Polygon(Matic) How to create Erc20 tokens on Polygon(Matic) network without code

How to create Erc20 tokens on Polygon(Matic) network without code

Author: @Mycryptoview Token

Last Updated: December 28, 2022

Are you looking to create your token on Polygon(Matic) network without writing a single line code or using remix IDE? If the answer is yes, you can use Mycryptoview token generator to create an ERC20 token on Polygon(Matic) network cheaply and efficiently without worrying about writing code, using remix or learning about smart contracts. Our Polygon(Matic) token generator enables users, projects or teams to create tokens in less than a minute. Before you go through the steps of creating your tokens, make sure you have got Metamask installed. If you haven't installed Metamask you can go through our guide on how to create Metamask wallet via the link below


  1. Go to Mycryptoview Token generator via the link below and click on the connect button


       2. Login to Metamask and select the Polygon(Matic) network to create your token.            

       3. Input your token details including the token type – for this guide we are going to select standard token which is a token with fixed supply and no extra functionality like token burn.  

     4.  Click the create button, wait for transaction confirmation and your token to be verified on explorer like Polygonscan. We automatically verify your token.                


Once your transaction is confirmed on the blockchain, you would see a similar screen like below:-

If you get an error like the screenshot below, then click the check status button

If your code verification doesn't show "verified" but shows a message like below, please wait for 5mins and click the verify button, you may have to click the button multiple times as sometimes it takes time to pull the verification data.

    If you would like to multi send ERC20 tokens on Polygon(Matic) in one transaction or airdrop your tokens to your community, you can use Mycryptoview Mulitisender via the link below:-


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