12 contracts (1,200 sh) | BE SS: $764.00 | CC-SS: $692.45 | IV: LOW | Accounts: Neville:0865
| Max Loss | $148,800 | (ND $124.00 + SW $0) x 1200 |
| Normal income ref | $18,231/mo | 45% ann ROI on ML |
| Hedge rolling cost | $0/mo | |
| Unrealized P&L | $57,276 | 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 | 11 × $758 | 71% | $9,381 | $1,807 |
| 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 × $765 | 17 Jul | 7d | 1.7% | 91% | 17% | $516 | $2,211 | -$7,170 | $0 | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
Sell 12 × $765 1.7% OTM over spot $752.48 17 Jul 2026 (7d, $0.43 mid) = $516 credit for the 7d cycle → $2,211/mo projected Survival (stays ≤ $765) 91% Breach risk 9% POP (stays ≤ $765.43) 92% EV / mo +$1,286 🛡 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) -$3,521 Free roll-up +$1/wk Safest escape (by 31 Jul 2026) $777 @ 80% POP 74% 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: $4.76/sh now → $3.36 mid-life (likely $2.96–$5.09) → ≈ $0 at expiry | you banked $0.43/sh, so a flat mid-life exit nets -$2.93/sh | roll rows are incremental, the banked premium stays yours 📊 Across 526 simulated challenges: the $765 strike is typically first touched on day 5 of 7, at $767 (overshoots $2.45). 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 ✓ $765 is at/above CC-SS $692.45: 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 < $0.11/sh (~25% of the $0.43 collected) or spot ≥ $765.43 (breakeven), whichever comes first. Time value = call mark price minus intrinsic (max(0, spot − $765)); NOT the premium you collected. Momentum override: two daily closes above $758.10 (daily upper band) or daily RSI > 70 → treat "pressing" as "through".
If held to expiryexact, settlement = intrinsic · fortress delta 0.82 (IBKR)
V-BOUNCE STRESS (stock → CC-SS $692.45, where you are whole again, by expiry) Starting unrealized P&L: $57,276 + Fortress recovery (un-capped): +$0 − CC assignment net of premium (12 × $765): -$0 Total Position P&L @ SS: $57,276 (+$0 vs today) Do-nothing baseline at SS: $58,236 (this trade vs do-nothing: $-960, the opportunity cost of earning $2,211/mo FIGHT income now) | |||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| ▸ | 33% normal | 11 × $760 | 17 Jul | 7d | 1.0% | 78% | 43% | $1,496 | $6,411 | -$2,970 | $0 | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
Sell 11 × $760 1.0% OTM over spot $752.48 17 Jul 2026 (7d, $1.37 mid) = $1,496 credit for the 7d cycle → $6,411/mo projected Survival (stays ≤ $760) 78% Breach risk 22% POP (stays ≤ $761.37) 82% EV / mo +$2,619 🛡 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) 37% Flat exit net (mid-life) -$2,180 Free roll-up +$1/wk Safest escape (by 31 Jul 2026) $776 @ 84% POP 81% 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: $4.73/sh now → $3.34 mid-life (likely $3.66–$5.52) → ≈ $0 at expiry | you banked $1.36/sh, so a flat mid-life exit nets -$1.98/sh | roll rows are incremental, the banked premium stays yours 📊 Across 1,106 simulated challenges: the $760 strike is typically first touched on day 4 of 7, at $762 (overshoots $2.34). 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 $692.45: 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 < $0.34/sh (~25% of the $1.36 collected) or spot ≥ $761.37 (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 $758.10 (daily upper band) or daily RSI > 70 → treat "pressing" as "through".
