Double Calendar strategy

Strategy description

Selling the short-term options in a Double Calendar strategy obligates you to deliver the underlying asset at the strike price if the options are assigned.

The goal is for the short options to expire worthless while holding longer-term options, which benefit from time decay and potential volatility. This strategy has limited profit potential if the asset stays near the strike price, but substantial risk if the price moves significantly in either direction.

The reason some traders use this strategy is that it can be profitable in low-volatility markets, as the short options lose value over time. If the market moves against you, it's important to have a risk management plan in place, including a stop-loss strategy, and to monitor the position carefully as it unfolds.
The setup
· Sell a short-term option and buy a longer-term option with the same strike price.
· Generally, you expect the underlying asset to remain near the strike price over the short term.
Who should run it
Intermediate to advanced options traders
When to run it
·  You're expecting low volatility or a range-bound market.
·  Ideal when you anticipate the underlying asset to stay near the strike price at expiration.
Break-even at expiration
The index price will need to stay near the strike price for the strategy to be profitable. The break-even point will be the difference in premium between the long and short positions.
The sweet pot
There's a sweet spot when the underlying asset stays near the strike price at expiration. The short options (both put and call) will decay in value, while the longer-term options retain their value.
Maximum potential profit
Potential profit is limited to the net premium received from the short options, minus the cost of the longer-term options.
Maximum potential loss
Losses can occur if the underlying asset moves significantly in either direction, as the short options could be exercised, and the long options may not fully offset those losses.
Margin requirement
The margin requirement will be determined by the risk associated with the short options. Typically, it will be the difference between the strike price and the premium received for the short options, plus the cost of the long options.
As time goes by
Time decay is beneficial for the short options as they lose value faster than the long options. The ideal scenario is for the short options to expire worthless while the long options retain value, profiting from the time decay.
Implied volatility
Implied volatility plays a significant role in the value of the longer-term options. If implied volatility increases, the long options will appreciate in value, while the short options may lose value more rapidly, benefiting the position.

Index: trades perspectives

TickerEntered DateExpiry DateStrike PricesStatus
SPX02-Aug16/08/2024390.0 - 380.0settled (+81)
SPX02-Aug16/08/2024180.0 - 170.0settled (-25)
SPX01-Aug16/08/2024395.0 - 385.0settled (+100)
SPX01-Aug16/08/2024440.0 - 430.0settled (+90)
TickerEntered DateExpiry DateStrike PricesStatus
MSFT28-Aug06/09/2024390.0 - 380.0settled (+81)
TSLA28-Aug06/09/2024180.0 - 170.0settled (-25)
MSFT28-Aug06/09/2024395.0 - 385.0settled (+100)
QQQ28-Aug06/09/2024440.0 - 430.0settled (+90)
TickerEntered DateExpiry DateStrike PricesStatus
MSFT02-Aug16/08/2024390.0 - 380.0settled (+81)
TSLA02-Aug16/08/2024180.0 - 170.0settled (-25)
MSFT01-Aug16/08/2024395.0 - 385.0settled (+100)
QQQ01-Aug16/08/2024440.0 - 430.0settled (+90)