12 contracts (1,200 sh) | BE SS: $764.00 | CC-SS: $750.86 | IV: LOW | Accounts: Neville:0865
| Max Loss | $148,800 | (ND $124.00 + SW $0) x 1200 |
| Normal income ref | $20,674/mo | 45% ann ROI on ML |
| Hedge rolling cost | $0/mo | |
| Unrealized P&L | $52,488 | fortress legs from IBKR |
| Open leg | Acct | Credit/sh | In flight | Opened |
|---|---|---|---|---|
| 12x $765C 17 Jul 2026 | U13190865 | $1.25 | $1,504 | 2026-07-07 |
Each Friday gets its own recommended pick and full income ladder (safest strike per income rung, sized across your 12 contracts). The master ranks the two by E[net]/mo to pick one grand pick; both are shown here so you can choose the tenor that fits your roll cadence.
| Track | Expiry | Sell | Survival | Income/mo | E[net]/mo |
|---|---|---|---|---|---|
| NEXT FRIDAY 🏆 | 17 Jul 2026 · 7d | 12 × $758 | 76% | $10,800 | $2,075 |
| Rung | Sell | Expiry | DTE | OTM | Survival | Touch odds | Per cycle | Income/mo | Δ vs pick | Cap give-up | |||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
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| ▸ | 🛡 safe yield | 12 × $764 | 17 Jul | 7d | 1.8% | 92% | 17% | $744 | $3,189 | -$7,611 | $0 | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
Sell 12 × $764 1.8% OTM over spot $750.86 17 Jul 2026 (7d, $0.62 mid) = $744 credit for the 7d cycle → $3,189/mo projected Survival (stays ≤ $764) 92% Breach risk 8% POP (stays ≤ $764.62) 93% EV / mo +$2,285 🛡 IF CHALLENGED (spot reaches the strike) · challenge = the strike is touched at any point, so it runs ~2x the breach risk (finishing through it) Challenge odds (touch by expiry) 18% Flat exit net (mid-life) -$4,177 Free roll-up +$0/wk Safest escape (by 31 Jul 2026) $775 @ 79% POP 73% survival Roll menuyour doors if the call gets challenged; each row = buy back the 12 calls + sell the new ones, one order. Prices assume the central case (day 3 of 7); earlier = worse credits, later = better, through the strike = add intrinsic Buyback gross: $5.80/sh now → $4.10 mid-life (likely $3.73–$6.15) → ≈ $0 at expiry | you banked $0.62/sh, so a flat mid-life exit nets -$3.48/sh | roll rows are incremental, the banked premium stays yours 📊 Across 544 simulated challenges: the $764 strike is typically first touched on day 5 of 7, at $766 (overshoots $2.33). The [P25–P75] under each Total is that door's credit across those paths; % credit is the share of those challenges where the roll is a net credit.
If rolled & exited = your total from-entry P&L if you roll to that strike and then close the whole fortress with the stock pinned there (all legs repriced; SAFE = P&L ≥ 0). Cap gain is what that roll earns THIS cycle (premium + appreciation from today to the new strike); the total adds your existing MTM on top. Same from-entry basis as this tool's @cap / total-exit numbers, at the rolled strike. POP = P(stays ≤ strike + premium collected, the call is profitable); surv = P(stays ≤ strike, the call expires fully worthless). Survival is the stricter bar (no premium cushion), so it sits below POP. Method: each leg = its live quote (buyback off the ask, sells off the bid) × a Black-Scholes ratio to the challenge, using the leg's own IV shifted -0.4 vol pt per +1% move (equity skew: vol eases as spot rises; buyback shift floored at 0). Estimates, not quotes; the live roll table owns the real decision when a CC is actually threatened. More detail, income coverage, downside budget, tripwires, held-to-expiry ladder, V-bounce stressIncome coverage
Downside budget ✓ $764 is at/above CC-SS $750.86: assignment is break-even or better.
Tripwiresprice and time left decide together; the matrix is the playbook The one rule: roll when the short call's remaining TIME VALUE < $0.15/sh (~25% of the $0.62 collected) or spot ≥ $764.62 (breakeven), whichever comes first. Time value = call mark price minus intrinsic (max(0, spot − $764)); NOT the premium you collected. Momentum override: two daily closes above $756.83 (daily upper band) or daily RSI > 70 → treat "pressing" as "through".