If held to expiryexact, settlement = intrinsic · fortress delta 0.82 (IBKR)
V-BOUNCE STRESS (stock → CC-SS $692.45, where you are whole again, by expiry) Starting unrealized P&L: $57,276 + Fortress recovery (un-capped): +$0 − CC assignment net of premium (11 × $760): -$0 + Conservative CC premium (1 × $764): +$80 Total Position P&L @ SS: $57,356 (+$80 vs today) Do-nothing baseline at SS: $58,236 (this trade vs do-nothing: $-880, the opportunity cost of earning $6,411/mo FIGHT income now) | |||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| ▸ | 🎯 50% normal | 11 × $758 | 17 Jul | 7d | 0.7% | 71% | 48% | $2,189 | $9,381 | — | $0 | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
Sell 11 × $758 0.7% OTM over spot $752.48 17 Jul 2026 (7d, $2.00 mid) = $2,189 credit for the 7d cycle → $9,381/mo projected Survival (stays ≤ $758) 71% Breach risk 29% POP (stays ≤ $760.00) 78% EV / mo +$3,251 🛡 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) 48% Flat exit net (mid-life) -$1,478 Free roll-up +$1/wk Safest escape (by 31 Jul 2026) $777 @ 88% POP 86% 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: $4.71/sh now → $3.33 mid-life (likely $3.83–$5.72) → ≈ $0 at expiry | you banked $1.99/sh, so a flat mid-life exit nets -$1.34/sh | roll rows are incremental, the banked premium stays yours 📊 Across 1,446 simulated challenges: the $758 strike is typically first touched on day 3 of 7, at $760 (overshoots $2.40). 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 $692.45: 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 < $0.50/sh (~25% of the $1.99 collected) or spot ≥ $760.00 (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 $758.10 (daily upper band) or daily RSI > 70 → treat "pressing" as "through".
If held to expiryexact, settlement = intrinsic · fortress delta 0.82 (IBKR)
V-BOUNCE STRESS (stock → CC-SS $692.45, where you are whole again, by expiry) Starting unrealized P&L: $57,276 + Fortress recovery (un-capped): +$0 − CC assignment net of premium (11 × $758): -$0 + Conservative CC premium (1 × $764): +$80 Total Position P&L @ SS: $57,356 (+$80 vs today) Do-nothing baseline at SS: $58,236 (this trade vs do-nothing: $-880, the opportunity cost of earning $9,381/mo FIGHT income now) | |||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| ▸ | 100% normal | 12 × $754 | 17 Jul | 7d | 0.2% | 56% | 88% | $4,536 | $19,440 | +$10,059 | $0 | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
Sell 12 × $754 0.2% OTM over spot $752.48 17 Jul 2026 (7d, $3.79 mid) = $4,536 credit for the 7d cycle → $19,440/mo projected Survival (stays ≤ $754) 56% Breach risk 44% POP (stays ≤ $757.79) 69% EV / mo +$4,648 🛡 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) 71% Flat exit net (mid-life) +$557 Free roll-up +$1/wk Safest escape (by 31 Jul 2026) $776 @ 90% POP 89% 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: $4.69/sh now → $3.32 mid-life (likely $4.48–$6.36) → ≈ $0 at expiry | you banked $3.78/sh, so a flat mid-life exit nets +$0.46/sh | roll rows are incremental, the banked premium stays yours 📊 Across 2,117 simulated challenges: the $754 strike is typically first touched on day 2 of 7, at $757 (overshoots $2.65). 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 ✓ $754 is at/above CC-SS $692.45: 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 < $0.94/sh (~25% of the $3.78 collected) or spot ≥ $757.79 (breakeven), whichever comes first. Time value = call mark price minus intrinsic (max(0, spot − $754)); NOT the premium you collected. Momentum override: two daily closes above $758.10 (daily upper band) or daily RSI > 70 → treat "pressing" as "through".
