TradeStation Performance Report

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TradeStation Performance Summary

	All Trades	Long Trades	Short Trades
Total Net Profit	$62,895.00	$26,935.00	$35,960.00
Gross Profit	$102,405.00	$46,460.00	$55,945.00
Gross Loss	($39,510.00)	($19,525.00)	($19,985.00)
Profit Factor	2.59	2.38	2.80

Roll Over Credit	$0.00	$0.00	$0.00
Open Position P/L	$0.00	$0.00	$0.00

Select Total Net Profit	$59,215.00	$27,940.00	$31,275.00
Select Gross Profit	$97,720.00	$46,460.00	$51,260.00
Select Gross Loss	($38,505.00)	($18,520.00)	($19,985.00)
Select Profit Factor	2.54	2.51	2.56

Adjusted Total Net Profit	$48,202.54	$17,452.10	$24,630.01
Adjusted Gross Profit	$91,550.09	$39,609.85	$47,413.47
Adjusted Gross Loss	($43,347.55)	($22,157.75)	($22,783.46)
Adjusted Profit Factor	2.11	1.79	2.08

Total Number of Trades	195	101	94
Percent Profitable	45.64%	45.54%	45.74%
Winning Trades	89	46	43
Losing Trades	106	55	51
Even Trades	0	0	0

Avg. Trade Net Profit	$322.54	$266.68	$382.55
Avg. Winning Trade	$1,150.62	$1,010.00	$1,301.05
Avg. Losing Trade	($372.74)	($355.00)	($391.86)
Ratio Avg. Win:Avg. Loss	3.09	2.85	3.32
Largest Winning Trade	$4,685.00	$3,165.00	$4,685.00
Largest Losing Trade	($1,005.00)	($1,005.00)	($955.00)
Largest Winner as % of Gross Profit	4.57%	6.81%	8.37%
Largest Loser as % of Gross Loss	2.54%	5.15%	4.78%

Net Profit as % of Largest Loss	6,258.21%	2,680.10%	3,765.45%
Select Net Profit as % of Largest Loss	5,892.04%	2,780.10%	3,274.87%
Adjusted Net Profit as % of Largest Loss	4,796.27%	1,736.53%	2,579.06%

Max. Consecutive Winning Trades	7	5	5
Max. Consecutive Losing Trades	7	4	6
Avg. Bars in Total Trades	14.79	15.28	14.28
Avg. Bars in Winning Trades	24.65	25.09	24.19
Avg. Bars in Losing Trades	6.52	7.07	5.92
Avg. Bars in Even Trades	0.00	0.00	0.00

Max. Shares/Contracts Held	1	1	1
Total Shares/Contracts Held	195	101	94
Account Size Required	$3,030.00	$2,680.00	$3,640.00
Total Slippage	$3,900.00	$2,020.00	$1,880.00
Total Commission	$975.00	$505.00	$470.00

Return on Initial Capital	62.89%
Annual Rate of Return	8.95%
Buy & Hold Return	-47.97%
Return on Account	2,075.74%
Avg. Monthly Return	$731.12
Std. Deviation of Monthly Return	$1,744.29

Return Retracement Ratio	13.53
RINA Index	2,324.95
Sharpe Ratio	0.48
K-Ratio	n/a

Trading Period	5 Years, 5 Months, 11 days, 2 hours
Percent of Time in the Market	8.81%
Time in the Market	5 Months, 22 days, 8 hours
Longest Flat Period	74 days, 5 hours

Max. Equity Run-up	$64,720.00
Date of Max. Equity Run-up	2019-06-26 11:00
Max. Equity Run-up as % of Initial Capital	64.72%

Max. Drawdown (Intra-day Peak to Valley)
Value	($4,235.00)	($3,320.00)	($5,265.00)
Date	2017-03-14 09:00
as % of Initial Capital	4.24%	3.32%	5.26%
Net Profit as % of Drawdown	1,485.12%	811.30%	683.00%
Select Net Profit as % of Drawdown	1,398.23%	841.57%	594.02%
Adjusted Net Profit as % of Drawdown	1,138.19%	525.67%	467.81%

Max. Drawdown (Trade Close to Trade Close)
Value	($3,030.00)	($2,680.00)	($3,640.00)
Date	02/17/17 06:00
as % of Initial Capital	3.03%	2.68%	3.64%
Net Profit as % of Drawdown	2,075.74%	1,005.04%	987.91%
Select Net Profit as % of Drawdown	1,954.29%	1,042.54%	859.20%
Adjusted Net Profit as % of Drawdown	1,590.84%	651.20%	676.65%

Max. Trade Drawdown	($980.00)	($980.00)	($950.00)

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TradeStation Trade Analysis
	All Trades	Winners	Losers
Total Number of Trades	195	89	106
Avg. Trade Net Profit	$322.54	$1,150.62	($372.74)
1 Std. Deviation of Avg. Trade	$989.84	$915.67	$195.75
Avg. Trade + 1 Std. Deviation	$1,312.38	$2,066.29	($176.98)
Avg. Trade - 1 Std. Deviation	($667.30)	$234.95	($568.49)
Coefficient of Variation	306.89%	79.58%	52.52%

Time Averages
Avg. Time in Trades	21 hours, 34 Minutes	1 day, 13 hours, 22 Minutes	8 hours, 19 Minutes
Avg. Time Between Trades	9 days, 8 hours, 12 Minutes	20 days, 20 hours, 37 Minutes	18 days, 13 hours, 56 Minutes
Avg. Time Between Trade Profit Peaks	323 days, 4 hours

Outliers	Total	Positive	Negative
Number of Outliers	2	1	1
Outlier Profit/Loss	$3,680.00	$4,685.00	($1,005.00)

Run-up/Drawdown		Run-up	Drawdown
Max. Value		$5,510.00	($980.00)
Max. Value Date		2019-05-23	2015-04-20
Avg. Value		$1,050.82	($286.15)
1 Std. Deviation		$1,122.58	$187.97
Avg. + 1 Std. Deviation		$2,173.41	($98.18)
Avg. - 1 Std. Deviation		($71.76)	($474.12)
Coefficient of Variation		106.83%	65.69%

Efficiency Analysis	Total	Entry	Exit
Avg. Efficiency	-9.94%	61.59%	28.47%
1 Std. Deviation	59.06%	32.77%	29.47%
Avg. + 1 Std. Deviation	49.12%	94.35%	57.94%
Avg. - 1 Std. Deviation	-69.01%	28.82%	-1.01%
Coefficient of Variation	593.90%	53.20%	103.54%

TradeStation Trade Series Analysis
		Winners	Losers
Largest Profit/Loss		$4,685.00	($1,005.00)
Largest Profit/Loss as % of Gross		4.57%	2.54%
Largest Consec. Profit/Loss		$11,345.00	($2,755.00)
Largest Consec. Profit/Loss as % of Gross		11.08%	6.97%

Winning Series	Number of Series	Avg. Gain per Series	Avg. Loss Next Trade
1	31	$1,074.68	($372.74)
2	7	$1,458.57	($402.14)
3	6	$1,190.56	($451.67)
4	1	$1,250.00	($205.00)
5	3	$726.33	($421.67)
7	1	$1,620.71	($505.00)

Losing Series	Number of Series	Avg. Loss per Series	Avg. Gain Next Trade
1	25	($335.80)	$1,153.75
2	9	($343.33)	$559.44
3	11	($465.61)	$1,467.73
4	1	($272.50)	$925.00
5	1	($245.00)	$1,185.00
7	3	($345.48)	$1,071.67