If held to expiryexact, settlement = intrinsic · fortress delta 0.90 (fallback)
V-BOUNCE STRESS (stock → CC-SS $750.86, where you are whole again, by expiry) Starting unrealized P&L: $52,488 + Fortress recovery (un-capped): +$0 − CC assignment net of premium (12 × $764): -$0 Total Position P&L @ SS: $52,488 (+$0 vs today) Do-nothing baseline at SS: $53,532 (this trade vs do-nothing: $-1,044, the opportunity cost of earning $3,189/mo FIGHT income now) | |||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| ▸ | 33% normal ← lean | 11 × $760 | 17 Jul | 7d | 1.2% | 82% | 36% | $1,617 | $6,930 | -$3,870 | $0 | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
Sell 11 × $760 1.2% OTM over spot $750.86 17 Jul 2026 (7d, $1.48 mid) = $1,617 credit for the 7d cycle → $6,930/mo projected Survival (stays ≤ $760) 82% Breach risk 18% POP (stays ≤ $761.48) 86% EV / mo +$4,057 🛡 IF CHALLENGED (spot reaches the strike) · challenge = the strike is touched at any point, so it runs ~2x the breach risk (finishing through it) Challenge odds (touch by expiry) 31% Flat exit net (mid-life) -$2,870 Free roll-up +$3/wk Safest escape (by 31 Jul 2026) $774 @ 83% POP 78% survival Roll menuyour doors if the call gets challenged; each row = buy back the 11 calls + sell the new ones, one order. Prices assume the central case (day 3 of 7); earlier = worse credits, later = better, through the strike = add intrinsic Buyback gross: $5.77/sh now → $4.08 mid-life (likely $4.32–$6.54) → ≈ $0 at expiry | you banked $1.47/sh, so a flat mid-life exit nets -$2.61/sh | roll rows are incremental, the banked premium stays yours 📊 Across 941 simulated challenges: the $760 strike is typically first touched on day 4 of 7, at $762 (overshoots $2.44). The [P25–P75] under each Total is that door's credit across those paths; % credit is the share of those challenges where the roll is a net credit.
If rolled & exited = your total from-entry P&L if you roll to that strike and then close the whole fortress with the stock pinned there (all legs repriced; SAFE = P&L ≥ 0). Cap gain is what that roll earns THIS cycle (premium + appreciation from today to the new strike); the total adds your existing MTM on top. Same from-entry basis as this tool's @cap / total-exit numbers, at the rolled strike. POP = P(stays ≤ strike + premium collected, the call is profitable); surv = P(stays ≤ strike, the call expires fully worthless). Survival is the stricter bar (no premium cushion), so it sits below POP. Method: each leg = its live quote (buyback off the ask, sells off the bid) × a Black-Scholes ratio to the challenge, using the leg's own IV shifted -0.4 vol pt per +1% move (equity skew: vol eases as spot rises; buyback shift floored at 0). Estimates, not quotes; the live roll table owns the real decision when a CC is actually threatened. More detail, income coverage, downside budget, tripwires, held-to-expiry ladder, V-bounce stressIncome coverage
Downside budget ✓ $760 is at/above CC-SS $750.86: assignment is break-even or better.
Tripwiresprice and time left decide together; the matrix is the playbook The one rule: roll when the short call's remaining TIME VALUE < $0.37/sh (~25% of the $1.47 collected) or spot ≥ $761.48 (breakeven), whichever comes first. Time value = call mark price minus intrinsic (max(0, spot − $760)); NOT the premium you collected. Momentum override: two daily closes above $756.83 (daily upper band) or daily RSI > 70 → treat "pressing" as "through".
