GARANTIR DESCONTO

Fórum Converter um base64 para um arquivo de Imagem (jpg) em Delphi XE #416794

15/05/2012

0

alguem poderia me ajudar? estou tentando fazer a conversao de uma string em base64 para um arquivo imagem, essa string encontrase em um arquivo XML a string e a seguinte :


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
Zoe Tecnologia

Zoe Tecnologia

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15/05/2012

Bruno Leandro

o indy tem dois componente para realizar o encode e o decode (TIdEncoderMime,TIdDecoderMIME). voce pode adicionar os compo e com os comandos abaixo voce pode codificar e decodificar

IdDecoderMIME1.DecodeString(stringVariavel);
IdEncoderMime1.EncodeString(stringVariavel);
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19/04/2016

Elias Cescon

Bruno, eu estou um pouco perdido mas vamos lá...

Tenho uma aplicação Firemonkey com um servidor Datasnap/JSon, e surgiu a necessidade de sincronizar imagens ... como posso converter uma imagem em uma string e utilizar esses componentes que você falou (TIdEncoderMime,TIdDecoderMIME) ???
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