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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	Buy	2014-01-17 06:00	Buy	$111.83	$0.00	1	($215.00)	-0.17%	$490.00	72.06%		$2.50	$10.00
	Sell	2014-01-17 10:00	Stop Loss	$111.64		($190.00)	($215.00)		($190.00)	0.00%	-27.94%	$2.50	$10.00
2	Buy	2014-01-29 15:00	Buy	$114.62	$0.00	1	$545.00	0.50%	$1,220.00	78.21%		$2.50	$10.00
	Sell	2014-01-30 17:00	Exit Long	$115.19		$570.00	$330.00		($340.00)	58.33%	36.54%	$2.50	$10.00
3	Buy	2014-02-11 18:00	Buy	$117.71	$0.00	1	$195.00	0.19%	$920.00	78.63%		$2.50	$10.00
	Sell	2014-02-12 13:00	Exit Long	$117.93		$220.00	$525.00		($250.00)	40.17%	18.80%	$2.50	$10.00
4	Buy	2014-02-14 14:00	Buy	$117.58	$0.00	1	$255.00	0.24%	$800.00	72.73%		$2.50	$10.00
	Sell	2014-02-18 05:00	Exit Long	$117.86		$280.00	$780.00		($300.00)	52.73%	25.45%	$2.50	$10.00
5	Buy	2014-02-18 07:00	Buy	$118.18	$0.00	1	$1,835.00	1.57%	$2,320.00	97.89%		$2.50	$10.00
	Sell	2014-02-18 20:00	Exit Long	$120.04		$1,860.00	$2,615.00		($50.00)	80.59%	78.48%	$2.50	$10.00
6	Sell Short	2014-03-11 10:00	Sell	$118.52	$0.00	1	$2,085.00	1.78%	$2,790.00	95.22%		$2.50	$10.00
	Buy to Cover	2014-03-12 11:00	Exit Short	$116.41		$2,110.00	$4,700.00		($140.00)	76.79%	72.01%	$2.50	$10.00
7	Sell Short	2014-03-13 11:00	Sell	$115.43	$0.00	1	($505.00)	-0.42%	$10.00	2.04%		$2.50	$10.00
	Buy to Cover	2014-03-13 11:00	Stop Loss	$115.91		($480.00)	$4,195.00		($480.00)	0.00%	-97.96%	$2.50	$10.00
8	Buy	2014-03-14 16:00	Buy	$116.53	$0.00	1	($265.00)	-0.21%	$280.00	43.08%		$2.50	$10.00
	Sell	2014-03-17 06:00	Exit Long	$116.29		($240.00)	$3,930.00		($370.00)	20.00%	-36.92%	$2.50	$10.00
9	Buy	2014-03-25 09:00	Buy	$118.53	$0.00	1	($345.00)	-0.27%	$50.00	13.51%		$2.50	$10.00
	Sell	2014-03-25 10:00	Stop Loss	$118.21		($320.00)	$3,585.00		($320.00)	0.00%	-86.49%	$2.50	$10.00
10	Buy	2014-03-26 10:00	Buy	$118.05	$0.00	1	$2,015.00	1.73%	$2,590.00	93.84%		$2.50	$10.00
	Sell	2014-03-28 13:00	Exit Long	$120.09		$2,040.00	$5,600.00		($170.00)	80.07%	73.91%	$2.50	$10.00
11	Sell Short	2014-04-01 11:00	Sell	$119.38	$0.00	1	$1,475.00	1.26%	$2,120.00	99.53%		$2.50	$10.00
	Buy to Cover	2014-04-02 13:00	Exit Short	$117.88		$1,500.00	$7,075.00		($10.00)	70.89%	70.42%	$2.50	$10.00
12	Buy	2014-04-11 10:00	Buy	$121.91	$0.00	1	$75.00	0.08%	$930.00	80.87%		$2.50	$10.00
	Sell	2014-04-11 16:00	Exit Long	$122.01		$100.00	$7,150.00		($220.00)	27.83%	8.70%	$2.50	$10.00
13	Buy	2014-04-17 12:00	Buy	$122.87	$0.00	1	($545.00)	-0.42%	$310.00	37.35%		$2.50	$10.00
	Sell	2014-04-17 13:00	Stop Loss	$122.35		($520.00)	$6,605.00		($520.00)	0.00%	-62.65%	$2.50	$10.00
14	Buy	2014-04-21 11:00	Buy	$122.98	$0.00	1	($405.00)	-0.31%	$180.00	32.14%		$2.50	$10.00
	Sell	2014-04-21 14:00	Stop Loss	$122.60		($380.00)	$6,200.00		($380.00)	0.00%	-67.86%	$2.50	$10.00
15	Buy	2014-05-20 13:00	Buy	$122.02	$0.00	1	$1,395.00	1.16%	$1,970.00	86.78%		$2.50	$10.00
	Sell	2014-05-21 17:00	Exit Long	$123.44		$1,420.00	$7,595.00		($300.00)	75.77%	62.56%	$2.50	$10.00
16	Buy	2014-05-23 09:00	Buy	$123.66	$0.00	1	$45.00	0.06%	$540.00	88.52%		$2.50	$10.00
	Sell	2014-05-26 02:00	Exit Long	$123.73		$70.00	$7,640.00		($70.00)	22.95%	11.48%	$2.50	$10.00
17	Sell Short	2014-06-18 12:00	Sell	$125.94	$0.00	1	($265.00)	-0.19%	$390.00	60.00%		$2.50	$10.00
	Buy to Cover	2014-06-19 00:00	Exit Short	$126.18		($240.00)	$7,375.00		($260.00)	3.08%	-36.92%	$2.50	$10.00
18	Buy	2014-06-20 10:00	Buy	$126.67	$0.00	1	$325.00	0.28%	$890.00	82.41%		$2.50	$10.00
	Sell	2014-06-23 09:00	Exit Long	$127.02		$350.00	$7,700.00		($190.00)	50.00%	32.41%	$2.50	$10.00
19	Buy	2014-06-25 18:00	Buy	$126.99	$0.00	1	($275.00)	-0.20%	$40.00	13.79%		$2.50	$10.00
	Sell	2014-06-25 23:00	Stop Loss	$126.74		($250.00)	$7,425.00		($250.00)	0.00%	-86.21%	$2.50	$10.00
20	Buy	2014-07-01 11:00	Buy	$126.27	$0.00	1	($335.00)	-0.25%	$10.00	3.13%		$2.50	$10.00
	Sell	2014-07-01 11:00	Stop Loss	$125.96		($310.00)	$7,090.00		($310.00)	0.00%	-96.87%	$2.50	$10.00
21	Sell Short	2014-07-01 12:00	Sell	$125.50	$0.00	1	($25.00)	0.00%	$710.00	86.59%		$2.50	$10.00
	Buy to Cover	2014-07-01 16:00	Exit Short	$125.50		$0.00	$7,065.00		($110.00)	13.41%	0.00%	$2.50	$10.00
22	Sell Short	2014-07-04 09:00	Sell	$123.90	$0.00	1	($295.00)	-0.22%	$50.00	15.63%		$2.50	$10.00
	Buy to Cover	2014-07-07 01:00	Stop Loss	$124.17		($270.00)	$6,770.00		($270.00)	0.00%	-84.37%	$2.50	$10.00
23	Sell Short	2014-07-08 14:00	Sell	$123.37	$0.00	1	($295.00)	-0.22%	$170.00	36.96%		$2.50	$10.00
	Buy to Cover	2014-07-08 16:00	Exit Short	$123.64		($270.00)	$6,475.00		($290.00)	4.35%	-58.70%	$2.50	$10.00
24	Sell Short	2014-07-09 09:00	Sell	$123.41	$0.00	1	$1,185.00	0.98%	$1,670.00	97.09%		$2.50	$10.00
	Buy to Cover	2014-07-10 09:00	Exit Short	$122.20		$1,210.00	$7,660.00		($50.00)	73.26%	70.35%	$2.50	$10.00
25	Sell Short	2014-07-29 09:00	Sell	$122.40	$0.00	1	($215.00)	-0.16%	$660.00	74.16%		$2.50	$10.00
	Buy to Cover	2014-07-29 12:00	Exit Short	$122.59		($190.00)	$7,445.00		($230.00)	4.49%	-21.35%	$2.50	$10.00
26	Buy	2014-08-11 11:00	Buy	$119.43	$0.00	1	($155.00)	-0.11%	$520.00	67.53%		$2.50	$10.00
	Sell	2014-08-11 17:00	Exit Long	$119.30		($130.00)	$7,290.00		($250.00)	15.58%	-16.88%	$2.50	$10.00
27	Sell Short	2014-08-13 12:00	Sell	$118.30	$0.00	1	($505.00)	-0.41%	$180.00	27.27%		$2.50	$10.00
	Buy to Cover	2014-08-13 13:00	Stop Loss	$118.78		($480.00)	$6,785.00		($480.00)	0.00%	-72.73%	$2.50	$10.00
28	Sell Short	2014-08-14 11:00	Sell	$118.40	$0.00	1	$895.00	0.78%	$1,770.00	97.79%		$2.50	$10.00
	Buy to Cover	2014-08-15 11:00	Exit Short	$117.48		$920.00	$7,680.00		($40.00)	53.04%	50.83%	$2.50	$10.00
29	Sell Short	2014-08-19 11:00	Sell	$117.15	$0.00	1	$575.00	0.51%	$1,130.00	91.13%		$2.50	$10.00
	Buy to Cover	2014-08-20 06:00	Exit Short	$116.55		$600.00	$8,255.00		($110.00)	57.26%	48.39%	$2.50	$10.00
30	Buy	2014-08-21 11:00	Buy	$116.96	$0.00	1	$315.00	0.29%	$890.00	98.89%		$2.50	$10.00
	Sell	2014-08-21 18:00	Exit Long	$117.30		$340.00	$8,570.00		($10.00)	38.89%	37.78%	$2.50	$10.00
31	Buy	2014-08-25 07:00	Buy	$117.15	$0.00	1	($225.00)	-0.17%	$200.00	50.00%		$2.50	$10.00
	Sell	2014-08-25 10:00	Stop Loss	$116.95		($200.00)	$8,345.00		($200.00)	0.00%	-50.00%	$2.50	$10.00
32	Sell Short	2014-08-25 11:00	Sell	$116.55	$0.00	1	($405.00)	-0.33%	$100.00	20.83%		$2.50	$10.00
	Buy to Cover	2014-08-25 12:00	Stop Loss	$116.93		($380.00)	$7,940.00		($380.00)	0.00%	-79.17%	$2.50	$10.00
33	Sell Short	2014-08-26 13:00	Sell	$116.92	$0.00	1	($625.00)	-0.51%	$170.00	22.08%		$2.50	$10.00
	Buy to Cover	2014-08-27 04:00	Stop Loss	$117.52		($600.00)	$7,315.00		($600.00)	0.00%	-77.92%	$2.50	$10.00
34	Buy	2014-08-28 10:00	Buy	$117.50	$0.00	1	$1,455.00	1.26%	$1,900.00	88.79%		$2.50	$10.00
	Sell	2014-09-01 05:00	Exit Long	$118.98		$1,480.00	$8,770.00		($240.00)	80.37%	69.16%	$2.50	$10.00
35	Sell Short	2014-09-05 09:00	Sell	$117.82	$0.00	1	$1,635.00	1.41%	$2,620.00	90.97%		$2.50	$10.00
	Buy to Cover	2014-09-08 16:00	Exit Short	$116.16		$1,660.00	$10,405.00		($260.00)	66.67%	57.64%	$2.50	$10.00
36	Sell Short	2014-09-10 09:00	Sell	$115.82	$0.00	1	$745.00	0.66%	$1,990.00	85.78%		$2.50	$10.00
	Buy to Cover	2014-09-11 11:00	Exit Short	$115.05		$770.00	$11,150.00		($330.00)	47.41%	33.19%	$2.50	$10.00
37	Buy	2014-09-24 15:00	Buy	$116.58	$0.00	1	$405.00	0.37%	$1,580.00	99.37%		$2.50	$10.00
	Sell	2014-09-25 12:00	Exit Long	$117.01		$430.00	$11,555.00		($10.00)	27.67%	27.04%	$2.50	$10.00
38	Sell Short	2014-10-01 15:00	Sell	$116.02	$0.00	1	$2,095.00	1.83%	$3,220.00	96.12%		$2.50	$10.00
	Buy to Cover	2014-10-02 10:00	Exit Short	$113.90		$2,120.00	$13,650.00		($130.00)	67.16%	63.28%	$2.50	$10.00
39	Sell Short	2014-10-09 07:00	Sell	$111.93	$0.00	1	$2,925.00	2.64%	$3,720.00	97.38%		$2.50	$10.00
	Buy to Cover	2014-10-10 04:00	Exit Short	$108.98		$2,950.00	$16,575.00		($100.00)	79.84%	77.23%	$2.50	$10.00
40	Sell Short	2014-10-14 11:00	Sell	$109.03	$0.00	1	$2,085.00	1.94%	$4,400.00	94.22%		$2.50	$10.00
	Buy to Cover	2014-10-15 11:00	Exit Short	$106.92		$2,110.00	$18,660.00		($270.00)	50.96%	45.18%	$2.50	$10.00
41	Buy	2014-10-21 06:00	Buy	$107.98	$0.00	1	($505.00)	-0.44%	$10.00	2.04%		$2.50	$10.00
	Sell	2014-10-21 08:00	Stop Loss	$107.50		($480.00)	$18,155.00		($480.00)	0.00%	-97.96%	$2.50	$10.00
42	Buy	2014-10-22 09:00	Buy	$108.23	$0.00	1	($505.00)	-0.44%	$290.00	37.66%		$2.50	$10.00
	Sell	2014-10-22 11:00	Stop Loss	$107.75		($480.00)	$17,650.00		($480.00)	0.00%	-62.34%	$2.50	$10.00
43	Sell Short	2014-10-27 08:00	Sell	$105.85	$0.00	1	($385.00)	-0.34%	$1,040.00	74.29%		$2.50	$10.00
	Buy to Cover	2014-10-27 12:00	Stop Loss	$106.21		($360.00)	$17,265.00		($360.00)	0.00%	-25.71%	$2.50	$10.00
44	Sell Short	2014-11-12 16:00	Sell	$102.13	$0.00	1	$2,425.00	2.40%	$3,510.00	89.77%		$2.50	$10.00
	Buy to Cover	2014-11-14 06:00	Exit Short	$99.68		$2,450.00	$19,690.00		($400.00)	72.89%	62.66%	$2.50	$10.00
45	Buy	2014-11-20 11:00	Buy	$100.40	$0.00	1	$1,055.00	1.08%	$1,750.00	86.63%		$2.50	$10.00
	Sell	2014-11-21 04:00	Exit Long	$101.48		$1,080.00	$20,745.00		($270.00)	66.83%	53.47%	$2.50	$10.00
46	Buy	2014-11-24 12:00	Buy	$102.08	$0.00	1	($645.00)	-0.61%	$290.00	31.87%		$2.50	$10.00
	Sell	2014-11-24 14:00	Stop Loss	$101.46		($620.00)	$20,100.00		($620.00)	0.00%	-68.13%	$2.50	$10.00
47	Sell Short	2014-12-03 08:00	Sell	$92.32	$0.00	1	($575.00)	-0.60%	$90.00	14.06%		$2.50	$10.00
	Buy to Cover	2014-12-03 09:00	Stop Loss	$92.87		($550.00)	$19,525.00		($550.00)	0.00%	-85.94%	$2.50	$10.00
48	Sell Short	2014-12-03 13:00	Sell	$92.41	$0.00	1	($875.00)	-0.92%	$260.00	23.42%		$2.50	$10.00
	Buy to Cover	2014-12-04 00:00	Stop Loss	$93.26		($850.00)	$18,650.00		($850.00)	0.00%	-76.58%	$2.50	$10.00
49	Sell Short	2014-12-04 07:00	Sell	$92.67	$0.00	1	$1,085.00	1.20%	$2,150.00	93.48%		$2.50	$10.00