If held to expiryexact, settlement = intrinsic · fortress delta 0.90 (fallback)
V-BOUNCE STRESS (stock → CC-SS $750.86, where you are whole again, by expiry) Starting unrealized P&L: $52,488 + Fortress recovery (un-capped): +$0 − CC assignment net of premium (11 × $760): -$0 + Conservative CC premium (1 × $764): +$87 Total Position P&L @ SS: $52,575 (+$87 vs today) Do-nothing baseline at SS: $53,532 (this trade vs do-nothing: $-957, the opportunity cost of earning $6,930/mo FIGHT income now) | |||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| ▸ | 🎯 50% normal | 12 × $758 | 17 Jul | 7d | 1.0% | 76% | 42% | $2,520 | $10,800 | — | $0 | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
Sell 12 × $758 1.0% OTM over spot $750.86 17 Jul 2026 (7d, $2.12 mid) = $2,520 credit for the 7d cycle → $10,800/mo projected Survival (stays ≤ $758) 76% Breach risk 24% POP (stays ≤ $760.12) 82% EV / mo +$5,546 🛡 IF CHALLENGED (spot reaches the strike) · challenge = the strike is touched at any point, so it runs ~2x the breach risk (finishing through it) Challenge odds (touch by expiry) 42% Flat exit net (mid-life) -$2,362 Free roll-up +$3/wk Safest escape (by 31 Jul 2026) $775 @ 86% POP 83% survival Roll menuyour doors if the call gets challenged; each row = buy back the 12 calls + sell the new ones, one order. Prices assume the central case (day 3 of 7); earlier = worse credits, later = better, through the strike = add intrinsic Buyback gross: $5.75/sh now → $4.07 mid-life (likely $4.51–$6.75) → ≈ $0 at expiry | you banked $2.10/sh, so a flat mid-life exit nets -$1.97/sh | roll rows are incremental, the banked premium stays yours 📊 Across 1,251 simulated challenges: the $758 strike is typically first touched on day 4 of 7, at $760 (overshoots $2.42). The [P25–P75] under each Total is that door's credit across those paths; % credit is the share of those challenges where the roll is a net credit.
If rolled & exited = your total from-entry P&L if you roll to that strike and then close the whole fortress with the stock pinned there (all legs repriced; SAFE = P&L ≥ 0). Cap gain is what that roll earns THIS cycle (premium + appreciation from today to the new strike); the total adds your existing MTM on top. Same from-entry basis as this tool's @cap / total-exit numbers, at the rolled strike. POP = P(stays ≤ strike + premium collected, the call is profitable); surv = P(stays ≤ strike, the call expires fully worthless). Survival is the stricter bar (no premium cushion), so it sits below POP. Method: each leg = its live quote (buyback off the ask, sells off the bid) × a Black-Scholes ratio to the challenge, using the leg's own IV shifted -0.4 vol pt per +1% move (equity skew: vol eases as spot rises; buyback shift floored at 0). Estimates, not quotes; the live roll table owns the real decision when a CC is actually threatened. More detail, income coverage, downside budget, tripwires, held-to-expiry ladder, V-bounce stressIncome coverage
Downside budget ✓ $758 is at/above CC-SS $750.86: assignment is break-even or better.
Tripwiresprice and time left decide together; the matrix is the playbook The one rule: roll when the short call's remaining TIME VALUE < $0.53/sh (~25% of the $2.10 collected) or spot ≥ $760.12 (breakeven), whichever comes first. Time value = call mark price minus intrinsic (max(0, spot − $758)); NOT the premium you collected. Momentum override: two daily closes above $756.83 (daily upper band) or daily RSI > 70 → treat "pressing" as "through".
If held to expiryexact, settlement = intrinsic · fortress delta 0.90 (fallback)
V-BOUNCE STRESS (stock → CC-SS $750.86, where you are whole again, by expiry) Starting unrealized P&L: $52,488 + Fortress recovery (un-capped): +$0 − CC assignment net of premium (12 × $758): -$0 Total Position P&L @ SS: $52,488 (+$0 vs today) Do-nothing baseline at SS: $53,532 (this trade vs do-nothing: $-1,044, the opportunity cost of earning $10,800/mo FIGHT income now) | |||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| ▸ | 100% normal | 11 × $753 | 17 Jul | 7d | 0.3% | 58% | 85% | $4,840 | $20,743 | +$9,943 | $0 | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
Sell 11 × $753 0.3% OTM over spot $750.86 17 Jul 2026 (7d, $4.42 mid) = $4,840 credit for the 7d cycle → $20,743/mo projected Survival (stays ≤ $753) 58% Breach risk 42% POP (stays ≤ $757.41) 72% EV / mo +$7,627 🛡 IF CHALLENGED (spot reaches the strike) · challenge = the strike is touched at any point, so it runs ~2x the breach risk (finishing through it) Challenge odds (touch by expiry) 69% Flat exit net (mid-life) +$394 Free roll-up +$3/wk Safest escape (by 31 Jul 2026) $775 @ 91% POP 90% survival Roll menuyour doors if the call gets challenged; each row = buy back the 11 calls + sell the new ones, one order. Prices assume the central case (day 3 of 7); earlier = worse credits, later = better, through the strike = add intrinsic Buyback gross: $5.72/sh now → $4.04 mid-life (likely $5.40–$7.68) → ≈ $0 at expiry | you banked $4.40/sh, so a flat mid-life exit nets +$0.36/sh | roll rows are incremental, the banked premium stays yours 📊 Across 2,066 simulated challenges: the $753 strike is typically first touched on day 2 of 7, at $756 (overshoots $2.79). The [P25–P75] under each Total is that door's credit across those paths; % credit is the share of those challenges where the roll is a net credit.
