Condor Spread Strategy Lab

Institutional 4-strike Long & Short Condor options analytics. Model flat profit plateaus (K2 to K3), dual breakevens, net Greeks, and Black-Scholes pricing.

4-Strike Strategy & Market Inputs

4-Leg Black-Scholes Engine
Net Position Premium
$0.00
Per contract spread
Max Potential Profit
$0.00
Plateau between K2 & K3
Max Defined Risk
$0.00
Reward/Risk Ratio: 0.00x
Breakeven Range
$0 - $0
Profit Zone: $0.00 wide
Net Position Delta (Δ)
0.0000
0.0 delta shares
Net Position Gamma (Γ)
0.0000
Curvature / Delta speed
Net Daily Theta (Θ)
$0.00
Daily extrinsic decay
Net Position Vega (ν)
$0.00
Per 1% IV shift
Visualizes terminal expiration payoff ($) across stock prices. Notice the flat maximum profit plateau between K2 and K3.
Displays net position Delta and Gamma curves across spot prices, demonstrating the delta-neutral plateau region.
Mark-to-market P&L evolution across time: T-0 entry curve vs 50% DTE and terminal expiration plateau.

Spot Move (%) vs. Implied Volatility Shift (±% IV) ($ P&L)

Theoretical Mark-to-Market P&L per contract across stock move and volatility shock

Plateau Width (K3 - K2) vs. Wing Width (K2 - K1) on Net Profit ($)

Maximum potential plateau profit across varying middle and wing strike spreads

Condor Spread Strategy Mechanics

1. The 4-Strike Architecture & Profit Plateau

A Long Condor Spread is constructed using four strikes: buying 1 lower wing option ($K_1$), selling 1 inner body option ($K_2$), selling 1 inner body option ($K_3$), and buying 1 upper wing option ($K_4$). All contracts have the identical expiration date and use either all calls or all puts.

Unlike a Butterfly Spread that features a sharp, difficult-to-pin single-strike peak at $K_2$, the Condor separates the two short options into a wider body ($K_2$ to $K_3$). This forms a flat maximum profit plateau where the investor captures full gains as long as the underlying stock closes anywhere between $K_2$ and $K_3$ at expiration.

2. Condor vs. Butterfly vs. Iron Condor

Key distinctions among the multi-leg neutral family:

  • Condor vs Butterfly: Condors trade lower peak profit for a significantly wider win zone and higher probability of profit.
  • Condor vs Iron Condor: A standard condor uses one option type (e.g., 4 calls) entered for a net debit. An Iron Condor uses puts on the lower wing and calls on the upper wing, entered for a net credit. Both share identical expiration payoff shapes by Put-Call Parity, but Iron Condors generally avoid trading deep ITM options.
3. Strictly Defined Maximum Risk

A Long Condor has 100% defined risk. If the stock crashes below $K_1$ or rallies above $K_4$, maximum loss is strictly capped at the initial net debit paid to establish the position.

The dual breakeven boundaries are: $\text{Lower BE} = K_1 + \text{Net Debit}$ and $\text{Upper BE} = K_4 - \text{Net Debit}$. Any expiration finish between these two boundaries yields positive net profit.

4. Greek Dynamics & Trade Management

Inside the plateau zone ($K_2 \le S \le K_3$), net position delta is close to zero ($\Delta \approx 0$), while theta is positive ($\Theta > 0$) as the two short middle contracts erode extrinsic value faster than the outer wings.

However, as the stock approaches either wing ($K_1$ or $K_4$), gamma peaks and theta deteriorates. Experienced derivatives desks frequently close the position upon capturing 50% to 75% of maximum profit well before expiration to avoid tail-end pin and assignment risk.

Condor Spread Mastery Quiz

1. A trader buys a 90/95/105/110 Long Call Condor for a net debit of $1.50. What is the maximum potential profit per share?

Related Derivatives & Options Strategy Simulators

Ratio Spread Lab Seagull Spread Lab Calendar Spread Lab Butterfly Spread Lab Straddle & Strangle Lab Iron Condor Lab Box Spread Arbitrage Lab Black-Scholes & Greeks Lab SABR Volatility Smile Lab

Frequently Asked Questions

A Condor Spread is a four-legged options strategy utilizing four distinct equidistant strike prices (K1 < K2 < K3 < K4) with the same expiration date and option type (all calls or all puts). A Long Call Condor buys 1 call at K1, sells 1 call at K2, sells 1 call at K3, and buys 1 call at K4, creating an extended flat profit plateau between K2 and K3.

While a Butterfly Spread uses three strikes with two contracts sold at a single middle strike (1-2-1 ratio), creating a sharp apex profit peak, a Condor Spread splits the middle body into two distinct strikes (1-1-1-1 ratio). This gives the Condor an extended flat profit plateau between K2 and K3, dramatically increasing the probability of maximum profit at the expense of a lower peak payout.

A standard Condor is constructed entirely of either calls or puts and is typically entered for a net debit. An Iron Condor is constructed using both puts and calls (an OTM bull put spread combined with an OTM bear call spread) and is entered for an upfront net credit. When strikes are identical, both strategies exhibit equivalent expiration payoff profiles due to Put-Call Parity.

For a Long Condor entered for net debit D: Lower Breakeven = K1 + D; Upper Breakeven = K4 - D. Maximum profit equals the wing width (K2 - K1) minus net debit D, and occurs whenever the underlying price finishes between K2 and K3 at expiration.

A Short Condor (selling the wings and buying the body) is a volatility breakout strategy entered for a net credit. It profits when the underlying asset makes a significant move outside of the inner plateau (either crashing below K1 or surging above K4), while capping risk if the asset remains trapped between K2 and K3.