*AVENGERS*

Created By: GAMING ALGOS
Deployed By: Tradetron

Strategy Link: https://tradetron.tech/strategy/154650

Subscribers: 3

Rating: 0

Tags Volatility, EarnTheta, Intraday
Margin 380,000

Description:

<p><span style="text-align: justify; background-color: transparent; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline;"><font color="#000000" face="Arial"><span style="font-size: 11pt; white-space: pre-wrap;"><span style="font-weight: 700;">"</span></span><span style="font-size: 14.6667px; white-space: pre-wrap;"><span style="font-weight: 700;"> *AVENGERS* </span></span><span style="font-size: 11pt; white-space: pre-wrap;"><span style="font-weight: 700;">" is a Slow and Steady Short Options </span>S</span></font><span style="color: rgb(0, 0, 0); font-family: Arial; font-size: 11pt; white-space: pre-wrap; font-weight: 700;">trategy</span><font color="#000000" face="Arial"><span style="font-size: 11pt; white-space: pre-wrap;"> on </span></font><span style="color: rgb(0, 0, 0); font-family: Arial; font-size: 14.6667px; font-weight: 700; white-space: pre-wrap;">Banknifty &amp; Nifty between 10.25 am and 10.35 am on fulfilling the criterias.. This Strategy is a combination of our Base Strategies Thanos2+Blackpanther2</span></span></p><span style="font-variant-numeric: normal; font-variant-east-asian: normal; background-color: transparent; text-align: justify; vertical-align: baseline;"><span style="color: rgb(0, 0, 0); font-family: Arial; font-size: 14.6667px; font-weight: 700; white-space: pre-wrap;"><br></span></span><p><span style="text-align: justify; background-color: transparent; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline;"><span style="color: rgb(0, 0, 0); font-family: Arial; font-size: 14.6667px; text-align: left; white-space: pre-wrap;">Telegram: @GAMING_ALGOS </span><span style="color: rgb(0, 0, 0); font-family: Arial; font-size: 14.6667px; font-weight: 700; white-space: pre-wrap;"><span style="background-color: transparent; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline;"><span style="font-size: 14.6667px;"><br></span></span></span></span></p><span style="font-variant-numeric: normal; font-variant-east-asian: normal; background-color: transparent; text-align: justify; vertical-align: baseline;"><span style="color: rgb(0, 0, 0); font-family: Arial; font-size: 14.6667px; white-space: pre-wrap;"><br></span></span><p><span style="text-align: justify; background-color: transparent; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline; white-space: pre-wrap; font-size: 11pt; font-family: Arial; color: rgb(0, 0, 0);"><span style="background-color: transparent; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline; font-size: 11pt;"><span style="font-weight: 700;">On 1x Multiplier:</span></span></span></p><p><span style="text-align: justify; background-color: transparent; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline; white-space: pre-wrap; font-size: 11pt; font-family: Arial; color: rgb(0, 0, 0);"><span style="background-color: transparent; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline; font-size: 11pt;"><span style="font-weight: 700;">Max Risk: Rs 20000 as per Backtest Capital/Margin: Rs 3,80,000 per Straddle (2 Lot Set of Banknifty &amp; Nifty) (as per Zerodha Margin Calculator) Universe: Banknifty &amp; Nifty Options</span><br></span></span><span style="font-weight: 700;"><br></span></p><p><span style="font-weight: 700;">The Actual P/L may vary dependent on Slippages, Order Executions and other factors varying from Individual to Individual.</span></p><span style="font-weight: 700;"><br></span><p dir="ltr" style="margin-top: 0pt; margin-bottom: 0pt; line-height: 1.38; text-align: justify;"><span style="font-size: 11pt; font-family: Arial; color: rgb(0, 0, 0); background-color: transparent; font-weight: 700; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline; white-space: pre-wrap;"><u>Product Type and Square Off</u></span></p><p dir="ltr" style="margin-top: 0pt; margin-bottom: 0pt; line-height: 1.38; text-align: justify;"><span style="font-size: 11pt; font-family: Arial; color: rgb(0, 0, 0); background-color: transparent; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline; white-space: pre-wrap;">This Algo trades only intraday using MIS orders and all trades are squared off by 3:23 PM.</span></p><span style="font-weight: 700;"><br></span><p dir="ltr" style="margin-top: 0pt; margin-bottom: 0pt; line-height: 1.38; text-align: justify;"><span style="font-size: 11pt; font-family: Arial; color: rgb(0, 0, 0); background-color: transparent; font-weight: 700; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline; white-space: pre-wrap;"><u>Capital Required</u></span></p><p dir="ltr" style="margin-top: 0pt; margin-bottom: 0pt; line-height: 1.38; text-align: justify;"><span style="font-size: 11pt; font-family: Arial; color: rgb(0, 0, 0); background-color: transparent; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline; white-space: pre-wrap;">The Algo will have maximum 4 lots BankNifty and 4 lots Nifty short option trades open on 1x multiplier.