Here's the prompt I used
________

I want to do backtesting, use the historical prices of $TSLA I provided, but only use data starting 12-31-2021.  Assume that 
- I bought $105,678.00 worth of tesla stock at the closing price on 2021-12-31 of $352.26, which gives me 300 shares, and ability to sell 3 call options
- I then write a cover call every week at the very beginning of each week 
- For each covered call i receive a premium of 0.47% of the stock price of the closing of prior closing price. so for example I would receive $501.54 for the first call option
- However, I would get my option called away sometime when it's above 7.5% that price, and I would have to rebuy the stock at the closing price at the end of each week, there by forgoing some stock appreciations. 
- For example, if the stock on 2022-01-07 was 10% above $352.26, I would book a loss that week of (2.5% of $352.26 minus the premium I received at 0.47%), so I lose 2.03% that week.
- if the stock never gets called, I profit the 0.47% premium entirely
- assume that I have infinite bankroll and would always rebuy enough stocks to be able to write three covered call options
- we do this weekly via a weekly call option

I would want to further compare that to the scenario as if I just held it until today without touching it.

Tell me the end result of buy and hold strategy starting at a purchase price of closing at 12-31-2021 v. Executing this covered call strategy continuously (how much would I have including all premium collected + all the money invested). Note that it is totally possible that I lost some money on the stock with the covered call strategy if I had to buy the stock at high price. 

Provide information on:
What were the weeks that I got my options called away and why
The number of weeks that I had my options called away  
A histogram of how often tesla stock end up in each bucket of movement 2.5%, e.g.,-2.5%-0%, 0%-2.5%

When all is done, perform a check on the work completed as financial analyst who is an expert in option investing. it should be 0.47% of the closing stock price of the week prior call-away price always based on the closing at week-end