYFWhI5ZcvG/xz/rnl26tOqcpJ2dPF+hYoUzTFzycX286+1OCggBCoC8wrP2+gOMBwapHWcZnf8Ap6AawXAiEN5zm9v6/UMEI1QHilL+z0hxgODVI6zjM7/09ANYLgRCG85ze39fqGCEaoDxSl/Z6UsMFpsuJm+/HJqZ9BKoVzDFxy8T38a9BYoUzTFzycX286/2z3zB46eaIXywnNnP2pwVJcL49MNW+/PofhJ7lYnhWeLx6X4Se5GJ4Rnm8+hBcr49MsSe/HpfhJ7lYnhWeLx6X4Se5GJ4Rnm8+hBcr49MsSe/HpULPGdKV7pjPF8+lp89PNVL4aTiTj0MHjp5ohfLCc2c/wCifmkjwRWyYxDDlDnpWsKM7m9zQsIrnCQAQp51iBoausZY7OjIUiJ3OTjpJXFtsFPEje06g3ISIK8ypYC94PQoGIVZBsZ5j+npJXFtsFPEje06TWOCyosO+Bfx9JycXAgBtXpNY4LKiw74F/HQoGIVZBsZ5j+npJXFtsFPEje06TWOCyosO+Bfx1IW+oRbLF7J2w9JK4ttgp4kb2nSaxwWVFh3wL+OhQMQqyDYzzH9PWeRANgpLwkez+YmscFlRYd8C/joUDEKsg2M8x/T0kri22CniRvadJrHBZUWHfAv461JkxSo6gbKJmZXSSuLbYKeJG9p0mscFlRYd8C/joUDEKsg2M8x/T0cg6QOVKoERMpOek1jgsqLDvgX8dCgYhVkGxnmP6eklcW2wU8SN7TpNY4LKiw74F/HSA4tCKWxFsVGOfzElcW2wU8SN7TpNY4LKiw74F/HQoGIVZBsZ5j+npJXFtsFPEje06hvHPGXke/nLjPQoGIVZBsZ5j+npJXFtsFPEje06TWOCyosO+Bfx1zBexQ2bTcQsMdJK4ttgp4kb2nSaxwWVFh3wL+OhQMQqyDYzzH9PSSuLbYKeJG9p1iQyEQFM8qsrg0uhQMQqyDYzzH9PSSuLbYKeJG9p0mscFlRYd8C/joUDEKsg2M8x/T08wDAFIqjDT7cxp0mscFlRYd8C/joUDEKsg2M8x/T0kri22CniRvadQbkJEFeZUsBe8HoUDEKsg2M8x/T0kri22CniRvaf5p4e9EOopRcLkzPbqGQsLhL3k7+SNSACEHOtRNBB1nDfo+LFCmaYueTi+3nX2pwUEAIVAXmFZ+30BxgODVI6zjM7/09ANYLgRCG85ze39fqGCEaoDxSl/Z6Q4wHBqkdZxmd/wCnoBrBcCIQ3nOb2/r9QwQjVAeKUv7PSlhgtNlxM3345NTPoJVCuYYuOXie/jXoLFCmaYueTi+3nX+2e+YPHTzRC+WE5s5+1OCpLhfHphq3359D8JPcrE8KzxePS/CT3IxPCM83n0ILlfHpliT349L8JPcrE8KzxePS/CT3IxPCM83n0ILlfHpliT349KhZ4zpSvdMZ4vn0tPnp5qpfDScScehg8dPNEL5YTmzn/XPNnRkABV7vLz9GBVoSOWXLxv8AHP2pwVGEAsr4MU/T6ECEUUnBa18TF36UCkUFnAaR8zM16EYQKSvgVD9vpQIRRScFrXxMXfpQKRQWcBpHzMzXoRhApK+BUP2+lRRCK4wkxu5vbh8X0MirUkcMuHnf549DAq0JHLLl43+Of9E8QCWRr9Bfz0MsTYPDgzRjAgujpxkqFImxNJGg0j2fq+LFCmaYueTi+3nX2JwXyf8AJgWX8fSINAPNBQs/foDjAcGqR1nGZ3/p6AawXAiEN5zm9v6/UMEI1QHilL+z0hxgODVI6zjM7/09ANYLgRCG85ze39fqGCEaoDxSl/Z6UsMFpsuJm+/HJqZ9BKoVzDFxy8T38a9BYoUzTFzycX286/0T13DLQYAeESnkN6655KiBFCnDouHGqgEitGwLlhaBhzql2aNeqcLJ2NHE6Ur2TyLY2m8TXEnRwBiHdQGJasjh7dBKKAJUxeNG9847HSleyeRbG03ia4k6FK06RHCZm96ffj6ThUAAqLLqmT3OhStOkRwmZven346CUUASpi8aN75x2OjGkLZHac++uNfQy6gJUx2aN75x2OlK9k8i2NpvE1xJ0KVp0iOEzN70+/HQSigCVMXjRvfOOx13rTIIkG3Sg4lJCCladIjhMze9Pvx0EooAlTF40b3zjsdKV7J5FsbTeJriToUrTpEcJmb3p9+Or2FKIQEMpgjgLR6Ur2TyLY2m8TXEnQpWnSI4TM3vT78dBKKAJUxeNG9847HRzJppDVcqSvOOJOhStOkRwmZven346CUUASpi8aN75x2OlK9k8i2NpvE1xJ0KVp0iOEzN70+/HQ0xZUEGGUcK1wPCKV7J5FsbTeJriToUrTpEcJmb3p9+OglFAEqYvGje+cdjpSvZPItjabxNcSdL9jAbgES4wjNZsueglFAEqYvGje+cdjpSvZPItjabxNcSdCladIjhMze9Pvx08AxaAube5yR1nB0pXsnkWxtN4muJOhStOkRwmZven346CUUASpi8aN75x2OlK9k8i2NpvE1xJ0sAINwwKhkU2MvQSigCVMXjRvfOOx0pXsnkWxtN4muJOhStOkRwmZven346CUUASpi8aN75x2On3EwqNYKpGmHEhJ0KVp0iOEzN70+/HQSigCVMXjRvfOOx0pXsnkWxtN4muJOjgDEO6gMS1ZHD26CUUASpi8aN75x2OlK9k8i2NpvE1xJ/rnvmBVoSOWXLxv8AHP2JwX4/v+nx/b6ECEUUnBa18TF36UCkUFnAaR8zM16EYQKSvgVD9vpQIRRScFrXxMXfpQKRQWcBpHzMzXoRhApK+BUP2+lRRCK4wkxu5vbh8X0MirUkcMuHnf549DAq0JHLLl43+Of9c9qmVCwxwqHGb3X6FihTNMXPJxfbzr7E4L8f3/T4/t9AcYDg1SOs4zO/9PQDWC4EQhvOc3t/X6hghGqA8Upf2ekOMBwapHWcZnf+noBrBcCIQ3nOb2/r9QwQjVAeKUv7PSlhgtNlxM3345NTPoJVCuYYuOXie/jXoLFCmaYueTi+3nX+2e+YPHTzRC+WE5s5+xOC/H9/0+P7fQ/CT3KxPCs8Xj0vwk9yMTwjPN59CC5Xx6ZYk9+PS/CT3KxPCs8Xj0vwk9yMTwjPN59CC5Xx6ZYk9+PSoWeM6Ur3TGeL59LT56eaqXw0nEnHoYPHTzRC+WE5s5/0TxHxQdhzQTRXolflThMqqWMEwSYDr8RLP/b9u448dGZ9qEaFeRyzPY6SEp2sbyLmYuS+OlSIkIqjjFSSjzgQKnQWOCQ2HNzfbjh3cJCU7WN5FzMXJfHQcYDg1SOs4zO/9OpwZIaKA2aUv7Og4wHBqkdZxmd/6BY4JDYc3N9uOHdwTcN0MYOXie/jX0N7ohsO2b7ccO7hISnaxvIuZi5L46DjAcGqR1nGZ3/oFjgkNhzc3244d3DOQIHvVDJ4GOXsaDjAcGqR1nGZ3/oFjgkNhzc3244d3CQlO1jeRczFyXx0HGA4NUjrOMzv/RqCEKMrtbdZCINHYnSQlO1jeRczFyXx0HGA4NUjrOMzv/QLHBIbDm5vtxw7uG7KEdu4iLwbL44DjAcGqR1nGZ3/AKBY4JDYc3N9uOHdwkJTtY3kXMxcl8dBxgODVI6zjM7/ANFBjAMMvKqrk0QLfGkhKdrG8i5mLkvjoOMBwapHWcZnf+gWOCQ2HNzfbjh3cJCU7WN5FzMXJfHVhDEsWfA4ym+zjI9BY4JDYc3N9uOHdwkJTtY3kXMxcl8dBxgODVI6zjM7/wBHFIWCJLcrM4mvfOEhKdrG8i5mLkvjoOMBwapHWcZnf+gWOCQ2HNzfbjh3cJCU7WN5FzMXJfHTgeaxScG6KtsSDqnQWOCQ2HNzfbjh3cJCU7WN5FzMXJfHQcYDg1SOs4zO/wDQLHBIbDm5vtxw7uHdyy6hlpDLE5L40BxgODVI6zjM7/0CxwSGw5ub7ccO7hISnaxvIuZi5L46VIiQiqOMVJKPOBAqdBY4JDYc3N9uOHdwkJTtY3kXMxcl8f45595oIxABREwMwHJ6HcivTiqmETSLpGn0vudtwsW5fc6GJHUGRgB26PPfX2JwX4/v+nx/b6A4wHBqkdZxmd/6egGsFwIhDec5vb+v1DBCNUB4pS/s9IcYDg1SOs4zO/8AT0A1guBEIbznN7f1+oYIRqgPFKX9npSwwWmy4mb78cmpn0EqhXMMXHLxPfxr0FihTNMXPJxfbzr/ACz3i9UxgLYi8UgtBjIxXDPW9sQXndsK09DiPKhOxTk8lx3ftBZ04L8f3/T4/t9D8JPcrE8KzxePS/CT3IxPCM83n0ILlfHpliT349L8JPcrE8KzxePS/CT3IxPCM83n0ILlfHpliT349E0E9Vqg4PZ/XQVIAMapgBzPJfL6Wnz081UvhpOJOPQweOnmiF8sJzZz657eri4g8S//AH6wYMGDBg8rmh7CiPY/v1rRTKxCz2xPhBzIveSomcmQAzFhimS5+8+CzpwX4/v+nx/b6ECEUUnBa18TF36UCkUFnAaR8zM16EYQKSvgVD9vpQIRRScFrXxMXfpQKRQWcBpHzMzXoRhApK+BUP2/aXr2RVqSOGXDzv8APHoYFWhI5ZcvG/xz9ie+W1zDC6a+3Qwlg4rBK9kADbA1tTCgMKwyWgXaE6lJRUkRKBRLAaHI9FsCUDnHDNo6YVfsvgJAt0RyYJnOsdZ8iQFkgYNTauMc/SaMSMdqysCE5TRnop/X5HGNIobs6JOseN4h96o2sQnJmS7dWnVOUk7Oni9GkACyGg59t87+k4LBQFambzp1rjHc6Qj2RwLYSusTfFvQhSnCJ4XM1rb7c/ScIhCERYdQy+x0IUpwieFzNa2+3PQWCgK1M3nTrXGO50awALIaDn23zv6GzUhame7TrXGO50hHsjgWwldYm+LehClOETwuZrW3256CwUBWpm86da4x3Omyg0VgKYb2Ew01sehClOETwuZrW3256CwUBWpm86da4x3OkI9kcC2ErrE3xb0IUpwieFzNa2+3PVhWSDAHEulo60JjlQj2RwLYSusTfFvQhSnCJ4XM1rb7c9BYKArUzedOtcY7nTVEEMRKaRyON8b6EKU4RPC5mtbfbnoLBQFambzp1rjHc6Qj2RwLYSusTfFvQhSnCJ4XM1rb7c9KB5hViNAHVp5xxkekI9kcC2ErrE3xb0IUpwieFzNa2+3PQWCgK1M3nTrXGO50hHsjgWwldYm+LesGonbhllns5wZDewsFAVqZvOnWuMdzpCPZHAthK6xN8W9CFKcInhczWtvtz1YMbEoWztdZBvtTpCPZHAthK6xN8W9CFKcInhczWtvtz0FgoCtTN5061xjudGkACyGh59t876EaUcieTM1rb7c9BYKArUzedOtcY7nSEeyOBbCV1ib4t6EKU4RPC5mtbfbnrECM1lL0HFENlrMnWmehClOETwuZrW3256CwUBWpm86da4x3OkI9kcC2ErrE3xb1QsGCsTbZrAlcWb0hYKArUzedOtcY7nSEeyOBbCV1ib4t+xPfIKUyGHIKZYWbh2Ptvkd7HlxIoeBP1esrN5mWsiVwq9nLz0oJ6pKfhEcLhHvsHpRVMhwKCjFffHYhQdybdBlXQqdmCfafBZ04L8f3/T4/t9D8JPcrE8KzxePS/CT3IxPCM83n0ILlfHpliT349CdWsuqHgdApwNvC9460nnYel+EnuRieEZ5vPoQXK+PTLEnvx9lev+V7PTXYPHTzRC+WE5s59c9h7yCj0fKv50vGNCC3s+hzOOCLmWyaFOe67JohkYSjkSAiZBx0StYoAhMwgtWd1nRHEQyvAYp+n1r34qIE6P8A7j7PULSEGxWeUeB75j0OzoyFIidzk4+0FnTgvx/f9Pj+30IEIopOC1r4mLv0oFIoLOA0j5mZr0IwgUlfAqH7ftLyyBSKCzgNI+Zma9CMIFJXwKh+37K9f8r2emuwKtCRyy5eN/jn1z5jC5rWEoOlb4+mBt9mE0Z2ba/r6ILZdIpRjynRSYseG5UU7iHO9QZMsBhaTHdff9dI4gGV5DAP0etKj2dbbX/7CS9auB2aq4mHYYw3x958FnTgvx/f9Pj+30BxgODVI6zjM7/09ANYLgRCG85ze39fqGCEaoDxSl/Z9peWBrBcCIQ3nOb2/r9QwQjVAeKUv7Psr1/yvZ6a5YoUzTFzycX2869c/wCD2+n5Lv8ARXwg7CWuMAeOj0mMN2lminXCvYmYcFsyBKgtCy2WGvrfHkimzTI1Dhz7g8dIEySGfpD8/T20iqrgAMqsAMqzpsDhjAKUc6wpl4pQNybdAsTYgd2S/afBZ04L8f3/AE+P7fQ/CT3KxPCs8Xj0vwk9yMTwjPN59CC5Xx6ZYk9+PtLyz8JPcjE8IzzefQguV8emWJPfj7K9f8r2emuweOnmiF8sJzZz658+BbLQKIi4/wDX0KotqRouWbO718p/vTxGWLt23ea9LqmE2xlNOj9dcL5kmMnho12OhtdwwOmnv9o6PANKllAjnOtg8dQh7zGLEO5g8FcqY8bxL70QlZreBcGzoyAAq93l56KSsgmVF/Kr9JwICIUZQsL4r+3pZXFtsNHNre96TWOiWolO2FPz9JwcXAoFsTpNY6JaiU7YU/PQICIUZQsL4r+3orKyCZUX8qv0KYmEZQwL4r+3pZXFtsNHNre96TWOiWolO2FPz0CAiFGULC+K/t6PluA5BQd13ur7vSax0S1Ep2wp+egQEQoyhYXxX9vSyuLbYaObW970msdEtRKdsKfnpnBdwpMmTMFb5vurK4ttho5tb3vSax0S1Ep2wp+egQEQoyhYXxX9vRyJLYFUjDKu++ek1jolqJTthT89AgIhRlCwviv7ellcW2w0c2t736ryyyuLbYaObW970msdEtRKdsKfnoEBEKMoWF8V/b0or3NgaLm1ve9Ds3CnkRFmEcO+HIICIUZQsL4r+3pZXFtsNHNre96TWOiWolO2FPz1xBdgBKlM7srM9LK4ttho5tb3vSax0S1Ep2wp+egQEQoyhYXxX9vRSVkEyqv5Vek9jxLUKdsKfnoEBEKMoWF8V/b0sri22Gjm1ve9JrHRLUSnbCn56+V7OgwXwoG4nSax0S1Ep2wp+egQEQoyhYXxX9vSyuLbYaObW971kcWwFTkLqC+Zd66BARCjKFhfFf29LK4ttho5tb3v/Dnvgs6cF+P7/p8f2+gOMBwapHWcZnf+noBrBcCIQ3nOb2/r9QwQjVAeKUv7Psry3yvZ6ZgwQjVAeKUv7Psr1/yvZ6K4xXYGF7V9uhiR1BkYAdujz31/rnl2aNeqcLJ2NHE+0FnTgvx/f9Pj+30Pwk9ysTwrPF49C0aFNRiUhyPRsk4NDEiYjjGby+hBcr49MsSe/H2V5b5Xs9MyC5Xx6ZYk9+Psr1/yvZ/trzTp+tCSBxleuF8yBnJ5bNdzodUwlLGU2bP39t8FnTgvx/f9Pj+30IEIopOC1r4mLv7M6ZGECkr4FQ/b9leW+V7PTMjCBSV8Coft+yvX/K9n+2vNOnjXaci0SIXmYHeSXpR29jLIMkaK4BWCIWoWhA5wmroFc6wxqmVCwxwqHGb3Xpgq2scpMHGvxz9JwiiEAxhLnVze/B5rgZgRkWTExxR1m9IkIqhOCRp5uJr6TkcQBK5ZlE/Z0iQiqE4JGnm4muhFEIBjCXOrm9+DzWGraxykwca/HP0YuhAxhNtXN78HmuBmBGRZMTHFHWb0iQiqE4JGnm4muhFEIBjCXOrm9+DzX1haYQNnYRSUcGbb0iQiqE4JGnm4muhFEIBjCXOrm9+DzXAzAjIsmJjijrN+k5gpCQxhM+rm9+DzXAzAjIsmJjijrN6RIRVCcEjTzcTXQiiEAxhLnVze/B5rxTRlWzGBlP1nv0iQiqE4JGnm4muhFEIBjCXOrm9+DzXAzAjIsmJjijrN+q8s4GYEZFkxMcUdZvSJCKoTgkaebia6EUQgGMJc6ub34PN+V7OkSEohODGnm4muhFEIBjCXOrm9+DzXAzAjIsmJjijrN6wHqTTaD8g7Nfhg4lFJK4BXyXjE6cDMCMiyYmOKOs3pEhFUJwSNPNxNdCKIQDGEudXN78HmsFW1jlZg41+OekWEWhOBGnm4muhFEIBjCXOrm9+DzXAzAjIsmJjijrN6RIRVCcEjTzcTXXyvZ0hJBkryyifs6RIRVCcEjTzcTXQiiEAxhLnVze/B5rCVpscpMHGvxz9JwiiEAxhLnVze/B5rgZgRkWTExxR1m/8ADnvgs6cF+P7/AKfH9vofhJ7lYnhWeLx9mdMguV8emWJPfj7K8t8r2emav8r3fZXr/lez/gV5p08zPtQjQryOWZ7H2gs6cF+P7/p8f2+hAhFFJwWtfExd/ZnTIwgUlfAqH7fsry3yvZ6Zq/yvd9lev+V7P+VXmnT3wWdOC/H9/wBPj+30BxgODVI6zjM7/wBPsTpgwQjVAeKUv7Psry3yvZ6Zq/yvd9lev+V7P9teadPalOGvggeRSGSwzYpKfQq1BLGDcFHdVtSlCjxhcTYA43lriPKhOxTk8lx3em6hqpjBwcT287+k4ZHBI7Lm4ntzy6mVpIdrW8mYuLhnnpGsFyYhHWM5nb+PU5FgMEBbNYz9PSNYLkxCOsZzO38RkcEjsubie3PLqZbuGqmMHBxPbzv6Od0R2XbE9ueXUytJDta3kzFxcM89I1guTEI6xnM7fxGRwSOy5uJ7c8upki8zJMgWZ5JGbzL0jWC5MQjrGczt/EZHBI7Lm4ntzy6mVpIdrW8mYuLhnn6TnIcHHZc+J7c8uplaSHa1vJmLi4Z56RrBcmIR1jOZ2/ihAUSQmSDu6XbqZbcOEczFN4SprizpGsFyYhHWM5nb+IyOCR2XNxPbnl1MrSQ7Wt5MxcXDPP1XllpIdrW8mYuLhnnpGsFyYhHWM5nb+IyOCR2XNxPbnl1M/K9nSNYORiHDjOZ2/iMjgkdlzcT255dTK0kO1reTMXFwzz0yrBqYhxYzmdv4/K93S0kO1reTMXFwzz0jWC5MQjrGczt/EZHBI7Lm4ntzy6mW6hqpjDwcT2876RvBuYhwYzmdv4jI4JHZc3E9ueXUytJDta3kzFxcM89I1guTEI6xnM7fx+V7OkQgZoC46xn6ekawXJiEdYzmdv4jI4JHZc3E9ueXUy3YKxTGDg4nt539JwyOCR2XNxPbnl1MrSQ7Wt5MxcXDPP8AmnjBdgYHvH36BEYkNxbcMZzjodUwkLGF26P19t8FnTgvx/f9Pj+36zT6LCMWi7f30FCmCi+RU2H2Z01f5Xu+yvLfK9npmr/K932V6/5Xs/4FeadParlRkEcKjxi9w+0FnTgvx/f9Pj+37oUtOmr/ACvd9leW+V7PTNX+V7vsr1/yvZ/yq806e+CzpwX4/v8Ap8f2/dClp01f5Xu+yvLfK9npmr/K932V6/5Xs/215p08Oym5BNeXWjamio+zOTIupE5MzbWM48bxD71RtYhOTMl26tOqcpJ2dPF6NIAFkNBz7b539JwWCgK1M3nTrXGO50hHsjgWwldYm+LehClOETwuZrW325+k4RCEIiw6hl9joQpThE8Lma1t9uegsFAVqZvOnWuMdzo1gAWQ0HPtvnf0NmpC1M92nWuMdzpCPZHAthK6xN8W9CFKcInhczWtvtz0LBSFqZ5NOtcY7nQjELRFjQGX2OhClOETwuZrW3256CwUBWpm86da4x3OkI9kcC2ErrE3xb9JxpChVqZ59OtcY7nSEeyOBbCV1ib4t6EKU4RPC5mtbfbnoWalLUzyada4x3Ovle7oQpThE8Lma1t9uegsFAVqZvOnWuMdzpCPZHAthK6xN8W/VeWQj2RwLYSusTfFvQhSnCJ4XM1rb7c9BYKArUzedOtcY7nXyvZ0IUqRE8uZrW3256CwUBWpm86da4x3OkI9kcC2ErrE3xb0aCUUiebM1rb7c9fK93SEeyOBbCV1ib4t6EKU4RPC5mtbfbnoLBQFambzp1rjHc6NIAFkNDz7b530I0o5E8mZrW3256CwUBWpm86da4x3OkI9kcC2ErrE3xb0IUpwieFzNa2+3PXyvZ0IAhaIsawy+x0IUpwieFzNa2+3PQWCgK1M3nTrXGO50agARkNBz7b539JwWCgK1M3nTrXGO50hHsjgWwldYm+Lf809bA4bAkZ++ikxY8Nyop3EOd6hQdybdBlXQqdmCfafBZ04L8f3/T4/t+6FLTpq/wAr3fZXlvlez0zV/le77K9f8r2f8CvNOnuzoyFIidzk4+0FnTgvx/f9Pj+37oUtOmr/ACvd9leW+V7PTNX+V7vsr1/yvZ/yq806e+CzpwX4/v8Ap8f2/dClp01f5Xu+yvLfK9npmr/K932V6/5Xs/315p08oG5NugWJsQO7JftPgs6cF+P7/p8f2/dClp01f5Xu+yvLfK9npmr/ACvd9lev+V7P99eadPx43iX3ohKzW8C4TC6hKdqzr5T/ADozgrDrAzWmR8L18p/nXyn+dfKf518p/nQqnOZorQm3b2O3Xyn+dfKf518p/nXyn+dYVJq4EqzL18p/nXyn+dfKf51xkWGZiYZM33Dr5T/OvlP86+U/zr5T/OuMiyzETDBi+69fKf518p/nXyn+dZVJi6EozD18p/nXyn+dfKf518p/nXGRYZmJhkzfcOvlP86+U/zr5T/OvlP864yLLMRMMGL7r18p/nXyn+dfKf51lUmLoSjMPXyn