</span></p><span style="font-weight: 700;"><br></span><p dir="ltr" style="margin-top: 0pt; margin-bottom: 0pt; line-height: 1.38; text-align: justify;"><span style="font-size: 11pt; font-family: Arial; color: rgb(0, 0, 0); background-color: transparent; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-weight: 700;">If you have different broker, please use their margin calculator and related information to calculate how much margin you need to keep.</span> Please do not send us queries asking about how much margin you will need, you have to do your homework.</span></p><span style="font-variant-numeric: normal; font-variant-east-asian: normal; background-color: transparent; font-size: 11pt; font-family: Arial; color: rgb(0, 0, 0); font-weight: 700; vertical-align: baseline; white-space: pre-wrap;"><u><br></u></span><p dir="ltr" style="margin-top: 0pt; margin-bottom: 0pt; line-height: 1.38; text-align: justify;"><span style="font-size: 11pt; font-family: Arial; color: rgb(0, 0, 0); background-color: transparent; font-weight: 700; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline; white-space: pre-wrap;"><u>Profit Sharing</u></span></p><span style="font-variant-numeric: normal; font-variant-east-asian: normal; background-color: transparent; font-size: 11pt; font-family: Arial; color: rgb(0, 0, 0); vertical-align: baseline; white-space: pre-wrap;"><br></span><span style="font-variant-numeric: normal; font-variant-east-asian: normal; background-color: transparent; font-size: 11pt; font-family: Arial; color: rgb(0, 0, 0); vertical-align: baseline; white-space: pre-wrap;"><br></span><p dir="ltr" style="margin-top: 0pt; margin-bottom: 0pt; line-height: 1.38; text-align: justify;"><span style="font-size: 11pt; font-family: Arial; color: rgb(0, 0, 0); background-color: transparent; font-weight: 700; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline; white-space: pre-wrap;"><u>Automated Trading is NOT Unsupervised Trading</u></span></p><p dir="ltr" style="margin-top: 0pt; margin-bottom: 0pt; line-height: 1.38; text-align: justify;"><span style="font-size: 11pt; font-family: Arial; color: rgb(0, 0, 0); background-color: transparent; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline; white-space: pre-wrap;">Good Past performance is no guarantee of future results. It also extends to the fact that you shouldn't discount an algo simply because it's done poorly recently as it can revert to its usual amazing results in future. <span style="font-weight: 700;">Although the Algo is 100% fully automated, you're advised to keep a slant eye over the account to monitor any significant deviation or errors.</span></span></p><span style="font-variant-numeric: normal; font-variant-east-asian: normal; background-color: transparent; font-size: 11pt; font-family: Arial; color: rgb(0, 0, 0); vertical-align: baseline; white-space: pre-wrap;"></span><span style="font-variant-numeric: normal; font-variant-east-asian: normal; background-color: transparent; font-size: 11pt; font-family: Arial; color: rgb(0, 0, 0); vertical-align: baseline; white-space: pre-wrap;"><span style="font-weight: 700;"><br></span></span><p><span style="font-size: 11pt; font-family: Arial; color: rgb(0, 0, 0); background-color: transparent; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-weight: 700;"><span style="font-size: 11pt; background-color: transparent; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline;">The writeup Reference taken from Tyler Durden.<br></span><br></span></span></p><p><span style="font-size: 11pt; font-family: Arial; color: rgb(0, 0, 0); background-color: transparent; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-weight: 700;">Backtest results of past 2 year performance.</span></span></p><span style="font-size: 11pt; font-family: Arial; color: rgb(0, 0, 0); background-color: transparent; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline; white-space: pre-wrap;"><img 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" alt=""><span style="font-weight: 700;"><br></span></span>

Disclaimer : These results are based on simulated or paper trading or hypothetical performance results that have certain inherent limitations. No representation is being made that any account will or is likely to achieve profits or losses similar to these being shown.

Totals
Capital 380 K
PNL 338 K
Drawdown 66.7 K (18%)
Std Deviation 0.44%
Sharpe Ratio 4.22
Month PNL PNL %
Nov, 20 -11.4 K -2.99
Dec, 20 113.5 K 29.87
Jan, 21 69.3 K 18.24
Feb, 21 63.3 K 16.67
Mar, 21 20.2 K 5.32
Apr, 21 60.4 K 15.89
May, 21 22.6 K 5.94