If held to expiryexact, settlement = intrinsic · fortress delta 0.82 (IBKR)
V-BOUNCE STRESS (stock → CC-SS $692.45, where you are whole again, by expiry) Starting unrealized P&L: $57,276 + Fortress recovery (un-capped): +$0 − CC assignment net of premium (12 × $754): -$0 Total Position P&L @ SS: $57,276 (+$0 vs today) Do-nothing baseline at SS: $58,236 (this trade vs do-nothing: $-960, the opportunity cost of earning $19,440/mo FIGHT income now) | |||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
Every eligible strike x expiry in the 4-45 DTE band (10 expiries scanned, 212 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: 0.818 (IBKR) | Recovery@SS: +$0 (un-capped fortress gain if stock rallies to SS) | Do-nothing @ SS: $58,236
| 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 | $1.06 | 12/12 | $9,540 | $9,540 | 76% | 80% | +$3,556 | -$0 | 0.0% | $58,548 (vs do-nothing +$312) |
| $757 | 5d | 15 Jul 2026 | $1.47 | 11/12 | $9,702 | $9,942 | 72% | 78% | +$3,182 | -$0 | 0.0% | $58,973 (vs do-nothing +$737) |
| $758 | 6d | 16 Jul 2026 | $1.53 | 12/12 | $9,180 | $9,180 | 72% | 77% | +$1,605 | -$0 | 0.0% | $59,112 (vs do-nothing +$876) |
| $758 | 7d | 17 Jul 2026 | $1.99 | 11/12 | $9,381 | $9,621 | 71% | 78% | +$3,251 | -$0 | 0.0% | $59,545 (vs do-nothing +$1,309) |
| $756 | 4d | 14 Jul 2026 | $1.39 | 9/12 | $9,382 | $10,102 | 70% | 77% | +$3,048 | -$0 | 0.0% | $58,767 (vs do-nothing +$531) |
| $759 | 13d | 23 Jul 2026 | $3.37 | 12/12 | $9,332 | $9,332 | 68% | 76% | +$3,208 | -$0 | 0.0% | $61,320 (vs do-nothing +$3,084) |
| $757 | 6d | 16 Jul 2026 | $1.88 | 10/12 | $9,400 | $9,880 | 68% | 75% | +$1,732 | -$0 | 0.0% | $59,316 (vs do-nothing +$1,080) |
| $757 | 7d | 17 Jul 2026 | $2.37 | 9/12 | $9,141 | $9,861 | 68% | 76% | +$2,908 | -$0 | 0.0% | $59,649 (vs do-nothing +$1,413) |
| $756 | 5d | 15 Jul 2026 | $1.83 | 9/12 | $9,882 | $10,602 | 67% | 75% | +$2,843 | -$0 | 0.0% | $59,163 (vs do-nothing +$927) |
| $759 | 14d | 24 Jul 2026 | $3.84 | 12/12 | $9,874 | $9,874 | 67% | 76% | +$3,372 | -$0 | 0.0% | $61,884 (vs do-nothing +$3,648) |
| $758 | 11d | 21 Jul 2026 | $2.82 | 12/12 | $9,229 | $9,229 | 66% | 74% | +$1,830 | -$0 | 0.0% | $60,660 (vs do-nothing +$2,424) |
| $761 | 21d | 31 Jul 2026 | $5.42 | 12/12 | $9,291 | $9,291 | 66% | 75% | +$3,175 | -$0 | 0.0% | $63,780 (vs do-nothing +$5,544) |
| $758 | 12d | 22 Jul 2026 | $3.36 | 11/12 | $9,240 | $9,480 | 66% | 75% | +$2,995 | -$0 | 0.0% | $61,052 (vs do-nothing +$2,816) |
Showing the 60 next-safest rows of 199.
