BOSS

Long Call Condor

Description

Buying a lower call, selling two calls at the next two strikes up, and buying a higher call, to profit from the underlying settling in the middle range.

Setup

  1. Buy one call at the lowest strike.
  2. Sell one call at each of the next two strikes up.
  3. Buy one call at the highest strike.

Context

Used when the underlying is expected to settle within a range rather than at one precise level, trading a butterfly's peak payout for a wider plateau.

Risk Profile

Maximum loss is the small net debit paid, at either extreme. Maximum gain is the width between adjacent strikes minus that debit, anywhere between the two middle strikes.

Pros

  • Wider profit zone than a butterfly.
  • Small, defined maximum loss.
  • Does not require pinpointing an exact settlement level.

Cons

  • Maximum gain is smaller than a comparable butterfly.
  • Still loses the full debit if the underlying finishes outside the outer strikes.

Effect of Time

Time decay generally helps as expiry nears, so long as the underlying stays within the middle range.

Effect of Volatility

A rise in implied volatility tends to hurt the position, since it makes a move outside the range more likely.

Look-Alike Strategies

Live Structure

Live
Index price: $84382.7700
PositionRightRatioStrikeExpiryPremiumFill PriceEst. Fee
Long Call 1 $83500.0000 24 Sep 2026 $578.1274 $1097.1761 $25.3194
Short Call 1 $84000.0000 24 Sep 2026 $527.4811 $464.1834 $25.3191
Short Call 1 $85000.0000 24 Sep 2026 $71.7384 $59.0787 $8.9673
Long Call 1 $85500.0000 24 Sep 2026 $29.5394 $42.1991 $3.6924
Net Cost$8.4472
Delta0.0457
Gamma-0.0005
Vega-6.0571
Theta62.1337
Rho0.0317
Breakeven(s) $83508.4472, $85491.5528

Estimated Cost to Assemble

An estimate of what entering this structure right now would really cost: filling every leg by crossing the spread (the ask when buying, the bid when selling) instead of at the mid-price, plus an estimated exchange fee. Real fees and fills can differ from this estimate.

Mid-Price Cost$8.4472
Slippage+$607.6659
Execution Cost$616.1131
Estimated Fees+$63.2983
Total Estimated Cost$679.4113

Payoff & Greeks vs. Underlying Price

The Greeks curves are a Black-Scholes model using each leg's current implied volatility, holding time to expiry fixed -- not live exchange data at every price, which only exists at the current price (dashed line).

Payoff at Expiration

This structure's value and profit/loss at expiration, at a handful of specific prices: every leg's strike, every breakeven, the current spot, and the chart's own range.

Underlying PriceValue at ExpirationProfit / LossReturn on Cost
$81500.0000 $0.0000 -$8.4472 -100.0%
$83500.0000 breakeven $0.0000 -$8.4472 -100.0%
$84000.0000 $500.0000 $491.5528 +5819.1%
$84398.1600 current $500.0000 $491.5528 +5819.1%
$85000.0000 $500.0000 $491.5528 +5819.1%
$85491.5528 breakeven $8.4472 $0.0000 +0.0%
$87500.0000 $0.0000 -$8.4472 -100.0%

Delta (model)

Gamma (model)

Vega (model)

Theta (model)

Rho (model)