	Buy to Cover	2014-12-05 14:00	Exit Short	$91.56		$1,110.00	$19,735.00		($150.00)	54.78%	48.26%	$2.50	$10.00
50	Sell Short	2014-12-26 11:00	Sell	$80.74	$0.00	1	$305.00	0.41%	$1,210.00	87.68%		$2.50	$10.00
	Buy to Cover	2014-12-29 02:00	Exit Short	$80.41		$330.00	$20,040.00		($170.00)	36.23%	23.91%	$2.50	$10.00
51	Buy	2015-01-14 15:00	Buy	$71.38	$0.00	1	$1,885.00	2.68%	$3,230.00	99.69%		$2.50	$10.00
	Sell	2015-01-14 22:00	Exit Long	$73.29		$1,910.00	$21,925.00		($10.00)	59.26%	58.95%	$2.50	$10.00
52	Buy	2015-01-22 07:00	Buy	$72.38	$0.00	1	($285.00)	-0.36%	$1,250.00	80.13%		$2.50	$10.00
	Sell	2015-01-22 10:00	Exit Long	$72.12		($260.00)	$21,640.00		($310.00)	3.21%	-16.67%	$2.50	$10.00
53	Sell Short	2015-01-28 10:00	Sell	$69.74	$0.00	1	($415.00)	-0.56%	$680.00	63.55%		$2.50	$10.00
	Buy to Cover	2015-01-28 12:00	Stop Loss	$70.13		($390.00)	$21,225.00		($390.00)	0.00%	-36.45%	$2.50	$10.00
54	Buy	2015-03-04 15:00	Buy	$74.96	$0.00	1	$115.00	0.19%	$1,300.00	99.24%		$2.50	$10.00
	Sell	2015-03-05 10:00	Exit Long	$75.10		$140.00	$21,340.00		($10.00)	11.45%	10.69%	$2.50	$10.00
55	Sell Short	2015-03-20 08:00	Sell	$66.92	$0.00	1	($415.00)	-0.58%	$230.00	37.10%		$2.50	$10.00
	Buy to Cover	2015-03-20 09:00	Stop Loss	$67.31		($390.00)	$20,925.00		($390.00)	0.00%	-62.90%	$2.50	$10.00
56	Buy	2015-03-25 10:00	Buy	$69.67	$0.00	1	$3,165.00	4.58%	$4,680.00	91.76%		$2.50	$10.00
	Sell	2015-03-26 08:00	Exit Long	$72.86		$3,190.00	$24,090.00		($420.00)	70.78%	62.55%	$2.50	$10.00
57	Sell Short	2015-04-09 16:00	Sell	$72.67	$0.00	1	($35.00)	-0.01%	$720.00	80.90%		$2.50	$10.00
	Buy to Cover	2015-04-10 09:00	Exit Short	$72.68		($10.00)	$24,055.00		($170.00)	17.98%	-1.12%	$2.50	$10.00
58	Buy	2015-04-14 11:00	Buy	$74.75	$0.00	1	$3,005.00	4.05%	$3,810.00	93.84%		$2.50	$10.00
	Sell	2015-04-16 05:00	Exit Long	$77.78		$3,030.00	$27,060.00		($250.00)	80.79%	74.63%	$2.50	$10.00
59	Buy	2015-04-17 11:00	Buy	$78.58	$0.00	1	($655.00)	-0.80%	$230.00	26.74%		$2.50	$10.00
	Sell	2015-04-17 12:00	Stop Loss	$77.95		($630.00)	$26,405.00		($630.00)	0.00%	-73.26%	$2.50	$10.00
60	Buy	2015-04-20 12:00	Buy	$78.78	$0.00	1	($1,005.00)	-1.24%	$130.00	11.71%		$2.50	$10.00
	Sell	2015-04-20 15:00	Stop Loss	$77.80		($980.00)	$25,400.00		($980.00)	0.00%	-88.29%	$2.50	$10.00
61	Sell Short	2015-04-27 15:00	Sell	$77.16	$0.00	1	($5.00)	0.03%	$620.00	63.92%		$2.50	$10.00
	Buy to Cover	2015-04-28 06:00	Exit Short	$77.14		$20.00	$25,395.00		($350.00)	38.14%	2.06%	$2.50	$10.00
62	Buy	2015-04-29 11:00	Buy	$77.77	$0.00	1	$1,065.00	1.40%	$2,030.00	93.98%		$2.50	$10.00
	Sell	2015-04-29 16:00	Exit Long	$78.86		$1,090.00	$26,460.00		($130.00)	56.48%	50.46%	$2.50	$10.00
63	Buy	2015-05-12 06:00	Buy	$80.19	$0.00	1	($25.00)	0.00%	$830.00	77.57%		$2.50	$10.00
	Sell	2015-05-12 11:00	Exit Long	$80.19		$0.00	$26,435.00		($240.00)	22.43%	0.00%	$2.50	$10.00
64	Sell Short	2015-05-18 13:00	Sell	$79.64	$0.00	1	$1,545.00	1.97%	$2,200.00	83.97%		$2.50	$10.00
	Buy to Cover	2015-05-20 00:00	Exit Short	$78.07		$1,570.00	$27,980.00		($420.00)	75.95%	59.92%	$2.50	$10.00
65	Sell Short	2015-05-26 06:00	Sell	$78.78	$0.00	1	$875.00	1.14%	$1,560.00	87.15%		$2.50	$10.00
	Buy to Cover	2015-05-26 18:00	Exit Short	$77.88		$900.00	$28,855.00		($230.00)	63.13%	50.28%	$2.50	$10.00
66	Sell Short	2015-06-04 10:00	Sell	$78.76	$0.00	1	$875.00	1.14%	$1,990.00	97.55%		$2.50	$10.00
	Buy to Cover	2015-06-05 09:00	Exit Short	$77.86		$900.00	$29,730.00		($50.00)	46.57%	44.12%	$2.50	$10.00
67	Buy	2015-06-09 06:00	Buy	$78.36	$0.00	1	$1,705.00	2.21%	$2,970.00	96.12%		$2.50	$10.00
	Sell	2015-06-10 13:00	Exit Long	$80.09		$1,730.00	$31,435.00		($120.00)	59.87%	55.99%	$2.50	$10.00
68	Sell Short	2015-07-08 12:00	Sell	$70.78	$0.00	1	($205.00)	-0.25%	$770.00	77.78%		$2.50	$10.00
	Buy to Cover	2015-07-08 17:00	Exit Short	$70.96		($180.00)	$31,230.00		($220.00)	4.04%	-18.18%	$2.50	$10.00
69	Sell Short	2015-07-20 11:00	Sell	$69.41	$0.00	1	$5.00	0.04%	$550.00	55.00%		$2.50	$10.00
	Buy to Cover	2015-07-21 10:00	Exit Short	$69.38		$30.00	$31,235.00		($450.00)	48.00%	3.00%	$2.50	$10.00
70	Buy	2015-08-05 10:00	Buy	$65.07	$0.00	1	($405.00)	-0.58%	$410.00	51.90%		$2.50	$10.00
	Sell	2015-08-05 11:00	Stop Loss	$64.69		($380.00)	$30,830.00		($380.00)	0.00%	-48.10%	$2.50	$10.00
71	Sell Short	2015-08-13 10:00	Sell	$61.61	$0.00	1	$435.00	0.75%	$1,480.00	90.80%		$2.50	$10.00
	Buy to Cover	2015-08-14 09:00	Exit Short	$61.15		$460.00	$31,265.00		($150.00)	37.42%	28.22%	$2.50	$10.00
72	Sell Short	2015-08-20 17:00	Sell	$59.07	$0.00	1	($355.00)	-0.56%	$180.00	26.87%		$2.50	$10.00
	Buy to Cover	2015-08-21 06:00	Exit Short	$59.40		($330.00)	$30,910.00		($490.00)	23.88%	-49.25%	$2.50	$10.00
73	Sell Short	2015-08-21 10:00	Sell	$58.99	$0.00	1	($385.00)	-0.61%	$0.00	0.00%		$2.50	$10.00
	Buy to Cover	2015-08-21 10:00	Stop Loss	$59.35		($360.00)	$30,525.00		($360.00)	0.00%	-100.00%	$2.50	$10.00
74	Sell Short	2015-09-04 18:00	Sell	$63.92	$0.00	1	$555.00	0.91%	$1,540.00	87.01%		$2.50	$10.00
	Buy to Cover	2015-09-08 07:00	Exit Short	$63.34		$580.00	$31,080.00		($230.00)	45.76%	32.77%	$2.50	$10.00
75	Sell Short	2015-09-15 15:00	Sell	$62.39	$0.00	1	($705.00)	-1.09%	$230.00	25.27%		$2.50	$10.00
	Buy to Cover	2015-09-15 17:00	Stop Loss	$63.07		($680.00)	$30,375.00		($680.00)	0.00%	-74.73%	$2.50	$10.00
76	Buy	2015-09-30 17:00	Buy	$63.39	$0.00	1	$55.00	0.13%	$1,650.00	88.24%		$2.50	$10.00
	Sell	2015-10-01 12:00	Exit Long	$63.47		$80.00	$30,430.00		($220.00)	16.04%	4.28%	$2.50	$10.00
77	Sell Short	2015-10-02 10:00	Sell	$62.86	$0.00	1	($595.00)	-0.91%	$950.00	62.50%		$2.50	$10.00
	Buy to Cover	2015-10-02 14:00	Stop Loss	$63.43		($570.00)	$29,835.00		($570.00)	0.00%	-37.50%	$2.50	$10.00
78	Buy	2015-10-06 10:00	Buy	$64.62	$0.00	1	$2,175.00	3.40%	$3,030.00	93.23%		$2.50	$10.00
	Sell	2015-10-07 12:00	Exit Long	$66.82		$2,200.00	$32,010.00		($220.00)	74.46%	67.69%	$2.50	$10.00
79	Sell Short	2015-10-20 13:00	Sell	$63.49	$0.00	1	($265.00)	-0.38%	$380.00	58.46%		$2.50	$10.00
	Buy to Cover	2015-10-20 16:00	Exit Short	$63.73		($240.00)	$31,745.00		($270.00)	4.62%	-36.92%	$2.50	$10.00
80	Sell Short	2015-10-23 10:00	Sell	$62.44	$0.00	1	$1,785.00	2.90%	$2,470.00	99.20%		$2.50	$10.00
	Buy to Cover	2015-10-27 17:00	Exit Short	$60.63		$1,810.00	$33,530.00		($20.00)	73.49%	72.69%	$2.50	$10.00
81	Buy	2015-10-30 08:00	Buy	$63.69	$0.00	1	($455.00)	-0.68%	$50.00	10.42%		$2.50	$10.00
	Sell	2015-10-30 09:00	Stop Loss	$63.26		($430.00)	$33,075.00		($430.00)	0.00%	-89.58%	$2.50	$10.00
82	Buy	2015-10-30 14:00	Buy	$63.75	$0.00	1	($295.00)	-0.42%	$670.00	64.42%		$2.50	$10.00
	Sell	2015-11-02 05:00	Exit Long	$63.48		($270.00)	$32,780.00		($370.00)	9.62%	-25.96%	$2.50	$10.00
83	Sell Short	2015-11-10 10:00	Sell	$61.17	$0.00	1	($455.00)	-0.70%	$210.00	32.81%		$2.50	$10.00
	Buy to Cover	2015-11-10 10:00	Stop Loss	$61.60		($430.00)	$32,325.00		($430.00)	0.00%	-67.19%	$2.50	$10.00
84	Sell Short	2015-11-11 12:00	Sell	$60.69	$0.00	1	$1,355.00	2.27%	$1,920.00	98.46%		$2.50	$10.00
	Buy to Cover	2015-11-13 05:00	Exit Short	$59.31		$1,380.00	$33,680.00		($30.00)	72.31%	70.77%	$2.50	$10.00
85	Sell Short	2015-11-20 08:00	Sell	$57.75	$0.00	1	($365.00)	-0.59%	$40.00	10.53%		$2.50	$10.00
	Buy to Cover	2015-11-20 10:00	Stop Loss	$58.09		($340.00)	$33,315.00		($340.00)	0.00%	-89.47%	$2.50	$10.00
86	Sell Short	2015-11-20 16:00	Sell	$57.92	$0.00	1	$335.00	0.62%	$1,170.00	95.12%		$2.50	$10.00
	Buy to Cover	2015-11-23 08:00	Exit Short	$57.56		$360.00	$33,650.00		($60.00)	34.15%	29.27%	$2.50	$10.00
87	Sell Short	2015-12-02 06:00	Sell	$57.80	$0.00	1	($255.00)	-0.40%	$690.00	75.00%		$2.50	$10.00
	Buy to Cover	2015-12-02 11:00	Stop Loss	$58.03		($230.00)	$33,395.00		($230.00)	0.00%	-25.00%	$2.50	$10.00
88	Sell Short	2015-12-09 13:00	Sell	$53.65	$0.00	1	$1,995.00	3.77%	$2,780.00	92.36%		$2.50	$10.00
	Buy to Cover	2015-12-14 10:00	Exit Short	$51.63		$2,020.00	$35,390.00		($230.00)	74.75%	67.11%	$2.50	$10.00
89	Sell Short	2015-12-18 08:00	Sell	$50.96	$0.00	1	($365.00)	-0.67%	$130.00	27.66%		$2.50	$10.00
	Buy to Cover	2015-12-18 10:00	Stop Loss	$51.30		($340.00)	$35,025.00		($340.00)	0.00%	-72.34%	$2.50	$10.00
90	Buy	2015-12-22 13:00	Buy	$51.54	$0.00	1	$1,065.00	2.11%	$1,520.00	79.17%		$2.50	$10.00
	Sell	2015-12-24 08:00	Exit Long	$52.63		$1,090.00	$36,090.00		($400.00)	77.60%	56.77%	$2.50	$10.00
91	Sell Short	2016-01-05 11:00	Sell	$51.34	$0.00	1	($45.00)	-0.04%	$490.00	68.06%		$2.50	$10.00
	Buy to Cover	2016-01-05 21:00	Exit Short	$51.36		($20.00)	$36,045.00		($230.00)	29.17%	-2.78%	$2.50	$10.00
92	Sell Short	2016-02-05 10:00	Sell	$45.56	$0.00	1	$975.00	2.19%	$1,850.00	72.27%		$2.50	$10.00
	Buy to Cover	2016-02-08 12:00	Exit Short	$44.56		$1,000.00	$37,020.00		($710.00)	66.80%	39.06%	$2.50	$10.00
93	Sell Short	2016-02-09 09:00	Sell	$43.83	$0.00	1	$2,275.00	5.25%	$3,470.00	87.41%		$2.50	$10.00
	Buy to Cover	2016-02-11 11:00	Exit Short	$41.53		$2,300.00	$39,295.00		($500.00)	70.53%	57.93%	$2.50	$10.00
94	Buy	2016-03-02 12:00	Buy	$46.57	$0.00	1	($265.00)	-0.52%	$580.00	62.37%		$2.50	$10.00
	Sell	2016-03-03 10:00	Exit Long	$46.33		($240.00)	$39,030.00		($350.00)	11.83%	-25.81%	$2.50	$10.00
95	Buy	2016-03-03 12:00	Buy	$47.09	$0.00	1	($555.00)	-1.13%	$100.00	15.87%		$2.50	$10.00
	Sell	2016-03-03 12:00	Stop Loss	$46.56		($530.00)	$38,475.00		($530.00)	0.00%	-84.13%	$2.50	$10.00
96	Buy	2016-03-22 12:00	Buy	$52.14	$0.00	1	($695.00)	-1.29%	$20.00	2.90%		$2.50	$10.00
	Sell	2016-03-23 01:00	Stop Loss	$51.47		($670.00)	$37,780.00		($670.00)	0.00%	-97.10%	$2.50	$10.00
97	Sell Short	2016-04-01 07:00	Sell	$48.22	$0.00	1	$895.00	1.91%	$1,510.00	94.97%		$2.50	$10.00
	Buy to Cover	2016-04-04 07:00	Exit Short	$47.30		$920.00	$38,675.00		($80.00)	62.89%	57.86%	$2.50	$10.00
