23

我有一个这样的网址

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

如何创建将其保存为常规图像?

4

3 回答 3

22

我假设您只将 base64 部分保存在一个名为data. 你想使用 Python 的binascii模块。

from binascii import a2b_base64

data = 'MY BASE64-ENCODED STRING'
binary_data = a2b_base64(data)

fd = open('image.png', 'wb')
fd.write(binary_data)
fd.close()

不需要PIL!(谢天谢地! :)

于 2013-10-16T05:31:26.740 回答
19

为了扩展Stephen Emslie 的评论,在 Python 3 中这是有效的,而且代码更少:

data = 'data:image/jpeg;base64,iVBORw0KGgoAAAANSUhEUAAAhwAAAFoCAYAAAA.......'
response = urllib.request.urlopen(data)
with open('image.jpg', 'wb') as f:
    f.write(response.file.read())
于 2019-07-13T16:41:41.637 回答
4

除了data:提取path. _ 但是自己解析其余部分并不难。例如:

import urllib.parse

up = urllib.parse.urlparse(url)
head, data = up.path.split(',', 1)
bits = head.split(';')
mime_type = bits[0] if bits[0] else 'text/plain'
charset, b64 = 'ASCII', False
for bit in bits:
    if bit.startswith('charset='):
        charset = bit[8:]
    elif bit == 'base64':
        b64 = True

# Do something smart with charset and b64 instead of assuming
plaindata = data.decode("base64")

# Do something smart with mime_type
with open('spam.jpg', 'wb') as f:
    f.write(plaindata)

(对于 Python 2.x,只需更改urllib.parseurlparse.)

请注意,我根本没有使用 PIL。您不需要 PIL 将原始图像数据保存到文件中。如果你想先用Image它制作一个对象,例如,做一些后处理,你当然可以,但这与你的问题无关。

于 2013-10-16T05:29:52.703 回答