If rolled & exited = your total from-entry P&L if you roll to that strike and then close the whole fortress with the stock pinned there (all legs repriced; SAFE = P&L ≥ 0). Cap gain is what that roll earns THIS cycle (premium + appreciation from today to the new strike); the total adds your existing MTM on top. Same from-entry basis as this tool's @cap / total-exit numbers, at the rolled strike. POP = P(stays ≤ strike + premium collected, the call is profitable); surv = P(stays ≤ strike, the call expires fully worthless). Survival is the stricter bar (no premium cushion), so it sits below POP. Method: each leg = its live quote (buyback off the ask, sells off the bid) × a Black-Scholes ratio to the challenge, using the leg's own IV shifted -0.4 vol pt per +1% move (equity skew: vol eases as spot rises; buyback shift floored at 0). Estimates, not quotes; the live roll table owns the real decision when a CC is actually threatened. More detail, income coverage, downside budget, tripwires, held-to-expiry ladder, V-bounce stressIncome coverage
Downside budget ✓ $753 is at/above CC-SS $750.86: assignment is break-even or better.
Tripwiresprice and time left decide together; the matrix is the playbook The one rule: roll when the short call's remaining TIME VALUE < $1.10/sh (~25% of the $4.40 collected) or spot ≥ $757.41 (breakeven), whichever comes first. Time value = call mark price minus intrinsic (max(0, spot − $753)); NOT the premium you collected. Momentum override: two daily closes above $756.83 (daily upper band) or daily RSI > 70 → treat "pressing" as "through".
If held to expiryexact, settlement = intrinsic · fortress delta 0.90 (fallback)
V-BOUNCE STRESS (stock → CC-SS $750.86, where you are whole again, by expiry) Starting unrealized P&L: $52,488 + Fortress recovery (un-capped): +$0 − CC assignment net of premium (11 × $753): -$0 + Conservative CC premium (1 × $764): +$87 Total Position P&L @ SS: $52,575 (+$87 vs today) Do-nothing baseline at SS: $53,532 (this trade vs do-nothing: $-957, the opportunity cost of earning $20,743/mo FIGHT income now) | |||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
Every eligible strike x expiry in the 4-45 DTE band (9 expiries scanned, 166 clear the income floor), each sized to the minimum contracts that clear it. Sorted by survival (safest first): the primary 🎯 is the safest; rows below trade safety for income.
