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Iron Condor

Iron Condor

A short strangle with protective long wings. You sell a wide range of "where the stock won't be" for a net credit; the long wings cap the loss if you're wrong — the defined-risk, IRA-eligible sibling of the short strangle.

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The iron condor is the defined-risk expression of the core short-premium thesis. It is, in one sentence, a short strangle with protective long wings bolted onto each side — four legs in a single expiration that sell a wide range of "where the stock won't be" while capping the loss if the trade is wrong. Put precisely, it is "a short strangle with long options that are purchased further out-of-the-money (OTM) to define your risk."

This entry assembles the structure, the Greeks, the entry and management rules, the published research, and the conflicts the literature itself acknowledges. It leans on the foundations: 03_implied_volatility for the IV-Rank entry filter, 02_probability for delta-as-probability strike selection, 05_trade_management for the 50% / 21-DTE / rolling rules that govern the exit, and 06_portfolio_management for sizing. It is best read alongside the short strangle entry, since the iron condor is that strategy's capped-risk sibling.

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1. Overview & Purpose

The iron condor is a market-neutral, premium-collection strategy. You sell it when you believe an underlying will stay inside a range through expiration and you want to be paid for that range-bound view while knowing your worst case at entry.

The purpose is twofold:

1. Harvest the volatility risk premium — the persistent tendency of implied volatility to overstate realized movement — by selling options that statistically expire worthless. This is the same edge that drives short strangles and short puts; the iron condor simply caps the tail.

2. Make that edge tradeable in small accounts and on expensive underlyings. Because the long wings cap the loss, the buying-power requirement is a fraction of an equivalent strangle, and the position is permitted in IRAs where naked short options are not.

The trade-off, stated plainly throughout the canon: you accept a smaller credit and a lower probability of profit than a strangle in exchange for a known, capped maximum loss. Iron condors have "less risk (and therefore less reward)" than strangles.

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2. Structure & Payoff

An iron condor is four legs, all in the same expiration cycle, combining a short put vertical (bull put spread) below the price and a short call vertical (bear call spread) above it. The standard description lists the legs as: "a short OTM call, a long OTM call at a higher strike, a short OTM put, and a long OTM put at a lower strike, all in the same expiration."

The whole structure is opened for a net credit (the two short options bring in more than the two long wings cost). The distance between a short strike and its long wing is the wing width, and that width — minus the credit — is the maximum loss.

The flat shelves on both ends are the entire point: unlike a strangle, whose loss line keeps falling, the iron condor's loss stops once price passes the long wing.

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3. When to Use

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4. When NOT to Use

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5. Entry Criteria

IV environment (IV Rank). Prefer IV Rank above ~50; treat ≥ 50 as the green light to sell premium and reserve the most aggressive sizing for elevated/extreme readings (IVR 80+). See 03_implied_volatility.

DTE. Enter around 45 days to expiration — the house default across short-premium structures, balancing theta income against gamma risk. (one widely cited iron-condor example page happens to illustrate with 60 DTE, but ~45 DTE is the canonical short-premium window. )

Delta / strike selection. The house default for the short strikes is roughly the one-standard-deviation, ~16-delta level on each side — the same probabilistic anchor used for strangles, where delta approximates the probability of finishing ITM. See 02_probability. An alternative framing sizes by credit rather than delta: collect about one-third of the width of the strikes in premium, which corresponds to a probability of success near 67%.

Wing width. Width is a risk-dial, not a fixed number. Wider wings → larger credit and a payoff that more closely mimics a strangle, but a larger max loss and buying-power requirement; narrower wings → smaller credit and tighter capped risk. this approach's research frames the spectrum from a standard "1/3-the-width" condor out to a "Big Boy" condor whose wings sit far enough away to behave almost like a strangle.

Sizing. Risk a small, fixed fraction of the account per position so that the defined max loss — not a surprise — is what you've budgeted. The defined-risk profile is precisely what lets you size with confidence.

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6. Greeks Exposure

At entry the iron condor is built to sit at a Greeks profile of flat delta, short gamma, long theta, short vega — the classic short-premium signature, but smaller in magnitude than a strangle because the long wings offset part of each Greek.

The defining feature versus a strangle: every Greek is partially neutralized by the wings, so the iron condor is a muted version of the same exposure — less premium decay to collect, but less to lose to a volatility spike or a gap.

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7. Volatility Exposure

The iron condor is net short vega — you profit from falling implied volatility and are hurt by rising IV.

Because the wings are themselves long vega, the iron condor's vega is smaller in magnitude than an equivalent strangle's, which is part of why it is "less risk, less reward."

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8. Expected Behavior

P/L drivers. You make money primarily from theta decay and IV contraction while the underlying stays between the short strikes; you lose from a large directional move (gamma) or a volatility spike (vega) that pushes price toward — or through — a short strike.

Maximum profit = the total net credit received at entry, realized if both spreads expire worthless (price between the short strikes at expiration).

Maximum loss = width of the (wider) spread − total credit received, realized if price closes beyond either long wing.

