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in intp •  2 months ago  (edited)

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https://base64.guru/converter/decode/image

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

https://codebeautify.org/image-to-base64-converter

use this link to convert an image into base64

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Your post after many days is still appreciated by blurt users.

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This is an innovative approach to handling the costs associated with image hosting. So long as the drawbacks of storing images on the blockchain are addressed (one of them being storage, the other being what happened to Bitcoin's chain when it comes to images), this should work. Binary images are often very costly to store, given that each pixel has RGB (and sometimes A depending on the format) values that takes up loads of space when you have thousands of them, base 64 encoding addresses this issue and AI scanning addresses the other, but what does the AI scanning cost?

  ·  last month  ·  

there seems to be a lot of character repetition in base64 that should be able to be compressed

for example

AAAAAAAAAAA should be able to be compressed down to '11A' or something

  ·  2 months ago  ·  

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