| 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 | 10d | 20 Jul 2026 | $2.85 | 11/12 | $9,405 | $9,645 | 66% | 75% | +$2,835 | -$0 | 0.0% | $60,491 (vs do-nothing +$2,255) |
| $758 | 13d | 23 Jul 2026 | $3.80 | 11/12 | $9,646 | $9,886 | 65% | 75% | +$3,122 | -$0 | 0.0% | $61,536 (vs do-nothing +$3,300) |
| $760 | 21d | 31 Jul 2026 | $5.88 | 11/12 | $9,240 | $9,480 | 65% | 74% | +$3,041 | -$0 | 0.0% | $63,824 (vs do-nothing +$5,588) |
| $755 | 4d | 14 Jul 2026 | $1.77 | 7/12 | $9,292 | $10,492 | 65% | 74% | +$2,572 | -$0 | 0.0% | $58,915 (vs do-nothing +$679) |
| $758 | 14d | 24 Jul 2026 | $4.28 | 10/12 | $9,171 | $9,651 | 64% | 74% | +$2,954 | -$0 | 0.0% | $61,716 (vs do-nothing +$3,480) |
| $756 | 6d | 16 Jul 2026 | $2.27 | 9/12 | $10,215 | $10,935 | 64% | 73% | +$1,908 | -$0 | 0.0% | $59,559 (vs do-nothing +$1,323) |
| $756 | 7d | 17 Jul 2026 | $2.80 | 8/12 | $9,600 | $10,560 | 64% | 73% | +$2,809 | -$0 | 0.0% | $59,836 (vs do-nothing +$1,600) |
| $757 | 11d | 21 Jul 2026 | $3.25 | 11/12 | $9,750 | $9,990 | 64% | 72% | +$1,992 | -$0 | 0.0% | $60,931 (vs do-nothing +$2,695) |
| $757 | 12d | 22 Jul 2026 | $3.80 | 10/12 | $9,500 | $9,980 | 63% | 73% | +$2,872 | -$0 | 0.0% | $61,236 (vs do-nothing +$3,000) |
| $759 | 21d | 31 Jul 2026 | $6.35 | 11/12 | $9,979 | $10,219 | 63% | 73% | +$3,144 | -$0 | 0.0% | $64,341 (vs do-nothing +$6,105) |
| $757 | 13d | 23 Jul 2026 | $4.26 | 10/12 | $9,831 | $10,311 | 63% | 73% | +$2,987 | -$0 | 0.0% | $61,696 (vs do-nothing +$3,460) |
| $755 | 5d | 15 Jul 2026 | $2.24 | 7/12 | $9,408 | $10,608 | 62% | 72% | +$2,391 | -$0 | 0.0% | $59,244 (vs do-nothing +$1,008) |
| $756 | 10d | 20 Jul 2026 | $3.30 | 10/12 | $9,900 | $10,380 | 62% | 73% | +$2,757 | -$0 | 0.0% | $60,736 (vs do-nothing +$2,500) |
| $757 | 14d | 24 Jul 2026 | $4.77 | 9/12 | $9,199 | $9,919 | 62% | 74% | +$3,179 | -$0 | 0.0% | $61,809 (vs do-nothing +$3,573) |
| $756 | 11d | 21 Jul 2026 | $3.71 | 10/12 | $10,118 | $10,598 | 61% | 71% | +$2,090 | -$0 | 0.0% | $61,146 (vs do-nothing +$2,910) |
| $758 | 21d | 31 Jul 2026 | $6.85 | 10/12 | $9,786 | $10,266 | 61% | 72% | +$2,953 | -$0 | 0.0% | $64,286 (vs do-nothing +$6,050) |
| $756 | 12d | 22 Jul 2026 | $4.28 | 9/12 | $9,630 | $10,350 | 61% | 72% | +$2,723 | -$0 | 0.0% | $61,368 (vs do-nothing +$3,132) |
| $755 | 6d | 16 Jul 2026 | $2.71 | 7/12 | $9,485 | $10,685 | 60% | 71% | +$1,778 | -$0 | 0.0% | $59,573 (vs do-nothing +$1,337) |
| $756 | 13d | 23 Jul 2026 | $4.75 | 9/12 | $9,865 | $10,585 | 60% | 72% | +$2,810 | -$0 | 0.0% | $61,791 (vs do-nothing +$3,555) |
| $755 | 7d | 17 Jul 2026 | $3.27 | 7/12 | $9,810 | $11,010 | 60% | 71% | +$2,607 | -$0 | 0.0% | $59,965 (vs do-nothing +$1,729) |