Breakevens at expiration:

Probability of profit. The iron condor's POP is lower than a comparable strangle's. A short strangle on the same underlying typically runs ~70%+ POP, whereas the iron condor sits around 60% (and ~67% for the "1/3-the-width" credit rule). The reason: the credit is smaller, so the breakevens are tighter — the wings that cap your loss also narrow your profitable range. See 02_probability.

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9. Capital Requirements / Buying Power

The buying-power reduction for an iron condor equals its maximum loss: the wider spread's width minus the net credit received. The standard guidance notes that the max loss "is the buying power reduction (BPR) of the strategy when opening the position."

Key consequences:

See 06_portfolio_management for sizing the BPR against total capital.

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10. Adjustment Criteria

The first principle, repeated across the canon: defend by adjusting the untested (winning) side, not the tested side.

*A limitation worth stating plainly: the iron condor is harder to defend than a strangle. Because the risk is already defined by the wings, you have far less room to roll for meaningful credit, and rolling the untested side only goes "as far as" the tested short strike (the iron-fly limit) before you'd be inverting. With a strangle you can keep rolling untested strikes inward across cycles; with a condor the wings box you in. Treat the defined risk as the price you paid* for the cap, and be willing to take the capped loss rather than over-adjust.

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11. Exit Criteria

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12. Historical Research Findings

A substantial body of iron-condor research has been published in the industry literature. The episode pages below are real, indexed URLs; several return 404 to automated fetching, so quantitative results are reported from search summaries of those episodes and tagged Conf Med where not verbatim-confirmed. No URL here is fabricated.

1. Management levels by variation. Iron Condors | Management Levels examined four iron-condor variations, showing at what percentage of max profit each should be managed and comparing every variation back to the riskier short strangle. The takeaway: management percentage is not one-size-fits-all across condor widths, and all variations were benchmarked against the strangle.

2. Iron condor ↔ strangle correlation. Iron Condor and Strangle Correlations and the Analysis and Variations study showed that wider-winged condors more closely replicate a strangle's payoff while requiring less buying power than the strangle — running from a standard "1/3-the-width" condor to a "Big Boy" condor whose long strikes sit far enough out to mimic undefined-risk behavior.

3. Wide / asymmetric condors. Wide Iron Condors: Double Double found that adding a second (or third) call spread against a single put spread — common because ~60% of trades skewed that way — increased upside risk but also raised win rate and average P/L, illustrating how wing placement and spread count tune the risk/reward.

4. Strangles vs. iron condors, head to head. Strangles vs Iron Condors (industry research) frames the core trade-off the whole canon repeats: the strangle collects more credit and carries a higher POP (~70%+) but undefined risk; the iron condor accepts a smaller credit and lower POP (~60%) for a capped, known loss and a smaller buying-power footprint.

5. Iron condor profiles. Iron Condor Profiles surveyed how different strike/width profiles change the probability, credit, and risk picture — reinforcing that the iron condor is a family of trades along the width dial, not a single fixed structure.

Conflict / caution to flag. Some third-party summaries circulate a precise figure — e.g. "4,872 SPY iron condors, 2005–2019; managing at 50% lifted the win rate from 64% to 82% and cut time in trade from 27 to 14 days." That number is consistent with the direction of the published findings (50% management raises win rate and shortens duration) but it appears on a third-party site, not a verified primary study page, so it is graded C, not A. Use the 50%-management principle (Grade A/B per 05_trade_management); treat the exact 64%→82% figures as unverified.

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13. Worked Example

A neutral, illustrative trade (round numbers; not a recommendation):

Underlying: XYZ trading at $100, IV Rank ~60, ~45 DTE.
Sell the 16Δ put at $90, buy the protective put at $85 (5-wide put spread).
Sell the 16Δ call at $110, buy the protective call at $115 (5-wide call spread).
Net credit collected: $1.65 ($165 per condor).

Resulting metrics:

Comparison to the equivalent strangle. Selling the bare 16Δ $90 put / $110 call (no wings) might collect ~$2.50 instead of $1.65 — a higher credit, wider breakevens, and ~70%+ POP — but with undefined downside/upside and a far larger, floating buying-power requirement. The iron condor surrenders ~$0.85 of credit and some POP to convert that open-ended risk into a fixed $335 max loss.

Outcomes:

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14. Key Takeaways

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15. Sources

Primary options-education — verified pages (fetched):

Primary this approach research — real episode URLs (not verbatim-fetched; 404 to automated fetch; results from this approach search summaries):

Third-party explainers (Grade C — used only for qualitative/illustrative comparison, never as Grade A):

Cross-references: 02_probability · 03_implied_volatility · 05_trade_management · 06_portfolio_management · short strangle

Sourcing note: the six options-education `/learn/` and `/concepts-strategies/` pages above were directly fetched and their structural facts, formulas, IVR-50 threshold, 45-DTE/50%-management rules, and the "1/3-the-width / ~67%" framing verified from page text. The industry research episode URLs are real, search-indexed pages whose quantitative results are reported from search summaries (the episode pages return 404 to automated fetching) and are tagged Conf Med accordingly. The 64%→82% management figure appears only on a third-party site and is graded C/Conf Low and explicitly flagged as unverified. No URL in this document is fabricated.

_Evidence-labeled per the Project Charter. Education only, not financial advice._