LoriPrecisely wrote: ↑Sun Aug 21, 2022 3:24 pm
jlhooter wrote: ↑Sat Aug 20, 2022 10:34 pm
I have scaled back STW especially SCCing. I am trying to time some SCPs coming this week I think. Prices dropped a couple of days and I feel at least 1 to 2 more days to get in. Hope to see a little rally since I will buy calls and hope to buy back puts to get those LT calls for free. Fingers crossed.
You might want to consider choosing your expiry out a little farther on your Puts, just to be safe. I had 2 expiring last week that I decided to buy back for a pretty penny.
TTD, for example: I had a $74 Put expiring last Friday, which I sold when the stock was at $75 (on Monday, I think), because I thought it would continue upward. Friday it was at $65. So, I rolled it out for a couple of weeks.
Also, buying Calls on down days is best because the premiums are lower.
I am looking at expiry of 1.5 to 2 years for SCPs. When I sell the SCP on down days, I buy a Call with 6+ months expiry, and wait for the price of the security to go up enough to cover buying back the SCP and covering the cost of the Call, enabling the Call position to be bought for FREE!
For example, I am in the middle of playing Pepsi (PEP). I sold .PEP240119P160 (.<security><YYMMDD>P[ut][$]160 [strike]) for $10.54 and bought .PEP230120C185 for $4.36. I need to buy back the put for 10.54-4.36 <= $6.18 to break even and own the call for free.
What is cool is that when/if I buy back the Put I free up my put collateral and will have a significant gain on the call premium.
Based on the Put's DELTA (0.27), I expect to buy back the Put at around PEP = $190 (present price is $180.17) using very rough calculations to assume this level; I understand the model is more complex, but I roughly gauge my target price by taking how much the Put premium needs to move and dividing by delta where I calculate my target price: Todays average Premium of the Put = 8.80; it needs to move another 8.8-6.18 = 2.62. 2.62/0.27 = $9.70 which is an ESTIMATE of how much the price needs to move. Today's prices is 180.17+9.70 ~190.00. Again, I fully understand my model is wrong (but close), and can only trust it enough to feedback that I need to pay attention to this security in my spreadsheet when my estimate starts to get close.
Assuming 190 is the correct buy-back price and assuming my model is 'perfect', I would expect the call premium to be
- Today's call premium (average) = 6.05 (already up 1.69)
- Call's delta = 0.42
- From above projected security's price movement: $9.70 (to have the call for free)
- Expected premium movement: 9.70*0.42 = 4.07
- This means my expected call premium is 10.12 (6.05+4.07; give or take). Assuming this is the return, it is free and clear meaning, I would have held $19,000 in collateral to make $1,000 (5% return). If PEP continues to go up, my return increases.
I understand this can go sideways quickly and worst case I own PEP at a cost basis of 160-10.54+4.36 = 153.82. Not only will I be happy to own PEP for 153.82, but I am also happy to have learned a lesson.
Now, let's see what happens. Hope to have something soon, or NOT!! Depends on what PEP does