| $756 | 14d | 24 Jul 2026 | $5.28 | 9/12 | $10,183 | $10,903 | 60% | 73% | +$3,444 | -$0 | 0.0% | $62,268 (vs do-nothing +$4,032) |
| $757 | 21d | 31 Jul 2026 | $7.37 | 9/12 | $9,476 | $10,196 | 59% | 71% | +$2,741 | -$0 | 0.0% | $64,149 (vs do-nothing +$5,913) |
| $754 | 4d | 14 Jul 2026 | $2.21 | 6/12 | $9,945 | $11,385 | 59% | 71% | +$2,359 | -$0 | 0.0% | $59,082 (vs do-nothing +$846) |
| $755 | 11d | 21 Jul 2026 | $4.20 | 8/12 | $9,164 | $10,124 | 58% | 71% | +$2,345 | -$0 | 0.0% | $60,956 (vs do-nothing +$2,720) |
| $755 | 10d | 20 Jul 2026 | $3.78 | 9/12 | $10,206 | $10,926 | 58% | 69% | +$1,750 | -$0 | 0.0% | $60,918 (vs do-nothing +$2,682) |
| $755 | 12d | 22 Jul 2026 | $4.79 | 8/12 | $9,580 | $10,540 | 58% | 70% | +$2,528 | -$0 | 0.0% | $61,428 (vs do-nothing +$3,192) |
| $754 | 5d | 15 Jul 2026 | $2.71 | 6/12 | $9,756 | $11,196 | 58% | 70% | +$2,171 | -$0 | 0.0% | $59,382 (vs do-nothing +$1,146) |
| $755 | 13d | 23 Jul 2026 | $5.27 | 8/12 | $9,729 | $10,689 | 57% | 70% | +$2,597 | -$0 | 0.0% | $61,812 (vs do-nothing +$3,576) |
| $755 | 14d | 24 Jul 2026 | $5.81 | 8/12 | $9,960 | $10,920 | 57% | 71% | +$3,280 | -$0 | 0.0% | $62,244 (vs do-nothing +$4,008) |
| $756 | 21d | 31 Jul 2026 | $7.91 | 9/12 | $10,170 | $10,890 | 57% | 71% | +$2,840 | -$0 | 0.0% | $64,635 (vs do-nothing +$6,399) |
| $754 | 6d | 16 Jul 2026 | $3.19 | 6/12 | $9,570 | $11,010 | 56% | 69% | +$1,758 | -$0 | 0.0% | $59,670 (vs do-nothing +$1,434) |
| $754 | 7d | 17 Jul 2026 | $3.78 | 6/12 | $9,720 | $11,160 | 56% | 69% | +$2,324 | -$0 | 0.0% | $60,024 (vs do-nothing +$1,788) |
| $754 | 10d | 20 Jul 2026 | $4.30 | 8/12 | $10,320 | $11,280 | 55% | 69% | +$2,407 | -$0 | 0.0% | $61,036 (vs do-nothing +$2,800) |
| $755 | 21d | 31 Jul 2026 | $8.47 | 8/12 | $9,680 | $10,640 | 55% | 70% | +$2,604 | -$0 | 0.0% | $64,372 (vs do-nothing +$6,136) |
| $754 | 11d | 21 Jul 2026 | $4.73 | 8/12 | $10,320 | $11,280 | 55% | 69% | +$2,436 | -$0 | 0.0% | $61,380 (vs do-nothing +$3,144) |
| $754 | 12d | 22 Jul 2026 | $5.33 | 7/12 | $9,328 | $10,528 | 55% | 69% | +$2,292 | -$0 | 0.0% | $61,407 (vs do-nothing +$3,171) |
| $754 | 14d | 24 Jul 2026 | $6.37 | 7/12 | $9,555 | $10,755 | 54% | 70% | +$3,060 | -$0 | 0.0% | $62,135 (vs do-nothing +$3,899) |
| $754 | 13d | 23 Jul 2026 | $5.82 | 7/12 | $9,402 | $10,602 | 54% | 69% | +$2,363 | -$0 | 0.0% | $61,750 (vs do-nothing +$3,514) |
| $754 | 21d | 31 Jul 2026 | $9.05 | 8/12 | $10,343 | $11,303 | 53% | 69% | +$2,660 | -$0 | 0.0% | $64,836 (vs do-nothing +$6,600) |
| $753 | 4d | 14 Jul 2026 | $2.72 | 5/12 | $10,200 | $11,880 | 53% | 68% | +$2,112 | -$0 | 0.0% | $59,196 (vs do-nothing +$960) |
