How to create a JSON Bridge properly?

Asked by Radhesh Joshi · SOLVED
1 reply 349 views Jump to solution Reply
Radhesh Joshi Original Post
Strategy Builder

I know that the JSON Bridge is used to execute trades through JSON-based signals from platforms like TradingView.

But I’m not sure about the proper process to create it and get started.

Can someone guide what do to exactly?

Posted Jun 15
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    1 Reply

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    Yes sir, creating a JSON Bridge is very simple and only takes a few clicks.

    Step 1:

    Login to AlgoDelta.

    From the left sidebar, go to:

    Bridge -> JSON Bridge

    If you don’t see the JSON Bridge option, go to the Dashboard and enable the JSON Bridge feature first.

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

    Verified Solution
    • Great explanation, I understand fully that how to create the Json Bridge. Thanks for your answer. – Radhesh Joshi Jul 28
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