Wątek zablokowany 2015-09-17 10:38 przez dzek69.

Dekodowanie base64

0

Cześć
Mam htmla w którym obrazki są zakodowane w postaci base64.
Potrzebuję wydobyć taki obrazek, wiem, że informacje na ich temat są zawarte między data:image/png;base64, a //
Dla przykładu, wyciągam ten kod i wyświetlam go za pomocą . Dostaję obrazek, ale za nic nie mogę uzyskać transparentności. Czarne tło do okoła.
Kombinuję już z tym od jakiegoś czasu i nie znajduję rozwiązania, proszę o pomoc.
Poniżej przykładowy kod, który wyświetla obrazek bez kanału alfa, czarne tło w miejscu przezroczystości.

 
<img 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","width":121,"id":11,"type":8,"height":200,"mask":"data:image/png;base64,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