BE Long Call Butterfly — Jan 15 '27 260/280/300: A 144-DTE Vol-Crush Lottery Ticket
Opened a BE Jan 15 2027 260/280/300 long call butterfly (144 DTE), a defined-risk, far-OTM call-only structure with reward:risk 31:1. Net debit $0.625/share ($62.50/contract). Max profit $1,937.50/contract at BE = $280; max loss $62.50. 1-contract sizing. IV ~94% (high — reflects BE's jump-risk pricing). PoP (any profit, drift-implied) ~15%; PoP (max profit zone, $260.62-$299.38) ~9.6%. BE spot $204.02.
Read More →LATEST TRADES
Explore the journal →BE Long Call Butterfly — Jan 15 '27 260/280/300: A 144-DTE Vol-Crush Lottery Ticket
Opened a BE Jan 15 2027 260/280/300 long call butterfly (144 DTE), a defined-risk, far-OTM call-only structure with reward:risk 31:1. Net debit $0.625/share ($62.50/contract). Max profit $1,937.50/contract at BE = $280; max loss $62.50. 1-contract sizing. IV ~94% (high — reflects BE's jump-risk pricing). PoP (any profit, drift-implied) ~15%; PoP (max profit zone, $260.62-$299.38) ~9.6%. BE spot $204.02.
XLP Long Call Butterfly — Dec 18 '26 80/90/100: A Defensive Range-Bet Into Sep/Oct
Opened an XLP Dec 18 2026 80/90/100 long call butterfly (122 DTE), a defined-risk bullish-to-neutral structure with profit zone $84.34–$95.67. Net debit $4.335/share ($433.50/contract). Max profit $566.50 at XLP = $90 at Dec 18 expiry; max loss $433.50. 1-contract sizing. IV ~17–22%. XLP spot $85.84.
XSP Long Call Condor — Dec 17 '27 780/800/890/900: 491-DTE Range Bet at $8.80 Limit Order
4-leg long call condor on XSP (Mini S&P 500, 1/10th of SPX). BTO 780C / STO 800C / STO 890C / BTO 900C — all Dec 17, 2027 (491 DTE). Limit order placed at $8.80/share ($880/contract). BSM mid net debit ~$0.621/share ($62.10/contract). Max profit $137.90/contract if XSP is $80–$89 at Dec 17, 2027 expiry (per-share: $10 lower body spread − $0.621 debit = $9.379/share × 100). Reward-to-risk 0.16:1 at limit order price; 2.22:1 at BSM mid. Max profit $137.90/contract at XSP $80–$89. XSP spot ~$77.64 (SPX $7,763.80). 491 DTE — 1.3 years of time to expiry.
EDUCATION
Explore education →Correlation and Portfolio Construction
How correlated positions affect total portfolio risk, the difference between name-level and market-level correlation, and the journal's rules for basket exposure and concentration limits.
Expected Value — The Math Behind Every Trade
The expected value formula for options trades, how the journal calculates probability of profit, the difference between theoretical and realized expected value, and why a positive EV is necessary but not sufficient.
The Greeks — Delta, Gamma, Theta, Vega, Rho
The five option greeks: delta, gamma, theta, vega, rho — what each measures, how they interact in a position, and the greeks the journal monitors at entry and during the life of the position.
PLAYBOOK
Explore the playbook →Adjustment Rules — When to Roll, When to Hedge, When to Hold
The judgment framework for managing open positions: when to roll a spread, when to hedge with a long option, when to hold through volatility, and when to accept the loss and move on.
Edge Sources — Where the Journal's Returns Come From
The structural, statistical, and informational edges that the journal's playbook exploits — why each exists, how the journal identifies them, and how the edge degrades over time.
Exit Discipline — The Hardest Part of the Trade
The discipline of closing positions at the right time: the take-profit rule, the stop-loss rule, the early-close rules, and the most common reasons traders exit too early or too late.
STRATEGIES
Explore strategies →Debit Vertical Spread — The Defined-Risk Directional
Anatomy of a debit vertical spread: lower max-loss than a long call, capped upside, and the trade-off between risk reduction and profit potential. When the spread fits a directional thesis better than a single-leg long option.
Diagonal Spread — The Time-Distributed Position
Anatomy of a diagonal spread: long option at a longer expiration, short option at a shorter expiration, the structure's time-distributed payoff, and when the diagonal fits better than a vertical or a calendar.
Iron Butterfly — The High-Probability Mean-Reversion
Anatomy of an iron butterfly: short straddle with protective wings, very high probability of profit, defined risk, and the trade-off between premium collected and the cost of being wrong. When the structure fits a low-volatility regime better than an iron condor.