Fortress delta: 0.900 (fallback) | Recovery@SS: +$0 (un-capped fortress gain if stock rallies to SS) | Do-nothing @ SS: $53,532
| Strike | DTE | Expiry | Bid | Sell | Income/mo | Net/mo | Survival | POP (mid) | EV/mo | Cap Give-up @ CC-SS | %IC | Total P&L @ SS |
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| $757 | 4d | 14 Jul 2026 | $1.19 | 12/12 | $10,710 | $10,710 | 81% | 86% | +$6,713 | -$0 | 0.0% | $53,916 (vs do-nothing +$384) |
| $757 | 5d | 15 Jul 2026 | $1.59 | 11/12 | $10,494 | $10,755 | 78% | 83% | +$5,893 | -$0 | 0.0% | $54,324 (vs do-nothing +$792) |
| $756 | 4d | 14 Jul 2026 | $1.51 | 10/12 | $11,325 | $11,847 | 77% | 83% | +$6,503 | -$0 | 0.0% | $54,172 (vs do-nothing +$640) |
| $758 | 7d | 17 Jul 2026 | $2.10 | 12/12 | $10,800 | $10,800 | 76% | 82% | +$5,546 | -$0 | 0.0% | $55,008 (vs do-nothing +$1,476) |
| $756 | 5d | 15 Jul 2026 | $1.95 | 9/12 | $10,530 | $11,313 | 74% | 81% | +$5,462 | -$0 | 0.0% | $54,504 (vs do-nothing +$972) |
| $757 | 7d | 17 Jul 2026 | $2.48 | 10/12 | $10,629 | $11,151 | 72% | 80% | +$5,120 | -$0 | 0.0% | $55,142 (vs do-nothing +$1,610) |
| $755 | 4d | 14 Jul 2026 | $1.88 | 8/12 | $11,280 | $12,324 | 72% | 80% | +$5,958 | -$0 | 0.0% | $54,340 (vs do-nothing +$808) |
| $757 | 10d | 20 Jul 2026 | $2.95 | 12/12 | $10,620 | $10,620 | 70% | 78% | +$4,754 | -$0 | 0.0% | $56,028 (vs do-nothing +$2,496) |
| $755 | 5d | 15 Jul 2026 | $2.36 | 8/12 | $11,328 | $12,372 | 69% | 78% | +$5,420 | -$0 | 0.0% | $54,724 (vs do-nothing +$1,192) |
| $757 | 11d | 21 Jul 2026 | $3.33 | 12/12 | $10,898 | $10,898 | 69% | 78% | +$4,680 | -$0 | 0.0% | $56,484 (vs do-nothing +$2,952) |
| $756 | 7d | 17 Jul 2026 | $2.90 | 9/12 | $11,186 | $11,969 | 69% | 78% | +$5,021 | -$0 | 0.0% | $55,359 (vs do-nothing +$1,827) |
| $758 | 14d | 24 Jul 2026 | $4.25 | 12/12 | $10,929 | $10,929 | 68% | 77% | +$4,478 | -$0 | 0.0% | $57,588 (vs do-nothing +$4,056) |
| $755 | 6d | 16 Jul 2026 | $2.81 | 8/12 | $11,240 | $12,284 | 67% | 77% | +$5,011 | -$0 | 0.0% | $55,084 (vs do-nothing +$1,552) |
Showing the 60 next-safest rows of 153.
| Strike | DTE | Expiry | Bid | Sell | Income/mo | Net/mo | Survival | POP (mid) | EV/mo | Cap Give-up @ CC-SS | %IC | Total P&L @ SS |
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| $756 | 10d | 20 Jul 2026 | $3.39 | 11/12 | $11,187 | $11,448 | 67% | 77% | +$4,698 | -$0 | 0.0% | $56,304 (vs do-nothing +$2,772) |
| $754 | 4d | 14 Jul 2026 | $2.31 | 6/12 | $10,395 | $11,961 | 67% | 78% | +$5,030 | -$0 | 0.0% | $54,396 (vs do-nothing +$864) |
| $756 | 11d | 21 Jul 2026 | $3.78 | 11/12 | $11,340 | $11,601 | 66% | 76% | +$4,574 | -$0 | 0.0% | $56,733 (vs do-nothing +$3,201) |
