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Jade Lizard

Jade Lizard

Strategy class: Three-leg short premium (short put + short call vertical) · Directional bias: Neutral-to-bullish · Risk profile: Undefined on the downside, zero on the upside when structured correctly · Difficulty: Intermediate

The jade lizard is one of the premium-selling world's signature original structures and the cleanest illustration of a single idea its proponents teach relentlessly: you can sell a call spread for so much credit that there is no upside risk at all. Mechanically it is a short put bolted onto a short (bear) call vertical. You collect three premiums on entry, and if the total credit you collect is at least as wide as the call spread, the call side can never lose money — leaving the naked short put as the only real risk in the trade. It is the close cousin of the front-ratio spread (both harvest volatility skew for a credit) and a more aggressive, higher-credit relative of the defined-risk iron condor.

This entry assumes the foundations in 03_implied_volatility (IV Rank, skew, vega), 02_probability (POP, delta-as-probability), and 05_trade_management (the 50% / 21-DTE rules).

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1. Overview & Purpose

A jade lizard is "an options trading strategy that combines a short put with a short call spread," employed when a trader holds a "neutral or slightly bullish outlook."

The strategic problem it solves is specific. A short strangle (09_strangles) collects two credits but carries open-ended risk on both ends. The jade lizard says: I am neutral-to-bullish, I do not believe the stock will rip far above current price, and I would like to keep the put-selling income while eliminating the call-side tail entirely. It does this by replacing the strangle's naked short call with a short call spread whose credit, combined with the put credit, is engineered to exceed the spread's width.

The signature property — the teaching hook the strategy leads with — is therefore: "the strategy is created to have no upside risk, which is done by collecting a total credit greater than the width of the short call spread." When that condition holds, no matter how high the stock goes, the credit collected covers the maximum the call spread can lose. All directional risk collapses to the downside, where the position behaves like a slightly-cushioned naked short put.

The name and the structure were popularized by a well-known network of options educators, and the "structured so there is no upside risk" framing is the pedagogical centerpiece of every jade-lizard segment they teach.

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2. Structure & Payoff

The legs (one contract = 100 shares; canonical 1:1:1 build):

Legs 2 + 3 form a short (bear) call vertical; leg 1 is the naked short put.

The defining inequality:

Total credit collected ≥ width of the call spread ⟹ no upside risk.

If you sell a 5-wide call spread, collect ≥ $5.00 total credit across all three legs and the upside is risk-free; above the long call strike, the call-spread loss (capped at $5.00) is fully paid for by the credit. The leftover credit, plus the whole put credit, is yours.

P/L characteristics (short put strike P, short call strike Cs, long call strike Cl, total net credit K, call-spread width W = Cl − Cs):

ASCII payoff at expiration

Short put @ P, short call @ Cs, long call @ Cl. Total credit K ≥ width (Cl − Cs), so the right side is flat and positive — no upside risk.

Contrast with the iron condor, whose payoff is a symmetric table-top with defined risk on both sides; the jade lizard trades the iron condor's protective long put for a larger credit and a naked downside. Contrast also with the short strangle, which is the jade lizard without the long call — i.e., open-ended on both ends.

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3. When to Use

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4. When NOT to Use

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5. Entry Criteria

The structural check, in practice. Build the call spread, read the total credit on the order ticket, and confirm `credit ≥ (long call strike − short call strike)`. If it does not clear, the upside is not risk-free. A full research segment — "Jade Lizards: Call Spread Width?" — addressed how wide that call spread should be, precisely because width is what determines whether the credit clears it.

See 03_implied_volatility for IV Rank/skew and 02_probability for delta-as-probability strike selection.

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6. Greeks Exposure

The jade lizard near entry carries a modestly bullish, short-premium signature; the short put dominates the Greeks because it is the single naked leg.

Where the risk lives. The call vertical is defined and, once the credit covers its width, cannot lose. So the entire Greek risk picture is effectively the naked short put: positive delta, negative gamma near the strike, short vega, positive theta. Read it as "a short put with a bonus credit and a capped upside." See the short put Greeks table, which the jade lizard inherits on its risk side.

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7. Volatility Exposure

Honest nuance. Like the front-ratio spread, the jade lizard is short vega yet also benefits from the stock simply rising (the credit is kept and the put decays). It is not a pure short-vol bet — it is short vega with a bullish directional cushion. Treat the vega label as net, not absolute.

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8. Expected Behavior

P/L drivers, summarized:

Probability of profit. Because the upside is risk-free and the credit pushes the downside breakeven well below the short put strike, the trade is profitable across a very wide band — anywhere from the breakeven on up through any rally. The POP is therefore high, structurally higher than a comparable strangle on the same put strike because the upside can no longer produce a loss. The cost is the fat, low-probability downside tail from the naked put. Recall the house caveat that delta-based probability estimates can overstate realized win rates; size for the tail.

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9. Capital Requirements / Buying Power

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10. Adjustment Criteria

The jade lizard's defense problem is the naked put; the call side, once covered by credit, rarely needs attention.

For general rolling philosophy see 05_trade_management.

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11. Exit Criteria

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12. Historical Research Findings

The jade-lizard research is delivered as a cluster of show segments rather than one tabulated paper. The recurring, evidence-graded findings:

Honest limitation. These are video segments; their on-screen win-rate and P/L-per-day statistics are not text-extractable here (the episode pages render via JavaScript and were not retrievable as text at fetch time). The directional conclusions above are robust house canon; the exact backtest numbers are not independently reproduced in this entry.

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13. Worked Example

Setup. Stock XYZ trades at $50, IV Rank is elevated after a recent sell-off, ~45 DTE, put skew present. You are neutral-to-slightly-bullish. You build a jade lizard with a 2-wide call spread:

The structural check: call-spread width = 57 − 55 = $2.00 ($200). Net credit = $2.50 ($250) ≥ $200. ✔ No upside risk — above $57 the call spread loses its max $200, fully covered by the $250 credit, leaving +$50.

Key levels:

Outcome scenarios at expiration:

Interpretation. The trade wins across an enormous band — every price from $42.50 upward, including any rally — and peaks at $250 between $45 and $55. The entire price of that wide, upside-risk-free win zone is the naked short put below $42.50. Management: take ~50% of the credit (≈ $125) early, manage by ~21 DTE, and if XYZ breaks toward the put, roll the call spread down for additional credit (the preferred adjustment) before touching the put itself.

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14. Key Takeaways

1. A jade lizard = short put + short call vertical (three legs). Neutral-to-bullish, entered for a net credit.

2. The signature property: if total credit ≥ call-spread width, there is NO upside risk. This single rule is the whole point of the structure.

3. The only real risk is the naked short put — undefined but bounded, exactly like a cash-secured / naked short put. Downside breakeven = put strike − total credit.

4. Best entry: a sold-off stock with high IV Rank (rich, skewed puts) — high IV is what lets the credit clear the call-spread width.

5. Greeks: modestly positive delta, positive theta, short vega, negative gamma — dominated by the short put.

6. Manage like short premium: ~50% of max profit, ~21 DTE; defend by rolling the call spread down for credit rather than touching the tested put.

7. Vs. the iron condor: more credit and a wider profit range, but undefined downside and higher BP — a deliberate risk-for-reward trade.

Related entries: Short put · Ratio / front-ratio spreads · Short strangle · Iron condor · Trade management · Implied volatility · Probability

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15. Sources

Primary — options-education:

Secondary — third-party explainers (graded C, not house studies):

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