+dfKf518p/nXyn+dKicZuqNSbNPd79fKf518p/nXyn+dfKf505yVj0qZrRYeA6+U/wA6+U/zr5T/ADozgrDrAzWmR8L18p/nXyn+da0JIHOA/wBRIM5CAS4FSkp8ZKGedxjoIk3ZDXt9TrNRhU0BMjJ23elByYMJjCoYYAa6YhwoXFYMYo4Dhd9/oNCPNFEl/XTJzTKzAgZR0vjh0QCoHVcgwssuNsM/WeASc5UWbYqOyyb6kGMRVwYoCMZmRNwT42ly8AuWmkxMyl+kQlPNKz3pIuO+upEGUK0gAJMFlBcYYMCGppAWPMVHyJx9ebpgxTbnd/U/Yj1MUgCHYsEr2z6ObpgxTbnd/U/eKhmSbFy5z19VmCbOmkHTomzmz0Tow4itS2gqHbdToLV1pP2GmdPFIvU0FIRgpYMwVjLIZeh8YFFEqyTAuB4gysRTDNILYxerdwv1AkHkIA4EVoSnLcRYmGWAKMgJhtFmQvSElqwOYWjm5DCc0PpI+MBQR+aac5BmXq0dZRGQUIqGbYTJ0eIME8BQHcZR5Efo/bqUQaQP/XPRiNYJzASDGK2rKF6u1czUAEXglILlIz/U+ULsCBDjCDnGM3qmOCY00WYypA2ImOsT2ATOWONZf+fV+UhThMD8DpBmmQBACB4KqDSVXhQuKwKwAwDAa7/RbA4bAkZ++k5QCIDU4Zn7w8vT6eTkIGAAwsE0O7foUJgEVZkJskHsu/VVywCtEHZIjmt5CpTVNwUOdHf1ZjBHFzB1tn3GiHWgwXysJmsCoqOcCWiRJR5DytXy/Sqh7pRImOjnOhBAKgBg6BNEat++YUtI4e57uvrVQ90okTHRznQggFQAwdAmiNVmobsXC6Dg/m/V9AQAoisa4J3C9+g4MS3RItiiiuqJOUyPl5ALcsAFgQPpngOmiGRP/wAaOkTHTA2UuuAAODev0JzZSoaEJAZmCZIfWbUOJB2ZERhhEwOwQPPwDG2BnsYgIY6CrNMgChcqC1dfWZgZwcNjeIdlZK2Mf3MVOABSoy32IGFwCANAfQQzfzh7Amlx0Hn4BjbAz2MQEMdXj6HYABQdaaMza3/ppK4ttgp4kb2n0TWOCyosO+Bfx0GFxCgdI/8Aw1ma3t7KWpYNnU+fMz737l6DYXqIAVasoG4B4FQUXBFQQYYIyEDsD17bYsidwxi1lI0Fh/8A63//2Q== 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Trade Graphs - Total Efficiency

Trade Graphs - Entry Efficiency

Trade Graphs - Exit Efficiency

Trade Graphs - Total Trades

Trade Graphs - Winning Trades

Trade Graphs - Losing Trades

Trade Graphs - DrawDown

Trade Graphs - DrawDown P/L

Trade Graphs - Maximum Adverse Excursion

Trade Graphs - Maximum Adverse Excursion Percent

Trade Graphs - Run-up

Trade Graphs - Run-up P/L

Trade Graphs - Maximum Favorable Excursion

Trade Graphs - Maximum Favorable Excursion Percent

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