98	Sell Short	2016-05-04 13:00	Sell	$52.80	$0.00	1	($265.00)	-0.45%	$410.00	53.25%		$2.50	$10.00
	Buy to Cover	2016-05-04 16:00	Exit Short	$53.04		($240.00)	$38,410.00		($360.00)	15.58%	-31.17%	$2.50	$10.00
99	Sell Short	2016-07-11 14:00	Sell	$52.65	$0.00	1	($335.00)	-0.59%	$270.00	38.03%		$2.50	$10.00
	Buy to Cover	2016-07-12 04:00	Exit Short	$52.96		($310.00)	$38,075.00		($440.00)	18.31%	-43.66%	$2.50	$10.00
100	Buy	2016-07-15 09:00	Buy	$53.80	$0.00	1	($165.00)	-0.26%	$490.00	60.49%		$2.50	$10.00
	Sell	2016-07-18 08:00	Exit Long	$53.66		($140.00)	$37,910.00		($320.00)	22.22%	-17.28%	$2.50	$10.00
101	Sell Short	2016-07-27 07:00	Sell	$49.84	$0.00	1	($325.00)	-0.60%	$60.00	16.67%		$2.50	$10.00
	Buy to Cover	2016-07-27 09:00	Stop Loss	$50.14		($300.00)	$37,585.00		($300.00)	0.00%	-83.33%	$2.50	$10.00
102	Buy	2016-08-05 16:00	Buy	$49.12	$0.00	1	$925.00	1.93%	$1,530.00	98.71%		$2.50	$10.00
	Sell	2016-08-08 16:00	Exit Long	$50.07		$950.00	$38,510.00		($20.00)	62.58%	61.29%	$2.50	$10.00
103	Buy	2016-08-26 10:00	Buy	$53.94	$0.00	1	($295.00)	-0.50%	$160.00	37.21%		$2.50	$10.00
	Sell	2016-08-26 11:00	Stop Loss	$53.67		($270.00)	$38,215.00		($270.00)	0.00%	-62.79%	$2.50	$10.00
104	Sell Short	2016-09-14 09:00	Sell	$51.39	$0.00	1	$815.00	1.63%	$1,540.00	84.62%		$2.50	$10.00
	Buy to Cover	2016-09-15 08:00	Exit Short	$50.55		$840.00	$39,030.00		($280.00)	61.54%	46.15%	$2.50	$10.00
105	Buy	2016-10-04 11:00	Buy	$54.85	$0.00	1	($385.00)	-0.66%	$130.00	26.53%		$2.50	$10.00
	Sell	2016-10-04 11:00	Stop Loss	$54.49		($360.00)	$38,645.00		($360.00)	0.00%	-73.47%	$2.50	$10.00
106	Buy	2016-10-06 07:00	Buy	$55.74	$0.00	1	$285.00	0.56%	$920.00	87.62%		$2.50	$10.00
	Sell	2016-10-07 07:00	Exit Long	$56.05		$310.00	$38,930.00		($130.00)	41.90%	29.52%	$2.50	$10.00
107	Buy	2016-11-08 12:00	Buy	$50.56	$0.00	1	($535.00)	-1.01%	$320.00	38.55%		$2.50	$10.00
	Sell	2016-11-08 17:00	Stop Loss	$50.05		($510.00)	$38,395.00		($510.00)	0.00%	-61.45%	$2.50	$10.00
108	Buy	2016-11-17 07:00	Buy	$51.35	$0.00	1	$25.00	0.10%	$730.00	80.22%		$2.50	$10.00
	Sell	2016-11-17 12:00	Exit Long	$51.40		$50.00	$38,420.00		($180.00)	25.27%	5.49%	$2.50	$10.00
109	Sell Short	2016-11-23 10:00	Sell	$52.47	$0.00	1	($455.00)	-0.82%	$110.00	20.37%		$2.50	$10.00
	Buy to Cover	2016-11-23 11:00	Stop Loss	$52.90		($430.00)	$37,965.00		($430.00)	0.00%	-79.63%	$2.50	$10.00
110	Buy	2016-12-20 06:00	Buy	$57.13	$0.00	1	($55.00)	-0.05%	$530.00	79.10%		$2.50	$10.00
	Sell	2016-12-20 16:00	Exit Long	$57.10		($30.00)	$37,910.00		($140.00)	16.42%	-4.48%	$2.50	$10.00
111	Sell Short	2016-12-30 10:00	Sell	$57.51	$0.00	1	($285.00)	-0.45%	$210.00	44.68%		$2.50	$10.00
	Buy to Cover	2016-12-30 17:00	Stop Loss	$57.77		($260.00)	$37,625.00		($260.00)	0.00%	-55.32%	$2.50	$10.00
112	Buy	2017-01-06 06:00	Buy	$57.89	$0.00	1	($345.00)	-0.55%	$320.00	50.00%		$2.50	$10.00
	Sell	2017-01-06 10:00	Stop Loss	$57.57		($320.00)	$37,280.00		($320.00)	0.00%	-50.00%	$2.50	$10.00
113	Sell Short	2017-01-19 14:00	Sell	$55.11	$0.00	1	($445.00)	-0.76%	$130.00	20.31%		$2.50	$10.00
	Buy to Cover	2017-01-20 05:00	Exit Short	$55.53		($420.00)	$36,835.00		($510.00)	14.06%	-65.63%	$2.50	$10.00
114	Buy	2017-01-24 10:00	Buy	$56.28	$0.00	1	($55.00)	-0.05%	$390.00	68.42%		$2.50	$10.00
	Sell	2017-01-24 16:00	Exit Long	$56.25		($30.00)	$36,780.00		($180.00)	26.32%	-5.26%	$2.50	$10.00
115	Buy	2017-02-16 14:00	Buy	$56.55	$0.00	1	($515.00)	-0.87%	$80.00	14.04%		$2.50	$10.00
	Sell	2017-02-17 06:00	Stop Loss	$56.06		($490.00)	$36,265.00		($490.00)	0.00%	-85.96%	$2.50	$10.00
116	Sell Short	2017-03-14 09:00	Sell	$50.83	$0.00	1	$145.00	0.33%	$1,020.00	99.03%		$2.50	$10.00
	Buy to Cover	2017-03-14 17:00	Exit Short	$50.66		$170.00	$36,410.00		($10.00)	17.48%	16.50%	$2.50	$10.00
117	Sell Short	2017-03-21 12:00	Sell	$50.98	$0.00	1	$935.00	1.88%	$1,740.00	99.43%		$2.50	$10.00
	Buy to Cover	2017-03-22 13:00	Exit Short	$50.02		$960.00	$37,345.00		($10.00)	55.43%	54.86%	$2.50	$10.00
118	Buy	2017-04-11 14:00	Buy	$55.45	$0.00	1	$245.00	0.49%	$540.00	83.08%		$2.50	$10.00
	Sell	2017-04-12 11:00	Exit Long	$55.72		$270.00	$37,590.00		($110.00)	58.46%	41.54%	$2.50	$10.00
119	Sell Short	2017-04-19 12:00	Sell	$54.38	$0.00	1	$1,405.00	2.63%	$2,100.00	95.02%		$2.50	$10.00
	Buy to Cover	2017-04-19 22:00	Exit Short	$52.95		$1,430.00	$38,995.00		($110.00)	69.68%	64.71%	$2.50	$10.00
120	Sell Short	2017-04-21 11:00	Sell	$52.29	$0.00	1	$645.00	1.28%	$1,320.00	100.00%		$2.50	$10.00
	Buy to Cover	2017-04-24 02:00	Exit Short	$51.62		$670.00	$39,640.00		$0.00	50.76%	50.76%	$2.50	$10.00
121	Sell Short	2017-04-26 10:00	Sell	$50.89	$0.00	1	($295.00)	-0.53%	$180.00	40.00%		$2.50	$10.00
	Buy to Cover	2017-04-26 11:00	Stop Loss	$51.16		($270.00)	$39,345.00		($270.00)	0.00%	-60.00%	$2.50	$10.00
122	Sell Short	2017-05-02 12:00	Sell	$50.34	$0.00	1	$425.00	0.89%	$1,220.00	91.04%		$2.50	$10.00
	Buy to Cover	2017-05-02 19:00	Exit Short	$49.89		$450.00	$39,770.00		($120.00)	42.54%	33.58%	$2.50	$10.00
123	Sell Short	2017-05-03 19:00	Sell	$49.37	$0.00	1	$2,895.00	5.91%	$3,840.00	96.24%		$2.50	$10.00
	Buy to Cover	2017-05-05 04:00	Exit Short	$46.45		$2,920.00	$42,665.00		($150.00)	76.94%	73.18%	$2.50	$10.00
124	Buy	2017-05-12 10:00	Buy	$49.80	$0.00	1	($295.00)	-0.54%	$20.00	6.90%		$2.50	$10.00
	Sell	2017-05-12 10:00	Stop Loss	$49.53		($270.00)	$42,370.00		($270.00)	0.00%	-93.10%	$2.50	$10.00
125	Buy	2017-05-12 16:00	Buy	$49.62	$0.00	1	$1,305.00	2.68%	$1,810.00	98.37%		$2.50	$10.00
	Sell	2017-05-15 12:00	Exit Long	$50.95		$1,330.00	$43,675.00		($30.00)	73.91%	72.28%	$2.50	$10.00
126	Buy	2017-05-18 12:00	Buy	$50.98	$0.00	1	$1,335.00	2.67%	$1,880.00	96.41%		$2.50	$10.00
	Sell	2017-05-23 01:00	Exit Long	$52.34		$1,360.00	$45,010.00		($70.00)	73.33%	69.74%	$2.50	$10.00
127	Sell Short	2017-06-01 16:00	Sell	$49.59	$0.00	1	$475.00	1.01%	$1,420.00	93.42%		$2.50	$10.00
	Buy to Cover	2017-06-02 11:00	Exit Short	$49.09		$500.00	$45,485.00		($100.00)	39.47%	32.89%	$2.50	$10.00
128	Buy	2017-06-13 13:00	Buy	$47.76	$0.00	1	($445.00)	-0.88%	$240.00	36.36%		$2.50	$10.00
	Sell	2017-06-13 17:00	Stop Loss	$47.34		($420.00)	$45,040.00		($420.00)	0.00%	-63.64%	$2.50	$10.00
129	Buy	2017-06-23 12:00	Buy	$44.34	$0.00	1	($325.00)	-0.68%	$70.00	18.92%		$2.50	$10.00
	Sell	2017-06-23 14:00	Stop Loss	$44.04		($300.00)	$44,715.00		($300.00)	0.00%	-81.08%	$2.50	$10.00
130	Sell Short	2017-07-06 15:00	Sell	$46.55	$0.00	1	$595.00	1.33%	$1,290.00	85.43%		$2.50	$10.00
	Buy to Cover	2017-07-07 10:00	Exit Short	$45.93		$620.00	$45,310.00		($220.00)	55.63%	41.06%	$2.50	$10.00
131	Buy	2017-07-13 12:00	Buy	$47.11	$0.00	1	$185.00	0.45%	$820.00	89.13%		$2.50	$10.00
	Sell	2017-07-14 10:00	Exit Long	$47.32		$210.00	$45,495.00		($100.00)	33.70%	22.83%	$2.50	$10.00
132	Sell Short	2017-08-08 11:00	Sell	$50.09	$0.00	1	($505.00)	-0.96%	$230.00	32.39%		$2.50	$10.00
	Buy to Cover	2017-08-08 12:00	Stop Loss	$50.57		($480.00)	$44,990.00		($480.00)	0.00%	-67.61%	$2.50	$10.00
133	Buy	2017-09-07 13:00	Buy	$50.01	$0.00	1	($445.00)	-0.84%	$100.00	19.23%		$2.50	$10.00
	Sell	2017-09-08 05:00	Stop Loss	$49.59		($420.00)	$44,545.00		($420.00)	0.00%	-80.77%	$2.50	$10.00
134	Buy	2017-09-12 19:00	Buy	$49.19	$0.00	1	($215.00)	-0.39%	$20.00	9.52%		$2.50	$10.00
	Sell	2017-09-13 04:00	Stop Loss	$49.00		($190.00)	$44,330.00		($190.00)	0.00%	-90.48%	$2.50	$10.00
135	Buy	2017-09-13 06:00	Buy	$49.39	$0.00	1	$1,385.00	2.85%	$1,960.00	98.00%		$2.50	$10.00
	Sell	2017-09-14 14:00	Exit Long	$50.80		$1,410.00	$45,715.00		($40.00)	72.50%	70.50%	$2.50	$10.00
136	Buy	2017-09-18 15:00	Buy	$50.75	$0.00	1	($145.00)	-0.24%	$370.00	57.81%		$2.50	$10.00
	Sell	2017-09-19 11:00	Exit Long	$50.63		($120.00)	$45,570.00		($270.00)	23.44%	-18.75%	$2.50	$10.00
137	Sell Short	2017-09-19 12:00	Sell	$50.48	$0.00	1	($115.00)	-0.18%	$450.00	69.23%		$2.50	$10.00
	Buy to Cover	2017-09-19 19:00	Exit Short	$50.57		($90.00)	$45,455.00		($200.00)	16.92%	-13.85%	$2.50	$10.00
138	Sell Short	2017-10-02 07:00	Sell	$51.62	$0.00	1	$755.00	1.51%	$1,250.00	98.43%		$2.50	$10.00
	Buy to Cover	2017-10-02 14:00	Exit Short	$50.84		$780.00	$46,210.00		($20.00)	62.99%	61.42%	$2.50	$10.00
139	Sell Short	2017-10-04 14:00	Sell	$50.23	$0.00	1	($305.00)	-0.56%	$100.00	22.22%		$2.50	$10.00
	Buy to Cover	2017-10-05 06:00	Exit Short	$50.51		($280.00)	$45,905.00		($350.00)	15.56%	-62.22%	$2.50	$10.00
140	Buy	2017-10-24 07:00	Buy	$52.22	$0.00	1	($345.00)	-0.61%	$300.00	48.39%		$2.50	$10.00
	Sell	2017-10-24 12:00	Stop Loss	$51.90		($320.00)	$45,560.00		($320.00)	0.00%	-51.61%	$2.50	$10.00
141	Sell Short	2017-11-13 13:00	Sell	$56.73	$0.00	1	$865.00	1.57%	$1,480.00	84.09%		$2.50	$10.00
	Buy to Cover	2017-11-14 16:00	Exit Short	$55.84		$890.00	$46,425.00		($280.00)	66.48%	50.57%	$2.50	$10.00
142	Sell Short	2017-11-16 09:00	Sell	$55.20	$0.00	1	($245.00)	-0.40%	$170.00	43.59%		$2.50	$10.00
	Buy to Cover	2017-11-16 11:00	Stop Loss	$55.42		($220.00)	$46,180.00		($220.00)	0.00%	-56.41%	$2.50	$10.00
143	Sell Short	2017-11-29 06:00	Sell	$57.53	$0.00	1	($185.00)	-0.28%	$190.00	54.29%		$2.50	$10.00
	Buy to Cover	2017-11-29 07:00	Stop Loss	$57.69		($160.00)	$45,995.00		($160.00)	0.00%	-45.71%	$2.50	$10.00
144	Buy	2017-12-20 13:00	Buy	$57.74	$0.00	1	$35.00	0.10%	$290.00	87.88%		$2.50	$10.00
	Sell	2017-12-21 06:00	Exit Long	$57.80		$60.00	$46,030.00		($40.00)	30.30%	18.18%	$2.50	$10.00
145	Buy	2017-12-21 12:00	Buy	$58.03	$0.00	1	($105.00)	-0.14%	$190.00	61.29%		$2.50	$10.00
	Sell	2017-12-22 05:00	Exit Long	$57.95		($80.00)	$45,925.00		($120.00)	12.90%	-25.81%	$2.50	$10.00
146	Buy	2017-12-28 17:00	Buy	$59.76	$0.00	1	$155.00	0.30%	$400.00	80.00%		$2.50	$10.00