| $757 | 14d | 24 Jul 2026 | $4.71 | 11/12 | $11,102 | $11,363 | 65% | 76% | +$4,322 | -$0 | 0.0% | $57,756 (vs do-nothing +$4,224) |
| $759 | 21d | 31 Jul 2026 | $6.25 | 12/12 | $10,714 | $10,714 | 65% | 75% | +$4,051 | -$0 | 0.0% | $59,988 (vs do-nothing +$6,456) |
| $755 | 7d | 17 Jul 2026 | $3.37 | 8/12 | $11,554 | $12,598 | 65% | 76% | +$4,880 | -$0 | 0.0% | $55,532 (vs do-nothing +$2,000) |
| $754 | 5d | 15 Jul 2026 | $2.81 | 7/12 | $11,802 | $13,107 | 65% | 76% | +$5,159 | -$0 | 0.0% | $54,890 (vs do-nothing +$1,358) |
| $755 | 10d | 20 Jul 2026 | $3.87 | 9/12 | $10,449 | $11,232 | 64% | 75% | +$4,114 | -$0 | 0.0% | $56,232 (vs do-nothing +$2,700) |
| $758 | 21d | 31 Jul 2026 | $6.74 | 11/12 | $10,591 | $10,852 | 64% | 74% | +$3,868 | -$0 | 0.0% | $59,989 (vs do-nothing +$6,457) |
| $756 | 14d | 24 Jul 2026 | $5.20 | 10/12 | $11,143 | $11,665 | 63% | 74% | +$4,122 | -$0 | 0.0% | $57,862 (vs do-nothing +$4,330) |
| $755 | 11d | 21 Jul 2026 | $4.27 | 9/12 | $10,481 | $11,264 | 63% | 74% | +$3,977 | -$0 | 0.0% | $56,592 (vs do-nothing +$3,060) |
| $755 | 12d | 22 Jul 2026 | $4.78 | 9/12 | $10,755 | $11,538 | 62% | 74% | +$3,958 | -$0 | 0.0% | $57,051 (vs do-nothing +$3,519) |
| $757 | 21d | 31 Jul 2026 | $7.24 | 10/12 | $10,343 | $10,865 | 62% | 74% | +$3,628 | -$0 | 0.0% | $59,902 (vs do-nothing +$6,370) |
| $753 | 4d | 14 Jul 2026 | $2.80 | 5/12 | $10,500 | $12,327 | 62% | 75% | +$4,592 | -$0 | 0.0% | $54,497 (vs do-nothing +$965) |
| $754 | 7d | 17 Jul 2026 | $3.86 | 7/12 | $11,580 | $12,885 | 62% | 74% | +$4,509 | -$0 | 0.0% | $55,625 (vs do-nothing +$2,093) |
| $754 | 10d | 20 Jul 2026 | $4.38 | 8/12 | $10,512 | $11,556 | 60% | 73% | +$3,868 | -$0 | 0.0% | $56,340 (vs do-nothing +$2,808) |
| $755 | 14d | 24 Jul 2026 | $5.72 | 9/12 | $11,031 | $11,814 | 60% | 73% | +$3,882 | -$0 | 0.0% | $57,897 (vs do-nothing +$4,365) |
| $753 | 5d | 15 Jul 2026 | $3.32 | 6/12 | $11,952 | $13,518 | 60% | 74% | +$4,777 | -$0 | 0.0% | $55,002 (vs do-nothing +$1,470) |
| $756 | 21d | 31 Jul 2026 | $7.77 | 10/12 | $11,100 | $11,622 | 60% | 73% | +$3,747 | -$0 | 0.0% | $60,432 (vs do-nothing +$6,900) |
| $754 | 11d | 21 Jul 2026 | $4.79 | 8/12 | $10,451 | $11,495 | 60% | 73% | +$3,724 | -$0 | 0.0% | $56,668 (vs do-nothing +$3,136) |
| $755 | 21d | 31 Jul 2026 | $8.31 | 9/12 | $10,684 | $11,467 | 58% | 72% | +$3,486 | -$0 | 0.0% | $60,228 (vs do-nothing +$6,696) |
| $754 | 14d | 24 Jul 2026 | $6.26 | 8/12 | $10,731 | $11,775 | 58% | 72% | +$3,621 | -$0 | 0.0% | $57,844 (vs do-nothing +$4,312) |
| $753 | 7d | 17 Jul 2026 | $4.40 | 6/12 | $11,314 | $12,880 | 58% | 72% | +$4,160 | -$0 | 0.0% | $55,650 (vs do-nothing +$2,118) |
| $754 | 21d | 31 Jul 2026 | $8.88 | 9/12 | $11,417 | $12,200 | 57% | 75% | +$5,289 | -$0 | 0.0% | $60,741 (vs do-nothing +$7,209) |
