0 Replies Latest reply on Jan 28, 2018 6:42 AM by Shovan Swartz

    Base64 image printing on a receipt

    Shovan Swartz

      Hi,

       

      We are trying to print an image onto a receipt using ZPL.

      Our image is a dynamic image and is stored on our database in Base64

       

      We have tried to use the ^GF command, but are not able to get the image to print.

       

      Following advice in Re: What is the B64 algorithm that accepts to print an image , we tried the following ZPL, but with no luck:

      ~DYE:CUSTSIGN,P,P,20648,,B64: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:c054^FO20,5^IME:CUSTSIGN.PNG^FS

       

      Can anyone advise us where we are going wrong?

       

      Thanks,

      Miguel