	Sell	2017-12-29 06:00	Exit Long	$59.94		$180.00	$46,080.00		($100.00)	56.00%	36.00%	$2.50	$10.00
147	Buy	2018-03-13 11:00	Buy	$61.91	$0.00	1	($635.00)	-0.99%	$80.00	11.59%		$2.50	$10.00
	Sell	2018-03-13 11:00	Stop Loss	$61.30		($610.00)	$45,445.00		($610.00)	0.00%	-88.41%	$2.50	$10.00
148	Buy	2018-03-15 09:00	Buy	$61.37	$0.00	1	($325.00)	-0.49%	$230.00	43.40%		$2.50	$10.00
	Sell	2018-03-15 11:00	Stop Loss	$61.07		($300.00)	$45,120.00		($300.00)	0.00%	-56.60%	$2.50	$10.00
149	Buy	2018-03-16 07:00	Buy	$61.43	$0.00	1	($195.00)	-0.28%	$60.00	26.09%		$2.50	$10.00
	Sell	2018-03-16 10:00	Stop Loss	$61.26		($170.00)	$44,925.00		($170.00)	0.00%	-73.91%	$2.50	$10.00
150	Buy	2018-03-27 06:00	Buy	$65.76	$0.00	1	($295.00)	-0.41%	$650.00	70.65%		$2.50	$10.00
	Sell	2018-03-27 10:00	Stop Loss	$65.49		($270.00)	$44,630.00		($270.00)	0.00%	-29.35%	$2.50	$10.00
151	Sell Short	2018-03-29 08:00	Sell	$64.35	$0.00	1	($305.00)	-0.44%	$190.00	40.43%		$2.50	$10.00
	Buy to Cover	2018-03-29 11:00	Stop Loss	$64.63		($280.00)	$44,325.00		($280.00)	0.00%	-59.57%	$2.50	$10.00
152	Sell Short	2018-04-06 09:00	Sell	$62.99	$0.00	1	($335.00)	-0.49%	$60.00	16.22%		$2.50	$10.00
	Buy to Cover	2018-04-06 09:00	Stop Loss	$63.30		($310.00)	$43,990.00		($310.00)	0.00%	-83.78%	$2.50	$10.00
153	Sell Short	2018-04-23 06:00	Sell	$67.97	$0.00	1	($255.00)	-0.34%	$120.00	34.29%		$2.50	$10.00
	Buy to Cover	2018-04-23 08:00	Stop Loss	$68.20		($230.00)	$43,735.00		($230.00)	0.00%	-65.71%	$2.50	$10.00
154	Buy	2018-05-03 13:00	Buy	$67.87	$0.00	1	$1,935.00	2.89%	$2,980.00	94.90%		$2.50	$10.00
	Sell	2018-05-07 16:00	Exit Long	$69.83		$1,960.00	$45,670.00		($160.00)	67.52%	62.42%	$2.50	$10.00
155	Buy	2018-06-08 15:00	Buy	$65.75	$0.00	1	($515.00)	-0.75%	$80.00	14.04%		$2.50	$10.00
	Sell	2018-06-11 06:00	Stop Loss	$65.26		($490.00)	$45,155.00		($490.00)	0.00%	-85.96%	$2.50	$10.00
156	Buy	2018-06-13 12:00	Buy	$66.46	$0.00	1	($85.00)	-0.09%	$630.00	78.75%		$2.50	$10.00
	Sell	2018-06-14 12:00	Exit Long	$66.40		($60.00)	$45,070.00		($170.00)	13.75%	-7.50%	$2.50	$10.00
157	Buy	2018-06-14 16:00	Buy	$66.86	$0.00	1	($315.00)	-0.43%	$160.00	35.56%		$2.50	$10.00
	Sell	2018-06-15 05:00	Stop Loss	$66.57		($290.00)	$44,755.00		($290.00)	0.00%	-64.44%	$2.50	$10.00
158	Buy	2018-06-21 12:00	Buy	$65.87	$0.00	1	$2,665.00	4.08%	$3,650.00	91.02%		$2.50	$10.00
	Sell	2018-06-25 02:00	Exit Long	$68.56		$2,690.00	$47,420.00		($360.00)	76.06%	67.08%	$2.50	$10.00
159	Sell Short	2018-07-16 07:00	Sell	$70.23	$0.00	1	$2,105.00	3.03%	$3,060.00	99.67%		$2.50	$10.00
	Buy to Cover	2018-07-17 14:00	Exit Short	$68.10		$2,130.00	$49,525.00		($10.00)	69.71%	69.38%	$2.50	$10.00
160	Buy	2018-07-26 12:00	Buy	$70.68	$0.00	1	($265.00)	-0.34%	$300.00	46.15%		$2.50	$10.00
	Sell	2018-07-27 06:00	Exit Long	$70.44		($240.00)	$49,260.00		($350.00)	16.92%	-36.92%	$2.50	$10.00
161	Buy	2018-07-27 11:00	Buy	$70.75	$0.00	1	($325.00)	-0.42%	$70.00	18.92%		$2.50	$10.00
	Sell	2018-07-27 11:00	Stop Loss	$70.45		($300.00)	$48,935.00		($300.00)	0.00%	-81.08%	$2.50	$10.00
162	Buy	2018-08-21 09:00	Buy	$67.30	$0.00	1	$155.00	0.27%	$830.00	94.32%		$2.50	$10.00
	Sell	2018-08-21 15:00	Exit Long	$67.48		$180.00	$49,090.00		($50.00)	26.14%	20.45%	$2.50	$10.00
163	Sell Short	2018-09-17 14:00	Sell	$70.22	$0.00	1	($635.00)	-0.87%	$60.00	8.96%		$2.50	$10.00
	Buy to Cover	2018-09-18 06:00	Stop Loss	$70.83		($610.00)	$48,455.00		($610.00)	0.00%	-91.04%	$2.50	$10.00
164	Buy	2018-09-19 11:00	Buy	$71.73	$0.00	1	$645.00	0.93%	$1,490.00	98.68%		$2.50	$10.00
	Sell	2018-09-20 09:00	Exit Long	$72.40		$670.00	$49,100.00		($20.00)	45.70%	44.37%	$2.50	$10.00
165	Sell Short	2018-09-21 13:00	Sell	$72.30	$0.00	1	($745.00)	-1.00%	$10.00	1.37%		$2.50	$10.00
	Buy to Cover	2018-09-21 13:00	Stop Loss	$73.02		($720.00)	$48,355.00		($720.00)	0.00%	-98.63%	$2.50	$10.00
166	Buy	2018-10-10 07:00	Buy	$76.89	$0.00	1	($345.00)	-0.42%	$50.00	13.51%		$2.50	$10.00
	Sell	2018-10-10 09:00	Stop Loss	$76.57		($320.00)	$48,010.00		($320.00)	0.00%	-86.49%	$2.50	$10.00
167	Sell Short	2018-10-30 07:00	Sell	$68.66	$0.00	1	$565.00	0.86%	$1,410.00	98.60%		$2.50	$10.00
	Buy to Cover	2018-10-30 12:00	Exit Short	$68.07		$590.00	$48,575.00		($20.00)	42.66%	41.26%	$2.50	$10.00
168	Sell Short	2018-11-20 10:00	Sell	$57.87	$0.00	1	$2,005.00	3.51%	$3,370.00	95.74%		$2.50	$10.00
	Buy to Cover	2018-11-20 22:00	Exit Short	$55.84		$2,030.00	$50,580.00		($150.00)	61.93%	57.67%	$2.50	$10.00
169	Sell Short	2018-11-22 13:00	Sell	$55.62	$0.00	1	$2,515.00	4.57%	$3,740.00	94.21%		$2.50	$10.00
	Buy to Cover	2018-11-26 06:00	Exit Short	$53.08		$2,540.00	$53,095.00		($230.00)	69.77%	63.98%	$2.50	$10.00
170	Sell Short	2018-11-27 14:00	Sell	$52.48	$0.00	1	($955.00)	-1.77%	$10.00	1.04%		$2.50	$10.00
	Buy to Cover	2018-11-27 16:00	Exit Short	$53.41		($930.00)	$52,140.00		($950.00)	2.08%	-96.87%	$2.50	$10.00
171	Sell Short	2018-11-28 10:00	Sell	$52.94	$0.00	1	($365.00)	-0.64%	$600.00	54.55%		$2.50	$10.00
	Buy to Cover	2018-11-28 13:00	Exit Short	$53.28		($340.00)	$51,775.00		($500.00)	14.55%	-30.91%	$2.50	$10.00
172	Sell Short	2018-12-28 12:00	Sell	$46.14	$0.00	1	($845.00)	-1.78%	$260.00	24.07%		$2.50	$10.00
	Buy to Cover	2018-12-28 12:00	Stop Loss	$46.96		($820.00)	$50,930.00		($820.00)	0.00%	-75.93%	$2.50	$10.00
173	Buy	2019-01-03 16:00	Buy	$48.44	$0.00	1	$905.00	1.92%	$2,240.00	87.16%		$2.50	$10.00
	Sell	2019-01-04 14:00	Exit Long	$49.37		$930.00	$51,835.00		($330.00)	49.03%	36.19%	$2.50	$10.00
174	Buy	2019-01-08 07:00	Buy	$50.73	$0.00	1	$2,475.00	4.93%	$3,310.00	90.93%		$2.50	$10.00
	Sell	2019-01-10 02:00	Exit Long	$53.23		$2,500.00	$54,310.00		($330.00)	77.75%	68.68%	$2.50	$10.00
175	Buy	2019-01-16 16:00	Buy	$53.73	$0.00	1	($575.00)	-1.02%	$180.00	24.66%		$2.50	$10.00
	Sell	2019-01-17 05:00	Stop Loss	$53.18		($550.00)	$53,735.00		($550.00)	0.00%	-75.34%	$2.50	$10.00
176	Buy	2019-01-17 16:00	Buy	$53.84	$0.00	1	$1,245.00	2.36%	$1,890.00	86.70%		$2.50	$10.00
	Sell	2019-01-21 22:00	Exit Long	$55.11		$1,270.00	$54,980.00		($290.00)	71.56%	58.26%	$2.50	$10.00
177	Buy	2019-02-13 11:00	Buy	$55.19	$0.00	1	$95.00	0.22%	$710.00	79.78%		$2.50	$10.00
	Sell	2019-02-14 10:00	Exit Long	$55.31		$120.00	$55,075.00		($180.00)	33.71%	13.48%	$2.50	$10.00
178	Buy	2019-02-15 09:00	Buy	$56.16	$0.00	1	$775.00	1.42%	$1,400.00	88.61%		$2.50	$10.00
	Sell	2019-02-18 22:00	Exit Long	$56.96		$800.00	$55,850.00		($180.00)	62.03%	50.63%	$2.50	$10.00
179	Buy	2019-02-20 12:00	Buy	$57.50	$0.00	1	$315.00	0.59%	$940.00	100.00%		$2.50	$10.00
	Sell	2019-02-21 10:00	Exit Long	$57.84		$340.00	$56,165.00		$0.00	36.17%	36.17%	$2.50	$10.00
180	Buy	2019-03-18 09:00	Buy	$59.44	$0.00	1	$175.00	0.34%	$950.00	86.36%		$2.50	$10.00
	Sell	2019-03-19 12:00	Exit Long	$59.64		$200.00	$56,340.00		($150.00)	31.82%	18.18%	$2.50	$10.00
181	Sell Short	2019-04-04 16:00	Sell	$62.70	$0.00	1	($465.00)	-0.70%	$350.00	44.30%		$2.50	$10.00
	Buy to Cover	2019-04-05 10:00	Stop Loss	$63.14		($440.00)	$55,875.00		($440.00)	0.00%	-55.70%	$2.50	$10.00
182	Buy	2019-04-10 14:00	Buy	$65.15	$0.00	1	($405.00)	-0.58%	$50.00	11.63%		$2.50	$10.00
	Sell	2019-04-11 00:00	Stop Loss	$64.77		($380.00)	$55,470.00		($380.00)	0.00%	-88.37%	$2.50	$10.00
183	Sell Short	2019-04-16 11:00	Sell	$63.70	$0.00	1	($425.00)	-0.63%	$20.00	4.76%		$2.50	$10.00
	Buy to Cover	2019-04-16 11:00	Stop Loss	$64.10		($400.00)	$55,045.00		($400.00)	0.00%	-95.24%	$2.50	$10.00
184	Buy	2019-04-24 09:00	Buy	$66.62	$0.00	1	($315.00)	-0.44%	$230.00	44.23%		$2.50	$10.00
	Sell	2019-04-24 11:00	Stop Loss	$66.33		($290.00)	$54,730.00		($290.00)	0.00%	-55.77%	$2.50	$10.00
185	Buy	2019-05-09 08:00	Buy	$62.52	$0.00	1	($425.00)	-0.64%	$110.00	21.57%		$2.50	$10.00
	Sell	2019-05-09 09:00	Stop Loss	$62.12		($400.00)	$54,305.00		($400.00)	0.00%	-78.43%	$2.50	$10.00
186	Sell Short	2019-05-09 12:00	Sell	$61.56	$0.00	1	($585.00)	-0.91%	$20.00	3.45%		$2.50	$10.00
	Buy to Cover	2019-05-09 13:00	Stop Loss	$62.12		($560.00)	$53,720.00		($560.00)	0.00%	-96.55%	$2.50	$10.00
187	Buy	2019-05-13 06:00	Buy	$62.80	$0.00	1	($135.00)	-0.18%	$950.00	78.51%		$2.50	$10.00
	Sell	2019-05-13 12:00	Exit Long	$62.69		($110.00)	$53,585.00		($260.00)	12.40%	-9.09%	$2.50	$10.00
188	Buy	2019-05-15 12:00	Buy	$62.21	$0.00	1	$1,135.00	1.86%	$1,690.00	97.69%		$2.50	$10.00
	Sell	2019-05-16 15:00	Exit Long	$63.37		$1,160.00	$54,720.00		($40.00)	69.36%	67.05%	$2.50	$10.00
189	Buy	2019-05-21 08:00	Buy	$63.98	$0.00	1	($385.00)	-0.56%	$20.00	5.26%		$2.50	$10.00
	Sell	2019-05-21 10:00	Stop Loss	$63.62		($360.00)	$54,335.00		($360.00)	0.00%	-94.74%	$2.50	$10.00
190	Sell Short	2019-05-21 13:00	Sell	$63.07	$0.00	1	$4,685.00	7.47%	$5,510.00	93.23%		$2.50	$10.00
	Buy to Cover	2019-05-23 17:00	Exit Short	$58.36		$4,710.00	$59,020.00		($400.00)	86.46%	79.70%	$2.50	$10.00
191	Sell Short	2019-06-04 19:00	Sell	$53.15	$0.00	1	($475.00)	-0.85%	$40.00	8.16%		$2.50	$10.00
	Buy to Cover	2019-06-04 22:00	Stop Loss	$53.60		($450.00)	$58,545.00		($450.00)	0.00%	-91.84%	$2.50	$10.00
192	Sell Short	2019-06-05 10:00	Sell	$52.96	$0.00	1	$695.00	1.36%	$2,130.00	88.38%		$2.50	$10.00
	Buy to Cover	2019-06-05 15:00	Exit Short	$52.24		$720.00	$59,240.00		($280.00)	41.49%	29.88%	$2.50	$10.00
193	Buy	2019-06-19 16:00	Buy	$54.30	$0.00	1	$2,535.00	4.71%	$3,480.00	97.75%		$2.50	$10.00
	Sell	2019-06-21 02:00	Exit Long	$56.86		$2,560.00	$61,775.00		($80.00)	74.16%	71.91%	$2.50	$10.00
194	Buy	2019-06-24 15:00	Buy	$57.53	$0.00	1	$1,375.00	2.43%	$2,390.00	87.55%		$2.50	$10.00
	Sell	2019-06-26 20:00	Exit Long	$58.93		$1,400.00	$63,150.00		($340.00)	63.74%	51.28%	$2.50	$10.00
195	Buy	2019-06-27 11:00	Buy	$59.31	$0.00	1	($255.00)	-0.39%	$410.00	56.16%		$2.50	$10.00
	Sell	2019-06-28 00:00	Exit Long	$59.08		($230.00)	$62,895.00		($320.00)	12.33%	-31.51%	$2.50	$10.00