| $753 | 10d | 20 Jul 2026 | $4.92 | 8/12 | $11,808 | $12,852 | 57% | 72% | +$4,048 | -$0 | 0.0% | $56,772 (vs do-nothing +$3,240) |
| $753 | 11d | 21 Jul 2026 | $5.34 | 8/12 | $11,651 | $12,695 | 57% | 71% | +$3,901 | -$0 | 0.0% | $57,108 (vs do-nothing +$3,576) |
| $752 | 4d | 14 Jul 2026 | $3.33 | 5/12 | $12,488 | $14,314 | 56% | 73% | +$4,895 | -$0 | 0.0% | $54,762 (vs do-nothing +$1,230) |
| $753 | 14d | 24 Jul 2026 | $6.83 | 8/12 | $11,709 | $12,753 | 56% | 71% | +$3,756 | -$0 | 0.0% | $58,300 (vs do-nothing +$4,768) |
| $752 | 5d | 15 Jul 2026 | $3.87 | 5/12 | $11,610 | $13,437 | 55% | 72% | +$4,225 | -$0 | 0.0% | $55,032 (vs do-nothing +$1,500) |
| $753 | 21d | 31 Jul 2026 | $9.46 | 8/12 | $10,811 | $11,855 | 54% | 70% | +$3,265 | -$0 | 0.0% | $60,404 (vs do-nothing +$6,872) |
| $752 | 7d | 17 Jul 2026 | $4.97 | 5/12 | $10,650 | $12,477 | 54% | 71% | +$3,601 | -$0 | 0.0% | $55,582 (vs do-nothing +$2,050) |
| $752 | 10d | 20 Jul 2026 | $5.50 | 7/12 | $11,550 | $12,855 | 54% | 70% | +$3,692 | -$0 | 0.0% | $56,773 (vs do-nothing +$3,241) |
| $752 | 11d | 21 Jul 2026 | $5.92 | 7/12 | $11,302 | $12,607 | 54% | 70% | +$3,542 | -$0 | 0.0% | $57,067 (vs do-nothing +$3,535) |
| $752 | 14d | 24 Jul 2026 | $7.42 | 7/12 | $11,130 | $12,435 | 53% | 70% | +$3,370 | -$0 | 0.0% | $58,117 (vs do-nothing +$4,585) |
| $752 | 21d | 31 Jul 2026 | $10.07 | 8/12 | $11,509 | $12,553 | 53% | 69% | +$3,332 | -$0 | 0.0% | $60,892 (vs do-nothing +$7,360) |
| $751 | 4d | 14 Jul 2026 | $3.92 | 4/12 | $11,760 | $13,848 | 51% | 70% | +$4,152 | -$0 | 0.0% | $54,752 (vs do-nothing +$1,220) |
| $751 | 5d | 15 Jul 2026 | $4.47 | 4/12 | $10,728 | $12,816 | 51% | 70% | +$3,577 | -$0 | 0.0% | $54,972 (vs do-nothing +$1,440) |
| $751 | 21d | 31 Jul 2026 | $10.65 | 7/12 | $10,650 | $11,955 | 51% | 69% | +$2,941 | -$0 | 0.0% | $60,378 (vs do-nothing +$6,846) |
| $751 | 7d | 17 Jul 2026 | $5.58 | 5/12 | $11,957 | $13,784 | 51% | 69% | +$3,777 | -$0 | 0.0% | $55,887 (vs do-nothing +$2,355) |
| $751 | 14d | 24 Jul 2026 | $8.04 | 7/12 | $12,060 | $13,365 | 51% | 69% | +$3,477 | -$0 | 0.0% | $58,551 (vs do-nothing +$5,019) |
| $751 | 10d | 20 Jul 2026 | $6.12 | 6/12 | $11,016 | $12,582 | 51% | 69% | +$3,301 | -$0 | 0.0% | $56,682 (vs do-nothing +$3,150) |
| $751 | 11d | 21 Jul 2026 | $6.53 | 6/12 | $10,685 | $12,251 | 51% | 69% | +$3,142 | -$0 | 0.0% | $56,928 (vs do-nothing +$3,396) |
| $750 | 21d | 31 Jul 2026 | $11.28 | 7/12 | $11,280 | $12,585 | 49% | 68% | +$2,996 | -$0 | 0.0% | $60,220 (vs do-nothing +$6,688) |
| $750 | 14d | 24 Jul 2026 | $8.61 | 6/12 | $11,070 | $12,636 | 48% | 68% | +$2,972 | -$0 | 0.0% | $57,663 (vs do-nothing +$4,131) |
