Yes sir, you are absolutely right.
When using an indicator in TradingView, you generally need to create two separate alerts because indicators do not provide the {{strategy.position\_size}} variable like strategies do.
Step 1:
Create and configure a Custom Bridge in AlgoDelta if you don’t already have one.
Configure both the Up Side and Down Side executions as per your requirements.

Step 2:
Copy the webhook URL from the Custom Bridge using the yellow copy icon.
<img decoding="async" src="data:image/png;base64,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