--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit 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	$15,475.00	10.50%	2.73	37	48.65%
2019-01-01	$11,965.00	7.93%	3.69	23	52.17%
2018-01-01	$4,850.00	3.32%	1.63	26	30.77%
2017-01-01	$8,455.00	6.14%	2.59	35	48.57%
2016-01-01	$1,535.00	1.13%	1.33	21	33.33%
2015-01-01	$16,050.00	13.37%	3.02	40	47.50%
2014-01-01	$20,040.00	20.04%	3.13	50	52.00%

Mark-To-Market Rolling Period Analysis:

Period	Net Profit	% Gain	Profit Factor	# Trades	% Profitable
2019-01-01 - Today	$11,965.00	7.93%	3.69	23	52.17%
2018-01-01 - 2019-01-01	$16,815.00	11.51%	2.38	49	40.82%
2017-01-01 - 2019-01-01	$25,270.00	18.36%	2.44	84	44.05%
2016-01-01 - 2019-01-01	$26,805.00	19.70%	2.21	105	41.90%
2015-01-01 - 2019-01-01	$42,855.00	35.70%	2.42	145	43.45%
2014-01-01 - 2019-01-01	$62,895.00	62.89%	2.59	195	45.64%

--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: Daily Analysis

TradeStation Periodical Returns: Daily

Mark-To-Market Period Analysis:

Period	Net Profit	% Gain	Profit Factor	# Trades	% Profitable
2019-06-28	($22.50)	-0.01%	0.00	1	0.00%
2019-06-27	($232.50)	-0.14%	0.00	1	0.00%
2019-06-26	$47.50	0.03%	100.00	1	100.00%
2019-06-25	$1,480.00	0.92%	100.00	1	100.00%
2019-06-24	($152.50)	-0.09%	0.00	1	0.00%
2019-06-21	($532.50)	-0.33%	0.00	1	0.00%
2019-06-20	$2,820.00	1.77%	100.00	1	100.00%
2019-06-19	$247.50	0.16%	100.00	1	100.00%
2019-06-05	$695.00	0.44%	100.00	1	100.00%
2019-06-04	($475.00)	-0.30%	0.00	1	0.00%
2019-05-23	$2,927.50	1.88%	100.00	1	100.00%
2019-05-22	$1,520.00	0.98%	100.00	1	100.00%
2019-05-21	($147.50)	-0.10%	0.62	2	50.00%
2019-05-16	$557.50	0.36%	100.00	1	100.00%
2019-05-15	$577.50	0.38%	100.00	1	100.00%
2019-05-13	($135.00)	-0.09%	0.00	1	0.00%
2019-05-09	($1,010.00)	-0.65%	0.00	2	0.00%
2019-04-24	($315.00)	-0.20%	0.00	1	0.00%
2019-04-16	($425.00)	-0.27%	0.00	1	0.00%
2019-04-11	($132.50)	-0.09%	0.00	1	0.00%
2019-04-10	($272.50)	-0.17%	0.00	1	0.00%
2019-04-05	($612.50)	-0.39%	0.00	1	0.00%
2019-04-04	$147.50	0.09%	100.00	1	100.00%
2019-03-19	($282.50)	-0.18%	0.00	1	0.00%
2019-03-18	$457.50	0.29%	100.00	1	100.00%
2019-02-21	($402.50)	-0.26%	0.00	1	0.00%
2019-02-20	$717.50	0.46%	100.00	1	100.00%
2019-02-18	($62.50)	-0.04%	0.00	1	0.00%
2019-02-17	$0.00	0.00%	0.00	1	0.00%
2019-02-16	$0.00	0.00%	0.00	1	0.00%
2019-02-15	$837.50	0.54%	100.00	1	100.00%
2019-02-14	($92.50)	-0.06%	0.00	1	0.00%
2019-02-13	$187.50	0.12%	100.00	1	100.00%
2019-01-21	($122.50)	-0.08%	0.00	1	0.00%
2019-01-20	$0.00	0.00%	0.00	1	0.00%
2019-01-19	$0.00	0.00%	0.00	1	0.00%
2019-01-18	$1,150.00	0.75%	100.00	1	100.00%
2019-01-17	($65.00)	-0.04%	0.77	2	50.00%
2019-01-16	($292.50)	-0.19%	0.00	1	0.00%
2019-01-10	($152.50)	-0.10%	0.00	1	0.00%

Mark-To-Market Rolling Period Analysis:

Period	Net Profit	% Gain	Profit Factor	# Trades	% Profitable
2019-06-28 - 2019-06-28	($22.50)	-0.01%	0.00	1	0.00%
2019-06-27 - 2019-06-28	($255.00)	-0.16%	0.00	1	0.00%
2019-06-26 - 2019-06-28	($207.50)	-0.13%	0.19	2	50.00%
2019-06-25 - 2019-06-28	$1,272.50	0.79%	5.99	2	50.00%
2019-06-24 - 2019-06-28	$1,120.00	0.69%	5.39	2	50.00%
2019-06-23 - 2019-06-28	$1,120.00	0.69%	5.39	2	50.00%
2019-06-22 - 2019-06-28	$1,120.00	0.69%	5.39	2	50.00%
2019-06-21 - 2019-06-28	$587.50	0.36%	1.75	3	33.33%
2019-06-20 - 2019-06-28	$3,407.50	2.14%	14.36	3	66.67%
2019-06-19 - 2019-06-28	$3,655.00	2.30%	15.33	3	66.67%
2019-06-18 - 2019-06-28	$3,655.00	2.30%	15.33	3	66.67%
2019-06-17 - 2019-06-28	$3,655.00	2.30%	15.33	3	66.67%
2019-06-16 - 2019-06-28	$3,655.00	2.30%	15.33	3	66.67%
2019-06-15 - 2019-06-28	$3,655.00	2.30%	15.33	3	66.67%
2019-06-14 - 2019-06-28	$3,655.00	2.30%	15.33	3	66.67%
2019-06-13 - 2019-06-28	$3,655.00	2.30%	15.33	3	66.67%
2019-06-12 - 2019-06-28	$3,655.00	2.30%	15.33	3	66.67%
2019-06-11 - 2019-06-28	$3,655.00	2.30%	15.33	3	66.67%
2019-06-10 - 2019-06-28	$3,655.00	2.30%	15.33	3	66.67%
2019-06-09 - 2019-06-28	$3,655.00	2.30%	15.33	3	66.67%
2019-06-08 - 2019-06-28	$3,655.00	2.30%	15.33	3	66.67%
2019-06-07 - 2019-06-28	$3,655.00	2.30%	15.33	3	66.67%
2019-06-06 - 2019-06-28	$3,655.00	2.30%	15.33	3	66.67%
2019-06-05 - 2019-06-28	$4,350.00	2.74%	18.06	4	75.00%
2019-06-04 - 2019-06-28	$3,875.00	2.44%	6.31	5	60.00%
2019-06-03 - 2019-06-28	$3,875.00	2.44%	6.31	5	60.00%
2019-06-02 - 2019-06-28	$3,875.00	2.44%	6.31	5	60.00%
2019-06-01 - 2019-06-28	$3,875.00	2.44%	6.31	5	60.00%
2019-05-31 - 2019-06-28	$3,875.00	2.44%	6.31	5	60.00%
2019-05-30 - 2019-06-28	$3,875.00	2.44%	6.31	5	60.00%
2019-05-29 - 2019-06-28	$3,875.00	2.44%	6.31	5	60.00%
2019-05-28 - 2019-06-28	$3,875.00	2.44%	6.31	5	60.00%
2019-05-27 - 2019-06-28	$3,875.00	2.44%	6.31	5	60.00%
2019-05-26 - 2019-06-28	$3,875.00	2.44%	6.31	5	60.00%
2019-05-25 - 2019-06-28	$3,875.00	2.44%	6.31	5	60.00%
2019-05-24 - 2019-06-28	$3,875.00	2.44%	6.31	5	60.00%
2019-05-23 - 2019-06-28	$6,802.50	4.36%	10.32	6	66.67%
2019-05-22 - 2019-06-28	$8,322.50	5.38%	12.40	6	66.67%
2019-05-21 - 2019-06-28	$8,175.00	5.28%	8.33	7	57.14%
2019-05-20 - 2019-06-28	$8,175.00	5.28%	8.33	7	57.14%