| $750 | 12d | 22 Jul 2026 | $7.57 | 6/12 | $11,355 | $12,921 | 48% | 68% | +$2,958 | -$0 | 0.0% | $57,039 (vs do-nothing +$3,507) |
| $750 | 11d | 21 Jul 2026 | $7.11 | 6/12 | $11,635 | $13,201 | 48% | 68% | +$3,138 | -$0 | 0.0% | $56,763 (vs do-nothing +$3,231) |
| $750 | 10d | 20 Jul 2026 | $6.69 | 6/12 | $12,042 | $13,608 | 48% | 68% | +$3,276 | -$0 | 0.0% | $56,511 (vs do-nothing +$2,979) |
| $749 | 21d | 31 Jul 2026 | $11.93 | 7/12 | $11,930 | $13,235 | 47% | 67% | +$3,046 | -$0 | 0.0% | $59,976 (vs do-nothing +$6,443) |
| $750 | 7d | 17 Jul 2026 | $6.19 | 4/12 | $10,611 | $12,699 | 47% | 68% | +$3,077 | -$0 | 0.0% | $55,318 (vs do-nothing +$1,786) |
| $750 | 6d | 16 Jul 2026 | $5.48 | 4/12 | $10,960 | $13,048 | 47% | 68% | +$2,999 | -$0 | 0.0% | $55,034 (vs do-nothing +$1,502) |
| $750 | 5d | 15 Jul 2026 | $5.04 | 4/12 | $12,096 | $14,184 | 47% | 68% | +$3,539 | -$0 | 0.0% | $54,858 (vs do-nothing +$1,326) |
| $749 | 14d | 24 Jul 2026 | $9.18 | 6/12 | $11,803 | $13,369 | 46% | 67% | +$2,925 | -$0 | 0.0% | $57,405 (vs do-nothing +$3,873) |
| $750 | 4d | 14 Jul 2026 | $4.50 | 4/12 | $13,500 | $15,588 | 46% | 68% | +$4,128 | -$0 | 0.0% | $54,642 (vs do-nothing +$1,110) |
| $748 | 21d | 31 Jul 2026 | $12.59 | 6/12 | $10,791 | $12,357 | 46% | 67% | +$2,642 | -$0 | 0.0% | $58,851 (vs do-nothing +$5,319) |
| $749 | 11d | 21 Jul 2026 | $7.70 | 5/12 | $10,500 | $12,327 | 45% | 67% | +$2,580 | -$0 | 0.0% | $56,020 (vs do-nothing +$2,487) |
| $749 | 10d | 20 Jul 2026 | $7.29 | 5/12 | $10,935 | $12,762 | 45% | 67% | +$2,701 | -$0 | 0.0% | $55,815 (vs do-nothing +$2,282) |
| $747 | 21d | 31 Jul 2026 | $13.27 | 6/12 | $11,374 | $12,940 | 44% | 66% | +$2,674 | -$0 | 0.0% | $58,659 (vs do-nothing +$5,127) |
| $749 | 7d | 17 Jul 2026 | $6.86 | 4/12 | $11,760 | $13,848 | 44% | 67% | +$3,154 | -$0 | 0.0% | $55,186 (vs do-nothing +$1,654) |
| $748 | 14d | 24 Jul 2026 | $9.48 | 6/12 | $12,189 | $13,755 | 44% | 66% | +$2,496 | -$0 | 0.0% | $56,985 (vs do-nothing +$3,453) |
| $746 | 21d | 31 Jul 2026 | $13.06 | 6/12 | $11,194 | $12,760 | 43% | 65% | +$1,928 | -$0 | 0.0% | $57,933 (vs do-nothing +$4,401) |
Income/mo = FIGHT leg gross, DTE-prorated. Net/mo = FIGHT + conservative CC gross minus hedge cost. POP (mid) = probability stock closes at or below (strike + mid premium) at expiry, per-strike chain IV when available. Survival = CC expires fully worthless. EV/mo = premium minus expected buyback, monthly, with realized vol = IV x 85% (variance risk premium 15%). Cap give-up @ SS = recovery mortgaged on a V-bounce to SS, net of premium. Total P&L @ SS = absolute position P&L if the stock closes at SS; "vs do-nothing" = opportunity cost against holding all 12 contracts at the conservative CC.