| $753 | 5d | 15 Jul 2026 | $3.22 | 5/12 | $9,660 | $11,340 | 53% | 67% | +$1,879 | -$0 | 0.0% | $59,446 (vs do-nothing +$1,210) |
| $753 | 6d | 16 Jul 2026 | $3.73 | 5/12 | $9,325 | $11,005 | 52% | 67% | +$1,878 | -$0 | 0.0% | $59,701 (vs do-nothing +$1,465) |
| $753 | 7d | 17 Jul 2026 | $4.33 | 5/12 | $9,279 | $10,959 | 52% | 68% | +$2,007 | -$0 | 0.0% | $60,001 (vs do-nothing +$1,765) |
| $753 | 10d | 20 Jul 2026 | $4.85 | 7/12 | $10,185 | $11,385 | 52% | 67% | +$1,757 | -$0 | 0.0% | $61,071 (vs do-nothing +$2,835) |
| $753 | 11d | 21 Jul 2026 | $5.30 | 7/12 | $10,118 | $11,318 | 52% | 68% | +$2,201 | -$0 | 0.0% | $61,386 (vs do-nothing +$3,150) |
| $753 | 12d | 22 Jul 2026 | $5.90 | 7/12 | $10,325 | $11,525 | 52% | 68% | +$2,352 | -$0 | 0.0% | $61,806 (vs do-nothing +$3,570) |
| $753 | 14d | 24 Jul 2026 | $6.96 | 7/12 | $10,440 | $11,640 | 52% | 70% | +$3,248 | -$0 | 0.0% | $62,548 (vs do-nothing +$4,312) |
| $753 | 13d | 23 Jul 2026 | $6.40 | 7/12 | $10,338 | $11,538 | 52% | 68% | +$2,426 | -$0 | 0.0% | $62,156 (vs do-nothing +$3,920) |
| $753 | 21d | 31 Jul 2026 | $9.65 | 7/12 | $9,650 | $10,850 | 52% | 68% | +$2,364 | -$0 | 0.0% | $64,431 (vs do-nothing +$6,195) |
| $752 | 21d | 31 Jul 2026 | $10.26 | 7/12 | $10,260 | $11,460 | 50% | 67% | +$2,404 | -$0 | 0.0% | $64,858 (vs do-nothing +$6,622) |
| $752 | 13d | 23 Jul 2026 | $7.00 | 6/12 | $9,692 | $11,132 | 49% | 67% | +$2,124 | -$0 | 0.0% | $61,956 (vs do-nothing +$3,720) |
| $752 | 14d | 24 Jul 2026 | $7.57 | 6/12 | $9,733 | $11,173 | 49% | 69% | +$2,931 | -$0 | 0.0% | $62,298 (vs do-nothing +$4,062) |
| $752 | 12d | 22 Jul 2026 | $6.50 | 6/12 | $9,750 | $11,190 | 49% | 67% | +$2,060 | -$0 | 0.0% | $61,656 (vs do-nothing +$3,420) |
| $752 | 11d | 21 Jul 2026 | $5.89 | 6/12 | $9,638 | $11,078 | 49% | 66% | +$1,918 | -$0 | 0.0% | $61,290 (vs do-nothing +$3,054) |
| $752 | 10d | 20 Jul 2026 | $5.44 | 6/12 | $9,792 | $11,232 | 49% | 66% | +$1,674 | -$0 | 0.0% | $61,020 (vs do-nothing +$2,784) |
| $752 | 7d | 17 Jul 2026 | $4.92 | 5/12 | $10,543 | $12,223 | 49% | 66% | +$2,073 | -$0 | 0.0% | $60,296 (vs do-nothing +$2,060) |
| $752 | 6d | 16 Jul 2026 | $4.30 | 5/12 | $10,750 | $12,430 | 48% | 66% | +$1,906 | -$0 | 0.0% | $59,986 (vs do-nothing +$1,750) |
| $751 | 21d | 31 Jul 2026 | $10.88 | 6/12 | $9,326 | $10,766 | 48% | 67% | +$2,091 | -$0 | 0.0% | $64,284 (vs do-nothing +$6,048) |
| $752 | 5d | 15 Jul 2026 | $3.79 | 5/12 | $11,370 | $13,050 | 48% | 65% | +$1,931 | -$0 | 0.0% | $59,731 (vs do-nothing +$1,495) |
| $752 | 4d | 14 Jul 2026 | $3.28 | 4/12 | $9,840 | $11,760 | 48% | 65% | +$1,731 | -$0 | 0.0% | $59,228 (vs do-nothing +$992) |
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.