--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: Monthly Analysis

TradeStation Periodical Returns: Monthly

Mark-To-Market Monthly Average Analysis:

Period	Avg. Net Profit	% Gain	%Profitable
January	$935.00	0.94%	38.46%
February	$1,551.25	1.19%	88.89%
March	$639.17	0.48%	36.84%
April	$610.83	0.46%	38.10%
May	$2,576.67	1.91%	61.11%
June	$1,539.00	1.12%	47.06%
July	$258.00	0.19%	31.25%
August	$233.50	0.17%	41.18%
September	$623.00	0.46%	50.00%
October	$1,689.00	1.25%	45.00%
November	$1,212.50	0.89%	44.44%
December	$256.00	0.19%	42.86%

Mark-To-Market Period Analysis:

Period	Net Profit	% Gain	Profit Factor	# Trades	%Profitable
2019-06-01	$3,875.00	2.44%	6.31	5	60.00%
2019-05-01	$4,290.00	2.77%	3.80	6	33.33%
2019-04-01	($1,610.00)	-1.03%	0.00	4	0.00%
2019-03-01	$175.00	0.11%	100.00	1	100.00%
2019-02-01	$1,185.00	0.76%	100.00	3	100.00%
2019-01-01	$4,050.00	2.68%	8.04	4	75.00%
2018-12-01	($845.00)	-0.56%	0.00	1	0.00%
2018-11-01	$3,200.00	2.15%	3.42	4	50.00%
2018-10-01	$220.00	0.15%	1.64	2	50.00%
2018-09-01	($735.00)	-0.49%	0.47	3	33.33%
2018-08-01	$155.00	0.10%	100.00	1	100.00%
2018-07-01	$1,515.00	1.03%	3.57	3	33.33%
2018-06-01	$1,750.00	1.20%	2.91	4	25.00%
2018-05-01	$1,935.00	1.35%	100.00	1	100.00%
2018-04-01	($590.00)	-0.41%	0.00	2	0.00%
2018-03-01	($1,755.00)	-1.20%	0.00	5	0.00%
2017-12-01	$85.00	0.06%	1.81	3	66.67%
2017-11-01	$435.00	0.30%	2.01	3	33.33%
2017-10-01	$105.00	0.07%	1.16	3	33.33%
2017-09-01	$465.00	0.32%	1.51	5	20.00%
2017-08-01	($505.00)	-0.35%	0.00	1	0.00%
2017-07-01	$780.00	0.54%	100.00	2	100.00%
2017-06-01	($295.00)	-0.20%	0.62	3	33.33%
2017-05-01	$5,665.00	4.07%	20.20	5	80.00%
2017-04-01	$2,000.00	1.46%	7.78	4	75.00%
2017-03-01	$1,080.00	0.79%	100.00	2	100.00%
2017-02-01	($515.00)	-0.38%	0.00	1	0.00%
2017-01-01	($845.00)	-0.61%	0.00	3	0.00%
2016-12-01	($340.00)	-0.25%	0.00	2	0.00%
2016-11-01	($965.00)	-0.69%	0.03	3	33.33%
2016-10-01	($100.00)	-0.07%	0.74	2	50.00%
2016-09-01	$815.00	0.59%	100.00	1	100.00%
2016-08-01	$630.00	0.46%	3.14	2	50.00%
2016-07-01	($825.00)	-0.60%	0.00	3	0.00%
2016-05-01	($265.00)	-0.19%	0.00	1	0.00%
2016-04-01	$895.00	0.65%	100.00	1	100.00%
2016-03-01	($1,515.00)	-1.09%	0.00	3	0.00%
2016-02-01	$3,250.00	2.39%	100.00	2	100.00%
2016-01-01	($45.00)	-0.03%	0.00	1	0.00%
2015-12-01	$2,440.00	1.83%	4.94	4	50.00%

Mark-To-Market Rolling Period Analysis:

Period	Net Profit	% Gain	Profit Factor	# Trades	%Profitable
2019-06-01 - Today	$3,875.00	2.44%	6.31	5	60.00%
2019-05-01 - 2019-06-01	$8,165.00	5.28%	4.61	11	45.45%
2019-04-01 - 2019-06-01	$6,555.00	4.19%	2.69	15	33.33%
2019-03-01 - 2019-06-01	$6,730.00	4.31%	2.74	16	37.50%
2019-02-01 - 2019-06-01	$7,915.00	5.11%	3.05	19	47.37%
2019-01-01 - 2019-06-01	$11,965.00	7.93%	3.69	23	52.17%
2018-12-01 - 2019-06-01	$11,120.00	7.33%	3.10	24	50.00%
2018-11-01 - 2019-06-01	$14,320.00	9.64%	3.17	28	50.00%
2018-10-01 - 2019-06-01	$14,540.00	9.80%	3.09	30	50.00%
2018-09-01 - 2019-06-01	$13,805.00	9.26%	2.66	33	48.48%
2018-08-01 - 2019-06-01	$13,960.00	9.37%	2.67	34	50.00%
2018-07-01 - 2019-06-01	$15,475.00	10.50%	2.73	37	48.65%
2018-06-01 - 2019-06-01	$17,225.00	11.82%	2.75	41	46.34%
2018-05-01 - 2019-06-01	$19,160.00	13.33%	2.95	42	47.62%
2018-04-01 - 2019-06-01	$18,570.00	12.87%	2.78	44	45.45%
2018-03-01 - 2019-06-01	$16,815.00	11.51%	2.38	49	40.82%
2018-02-01 - 2019-06-01	$16,815.00	11.51%	2.38	49	40.82%
2018-01-01 - 2019-06-01	$16,815.00	11.51%	2.38	49	40.82%
2017-12-01 - 2019-06-01	$16,900.00	11.58%	2.38	52	42.31%
2017-11-01 - 2019-06-01	$17,335.00	11.91%	2.36	55	41.82%
2017-10-01 - 2019-06-01	$17,440.00	11.99%	2.30	58	41.38%
2017-09-01 - 2019-06-01	$17,905.00	12.35%	2.25	63	39.68%
2017-08-01 - 2019-06-01	$17,400.00	11.96%	2.18	64	39.06%
2017-07-01 - 2019-06-01	$18,180.00	12.56%	2.23	66	40.91%
2017-06-01 - 2019-06-01	$17,885.00	12.33%	2.15	69	40.58%
2017-05-01 - 2019-06-01	$23,550.00	16.90%	2.48	74	43.24%
2017-04-01 - 2019-06-01	$25,550.00	18.60%	2.58	78	44.87%
2017-03-01 - 2019-06-01	$26,630.00	19.54%	2.65	80	46.25%
2017-02-01 - 2019-06-01	$26,115.00	19.09%	2.57	81	45.68%
2017-01-01 - 2019-06-01	$25,270.00	18.36%	2.44	84	44.05%
2016-12-01 - 2019-06-01	$24,930.00	18.07%	2.40	86	43.02%
2016-11-01 - 2019-06-01	$23,965.00	17.25%	2.27	89	42.70%
2016-10-01 - 2019-06-01	$23,865.00	17.17%	2.24	91	42.86%
2016-09-01 - 2019-06-01	$24,680.00	17.86%	2.28	92	43.48%
2016-08-01 - 2019-06-01	$25,310.00	18.40%	2.30	94	43.62%
2016-07-01 - 2019-06-01	$24,485.00	17.69%	2.20	97	42.27%
2016-06-01 - 2019-06-01	$24,485.00	17.69%	2.20	97	42.27%
2016-05-01 - 2019-06-01	$24,220.00	17.47%	2.17	98	41.84%
2016-04-01 - 2019-06-01	$25,115.00	18.23%	2.22	99	42.42%
2016-03-01 - 2019-06-01	$23,600.00	16.94%	2.07	102	41.18%

--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID: Weekly Trading Analysis

TradeStation Periodical Returns: Weekly

Mark-To-Market Period Analysis:

Period	Net Profit	% Gain	Profit Factor	# Trades	% Profitable
2019-06-23	$1,120.00	0.69%	5.39	2	50.00%
2019-06-16	$2,535.00	1.59%	100.00	1	100.00%
2019-06-02	$220.00	0.14%	1.46	2	50.00%
2019-05-19	$4,300.00	2.78%	12.17	2	50.00%
2019-05-12	$1,000.00	0.65%	8.41	2	50.00%
2019-05-05	($1,010.00)	-0.65%	0.00	2	0.00%
2019-04-21	($315.00)	-0.20%	0.00	1	0.00%
2019-04-14	($425.00)	-0.27%	0.00	1	0.00%
2019-04-07	($405.00)	-0.26%	0.00	1	0.00%
2019-03-31	($465.00)	-0.30%	0.00	1	0.00%
2019-03-17	$175.00	0.11%	100.00	1	100.00%
2019-02-17	$252.50	0.16%	5.04	2	50.00%
2019-02-10	$932.50	0.60%	100.00	2	100.00%
2019-01-20	($122.50)	-0.08%	0.00	1	0.00%
2019-01-13	$792.50	0.51%	2.38	2	50.00%
2019-01-06	$2,475.00	1.63%	100.00	1	100.00%
2018-12-30	$905.00	0.60%	100.00	1	100.00%
2018-12-23	($845.00)	-0.56%	0.00	1	0.00%
2018-11-25	($2,292.50)	-1.49%	0.00	3	0.00%
2018-11-18	$5,492.50	3.70%	100.00	2	100.00%
2018-10-28	$565.00	0.38%	100.00	1	100.00%
2018-10-07	($345.00)	-0.23%	0.00	1	0.00%
2018-09-16	($735.00)	-0.49%	0.47	3	33.33%
2018-08-19	$155.00	0.10%	100.00	1	100.00%
2018-07-22	($590.00)	-0.39%	0.00	2	0.00%
2018-07-15	$2,105.00	1.43%	100.00	1	100.00%
2018-06-24	($872.50)	-0.59%	0.00	1	0.00%
2018-06-17	$3,537.50	2.44%	100.00	1	100.00%
2018-06-10	($642.50)	-0.44%	0.00	3	0.00%
2018-06-03	($272.50)	-0.19%	0.00	1	0.00%
2018-05-06	$17.50	0.01%	100.00	1	100.00%
2018-04-29	$1,917.50	1.33%	100.00	1	100.00%
2018-04-22	($255.00)	-0.18%	0.00	1	0.00%
2018-04-01	($335.00)	-0.23%	0.00	1	0.00%
2018-03-25	($600.00)	-0.41%	0.00	2	0.00%
2018-03-11	($1,155.00)	-0.79%	0.00	3	0.00%
2017-12-24	$155.00	0.11%	100.00	1	100.00%
2017-12-17	($70.00)	-0.05%	0.33	2	50.00%
2017-11-26	($185.00)	-0.13%	0.00	1	0.00%
2017-11-12	$620.00	0.43%	3.53	2	50.00%

Mark-To-Market Rolling Period Analysis:

Period	Net Profit	% Gain	Profit Factor	# Trades	% Profitable
2019-06-23 - Today	$1,120.00	0.69%	5.39	2	50.00%
2019-06-16 - 2019-06-23	$3,655.00	2.30%	15.33	3	66.67%
2019-06-09 - 2019-06-23	$3,655.00	2.30%	15.33	3	66.67%
2019-06-02 - 2019-06-23	$3,875.00	2.44%	6.31	5	60.00%
2019-05-26 - 2019-06-23	$3,875.00	2.44%	6.31	5	60.00%
2019-05-19 - 2019-06-23	$8,175.00	5.28%	8.33	7	57.14%
2019-05-12 - 2019-06-23	$9,175.00	5.97%	8.34	9	55.56%
2019-05-05 - 2019-06-23	$8,165.00	5.28%	4.61	11	45.45%
2019-04-28 - 2019-06-23	$8,165.00	5.28%	4.61	11	45.45%
2019-04-21 - 2019-06-23	$7,850.00	5.06%	4.05	12	41.67%
2019-04-14 - 2019-06-23	$7,425.00	4.78%	3.47	13	38.46%
2019-04-07 - 2019-06-23	$7,020.00	4.50%	3.06	14	35.71%
2019-03-31 - 2019-06-23	$6,555.00	4.19%	2.69	15	33.33%
2019-03-24 - 2019-06-23	$6,555.00	4.19%	2.69	15	33.33%
2019-03-17 - 2019-06-23	$6,730.00	4.31%	2.74	16	37.50%
2019-03-10 - 2019-06-23	$6,730.00	4.31%	2.74	16	37.50%
2019-03-03 - 2019-06-23	$6,730.00	4.31%	2.74	16	37.50%
2019-02-24 - 2019-06-23	$6,730.00	4.31%	2.74	16	37.50%
2019-02-17 - 2019-06-23	$6,982.50	4.48%	2.78	18	38.89%
2019-02-10 - 2019-06-23	$7,915.00	5.11%	3.05	19	47.37%
2019-02-03 - 2019-06-23	$7,915.00	5.11%	3.05	19	47.37%
2019-01-27 - 2019-06-23	$7,915.00	5.11%	3.05	19	47.37%
2019-01-20 - 2019-06-23	$7,792.50	5.02%	2.95	20	45.00%
2019-01-13 - 2019-06-23	$8,585.00	5.56%	2.93	21	47.62%
2019-01-06 - 2019-06-23	$11,060.00	7.28%	3.49	22	50.00%
2018-12-30 - 2019-06-23	$11,965.00	7.93%	3.69	23	52.17%
2018-12-23 - 2019-06-23	$11,120.00	7.33%	3.10	24	50.00%
2018-12-16 - 2019-06-23	$11,120.00	7.33%	3.10	24	50.00%
2018-12-09 - 2019-06-23	$11,120.00	7.33%	3.10	24	50.00%
2018-12-02 - 2019-06-23	$11,120.00	7.33%	3.10	24	50.00%
2018-11-25 - 2019-06-23	$8,827.50	5.73%	2.16	27	44.44%
2018-11-18 - 2019-06-23	$14,320.00	9.64%	3.17	28	50.00%
2018-11-11 - 2019-06-23	$14,320.00	9.64%	3.17	28	50.00%
2018-11-04 - 2019-06-23	$14,320.00	9.64%	3.17	28	50.00%
2018-10-28 - 2019-06-23	$14,885.00	10.06%	3.25	29	51.72%
2018-10-21 - 2019-06-23	$14,885.00	10.06%	3.25	29	51.72%
2018-10-14 - 2019-06-23	$14,885.00	10.06%	3.25	29	51.72%
2018-10-07 - 2019-06-23	$14,540.00	9.80%	3.09	30	50.00%
2018-09-30 - 2019-06-23	$14,540.00	9.80%	3.09	30	50.00%
2018-09-23 - 2019-06-23	$14,540.00	9.80%	3.09	30	50.00%

--==TSBoundary-SPR Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: 8bit Content-ID:

Performance Graphs - Equity Curve Line

Performance Graphs - Equity Curve Detailed

Performance Graphs - Equity Curve Area

Performance Graphs - Equity Curve Underwater(monthly)

Performance Graphs - Equity Curve Underwater(weekly)

Performance Graphs - Monthly Net Profit

Performance Graphs - Monthly Accumulative Net Profit

Performance Graphs - Average Profit by Month

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mTpaf0mV2tkGQIQl0hohttL4fFRnJDaaC02hqiZ00yZppmVZ0Aik79MeoKO1skyRCmrZBkCNL5PabCNT5cYuAjJkkydFIdShtNBabQ1Cl8OE3jzQaN39f93iO4QhGFiwd9NtQxuMaC85BdL+GJQPnpBO8x/QrEcR2K6xMXsg/DxsZ5m5/CnjpHMay2yiL1HFIloQAGPSc+kCxPksTD/C9pLVhibdFkjDzPTQui6Z9Lm1Z3VFUluLSCUz+Y97X51LpP8AkVbqRsrCbU5lTJMICSfn/QIZMwnYZMh0ql2OSBlsqvDxCwnO0yiyo9qoHyVWJjF/0hOZMSqCY9UwsxKHNETGaiv8da6SfwxCcKs31KvExC8js2iFDMYtw/0wmvnsiP8A6A//xAAuEAACAgECBAUFAQEBAAMAAAABEQAhMUFRIGFx8BCBkcHxQFChsdHhMGBwgJD/2gAIAQEAAT8h/wDicQOABDhG03UWL8s1C7Bt90Q0VivvaaxaP8CadrQ3EzLpVeixMSe6zMY3hzzlKYTWMQTr0h3CblDyMqzEtRYs+pEOYFDyMOhDIDUL8hwjKgFWWA/gfjwMagVqKwHpGlEa1k6MzLpVeixL3IIM4E2eQuiQsOWXHElGGhI2iAoYMOXq7uKzCKiFbS+m/OVg+pqgpavNSf8AIFAxEYcrRhoLgvCyDHNrqAAswnAsWfNQzbJI5Cw5h9LmLqZrls1LSvKXCwDQ5mIRq/IGbfqWbAJW/wCvvB1G5YUemIXABhECWQuY0w4zYwzkIFAxEYcrRhoLgvCyFhE5Y601B5m+cHtAzJYMowggySVnzTI9LzoMR0cGJYQTzs/EI1fkDNv1H6xwYBomoOo3LCj0xC4AMIgSyFw7mIeRya/VjXNcJnzi0asCL0hiYxOQ+sA0dqEiEkPSJABvMBigKHABQsAUP7+YTEgNcF+EvQSGc4sHVDlvGwbJZLCZtKSSA/OBp0YAnkFBgEHgHlBlPzhj0hMJoUEuHUE06gjBB8zAm2AjtyWvMw4AKFgCh/fzGcEc8D9INCSRagDDeCKmzzCCDkOgmR/ElIGHU0/sAgGU70/sRXPzkNY6lCAPqUJmwLslwROjMBBAMHVbkoYIBgHIGBDwEokIDFeaEhpE5MEomh+UACZCxW4j1CGHIQbbM5Z8oW83qmXmBAAgs2hbtgtK6R1KEAfUoTNgXZLhBA8lkc4SAVKatbOAlGIDGwsQYDDBAFmCGnsNQ/iAIJElhAAmQsVuIAMF+ioNtmcs+ULeb1TLzPzAL9j/AOhyueDJ+BNQwAGbofmaR6CaeVtNxiGi1XBYYDH/AIzKgJ0wIy1w6Fs5rHcg16HOJjT0imcdTwEPcnwKfAp8CnwKVMrlnwKfAp8CnwKASvOGfAp8CnwKFBVbCZ8CnwKfAp8ChERrcs+BT4FPgU+BS5hcs+BT4FPgU+BQIC7cRPgU+BT4FCJflDPgU+BT4FPgUqZXLPgU+BT4FPgUAlecM+BT4FPgUCBEEBA1X2HvW3htKC68IaoB0PAzICdGeEthAc74baguvCyIAdUeAtUB6nhtKC68IaoB0PB2bb7CJaoNmlaxkYE6ocCoWenCAhZJ68AMgCW1GnCQyLIX54VYs9OEEAJKanXgIYokdOFULPThAQsk9eDs232HvW3hNFYFFe/DVRBnRa8GA0WE35cNimXVNV+OEWVgGV78OA0UEl5cFVGGNHrwmisCivfhqogzotfGyIgcjxOzbfWGg5eYDOg4QBjTQCy/c/UpssukAAgFcQxZRVsQdQgvAjCORABJAIKo8pXuEi6LxERgzallDAbrBle4SLovERGDNqACSAQVR5SvcJF0XiC1Amg9O1ABJAIKo8pXuEi6LxERgzahYckHrK9wkXReIiMGbUAEkAgqjyle4SLovEKCWOhNrtQASQCCqPKV7hIui8REYM2oAJIBBVHlEWQW4fYiIwZtQASQCCqPKV7hIui8REYM2opdGALRle4SLovERGDNqACSAQVR5QghgIjgXERgzagAkgEFUeUr3CRdF4iIwZtSyhgN1gyvcJF0XiIjBm1ABJAIKo8pXuEi6LxBagTQenagAkgEFUeUr3CRdF4hhIoKcivaCIQQUA8vrBDChYvuMi94SmBbBIs/3P3KbKNbcoBnGESQLOWi13wyoWenCAhZJ68AMgCW1GnCQyLIX54VYs9OEEAJKanXgIYokdOFULPThAQsk9fAhqS/T9zs287Nt9h71t4TRWBRXvw1UQZ0WvBgNFhN+XDYpl1TVfjhFlYBle/DgNFBJeXBVRhjR68JorAor34B8somXQCsk6I5rw/E/szs287Nt9hWPIq67iAgBJTU68FpQXXhDVAOh4GZATozwlsIDnfDbUF14WRADqjwFqgPU8NpQXXxNW1NdVBLoYV+YflhERhA0/zz5QvpJACdCdm3nZtvsPetvCqFnpwgIWSevADIAltRpwkMiyF+eFWLPThBACSmp14CGKJHThVCz08BWS7z1HpCSzNgdOz+OHs287Nt9ad15FHyVcZbwcAplNQ7EGvQiK09AtlBhLXCYATyDsoCyc1yirgK1OOlr5RlmRh+TX07EVcBWpx0tfKAsnNcoq4CtThhYDZ0a3AWTmuUVcBWpx0tfKGQyEKCz/sVcBWpx0tfKAsnNcoq4CtThIkJyVl56QFk5rlFXAVqcdLXygLJzXKB6sIs75d6R0tfKAsnNcoq4CtTjpa+UMhBgUBBVwFanHS18oCyc1yhIBJEFEA+io6WvlAWTmuUVcBWpx0tfKByjUa5P87EVcBWpyhFBBHDz/ISIAJJVDlw9m3hvLWh9auJtFYDlzC4ABRKxXWaZ6SwsPbnN1iGz1V1gMEBHDWlBdeENUA6HgZkBOjPCWwgOd8NtQXXhZEAOqPAWqA9TwltnNu7Y/UseUCClz/cM8ZrLXLi7NvOzbfYe9beFULPThAQsk9eAGQBLajThIZFkL88KsWenCCAElNTrCAIBIDoc4TqDAJsw1hfYqYzaIumnJzFjdgfWOPMYngAMmgdP+PZt52bb7C4TTKjTtAQDrcvgNFYFFe/DVRBnRa8GA0WE35cNimXVNV+OEWVgGV78OA0UEl5Qjfl3M3/ACJakmsKGEGKv34kAQgiwRpL8c6hpcA1BgA0f+PZt52bb7D3rbw2lBdeENUA6HgZkBOjPCWwgOd8NtQXXhzugBWAfPzhQWRk/Qdm3nZtvqRF2XcdTpM4UcrL0j0Yog0QeYgjmQGTAEbAgAGAwUFDmh/EVSxbda9YLLAlikEGQklyi6NINIVaODA2WByuY9gw65y0oLrNU0BgDWY9gw65y0oLrA2WByuY9gw65wIVkXZzA2WByuY9gw65y0oLrCwDyEZmPYMOuctKC6wNlgcrmPYMOucOFWqBssDlcx7Bh1zglAoGl6CBssDlcxwZTahvpLSgusDZYHK5j2DDrnMhAgkkcRgQNq2vbX6Hs28e0DQv6kURWg+cHpBQZpwoEAMAfM8N+AbmOzAe3rIzUltRvd5haHoogfWAAQEB+rwmisCivfhqogzoteDAaLCb8uGxTLqmq/Hjh9wl6e8GQRGudjhW9IEbY765MLCLYB1075COh2JAQ6KD5YREHcAyOT/f19F2bedm2+pflXIZ16OXk8sB5Lg8RZLTi71t4bSguvCGqAdDwMyAnRnhLYQHO/B4DYA5NpmsSAChwhZAALvbymuERX0XZt52bb6kVxSo6UKCJwTH4gOIDAHEcUAQjyLgAAAAoAacCoWenCAhZJ68AMgCW1GnCR0m/GvKGmGAzr/YPiAA1fU9m3nZtvqaWmBEcARtT6jMaQVITO7wNAsgxQ3zoIoJ/P16wOJuCoZ3rbwmisCivfhqogzoteDAaLCb8vA7YXNWusBwHerAAMgdKiBqCAbHYhIgAklUOX1XZt52bbjDCkEwNkVvPlZfKy+Vl8rL5WXysvlZfKySTAKTV7Hl/wAXThT5WQ94aeqgMHw0uCiTDrkhXrNK6Rhf4ldwP/c0pvMdg4B5AezY1g1hVoZMDZZHKpj2DKrnLSwuk32/Id3MewZVc5aWF0gbLI5VMewZVc4L2gus9IGyyOVTHsGVXOWlhdIVCMdGJj2DKrnKulT7/l+AMASCShj6zs28e0jQrjd63w4M5EBPKaRJdMvEBkqaFkp7qaNQlEws6wDlYgHQ5YDy8O57/wDHvntoMOQLgYOfiTInlQ4f59BQz+Xr0gUHcFQTvW3hVCz04QELJPXgIR2JkDeKRuhb4H1/Zt52bbj71vhsQHY7ofVwgarCCAkcrWBFySGBNLLzgyQcASsiESBE5drWAIBt4dz3/wCMDGssxGkAiXAM0EcUbicItlTp2hIB3uFwGisCivfhqogzoteC4krMBSx+/OGhhqTj6/s287Ntxm3xNQIfEj+ygGrTfj7nv/x44agLRG8NMnGzPK+PvW3htKC68IaoB0PiBmRiUKCyMn7B2bedm248Xhex5+C08WbJI+hgqy/TEseolbLBi4wJiRicLmou2YnquYPLVYz/AMeOogAMODCRQ4MDwLBouwQCNxvB73rBE1JbUb2WYWm0RE+kIEgsH9XhVCz04QELJPWIzBi1MYhAO3ai7zz9vsPZt52bbjNPiLgQ+ZH8lgNW23gIQsMH0mdnmA7MAxYVRJIn1gA4sxdvd5hM4GgggfWCFEAAB1/4yAkTkkZ8C8CAI4awk7wExrmIaJScOTH8TT2bbpfrDRihLFsPxF4lEJAX5BAQykFavnAETZL/ABGUXBaGYqFnpELlkmisCqcZRcFoZioWekARNkv8RlFwWhmZRQgQBTd/lw/0PLyPSDYbqPU8/P7F2beCrSX5HGKCRNkkbnwKfAp8CnwKfAp8CnwKfAo8ts0P6HvW3htKC68JlgYkFQJ1H2Ts287Nt9hWPIqq7mEwJBbQ6cCoWenAUVEAfL7L2bedm2+w9628JorAor34GiNHRr7fZezbzs231rHAB6HdQPzq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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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