一、Base64编解码
1、由A-Z,a-z,0-9和+/共同构成64个字符的编码
2、在Base64编码中,将所有字符按照字符编码转换成二进制,(二进制和十六进制,在计算机内部是完全等价,每4个二进制位,对应一个十六进制位,0000->01111->F

Python代码
import base64
'''
source = 'h'
print(hex(ord(source)))
'''
# 对字符串进行编码
def str_encode():
source = 'hi' # 2*8=16 16/6有余数,所有最后编码有等于号
print(base64.b64encode(source.encode())) # b'aGk='
source = "网络安" # 3*8=24 24/6=4
print(base64.b64encode(source.encode())) # b'572R57uc5a6J'
# 对Base64进行解码
def bs64_decode():
source = '572R57uc5a6J'
print(base64.b64decode(source).decode()) # 网络安
# 对文件进行Base64编码
def file_encode():
with open('./img.png',mode='rb') as file:
data = file.read()
print(base64.b64encode(data))
'''
编码结果如下:
b'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'
'''
# 对文件进行解码
def file_decode():
# 讲上面编码的内容复制下来
data = ''
file = base64.b64decode(data)
with open('./test.png',mode='wb') as f:
f.write(file) # 在当前目录下生成编码的png图片
if __name__ == '__main__':
str_encode()
bs64_decode()
file_encode()
file_decode()
二、哈希编解码
# 可逆加密(已知密文,可以解开明文):对称加密(密钥是同一个),非对称加密(公钥加密,私钥解密,HTTPS)
# 不可逆加密(根据密文无法解密):哈希算法,散列算法,摘要算法,通常用于数字指纹,MD5,SHA
import hashlib
source = "hello world!"
print(hashlib.md5(source.encode()).hexdigest()) # fc3ff98e8c6a0d3087d515c0473f8677
source = '''
# 可逆加密(已知密文,可以解开明文):对称加密(密钥是同一个),非对称加密(公钥加密,私钥解密,HTTPS)
# 不可逆加密(根据密文无法解密):哈希算法,散列算法,通常用于数字指纹,MD5,SHA
'''
print(hashlib.md5(source.encode()).hexdigest()) # 86496f304bcaacafb60e32baba23a1bc
with open("./img.png",mode='rb') as f:
data = f.read()
print(hashlib.md5(data).hexdigest()) # 6f6ad010120f6d0ce119e70d2b20af21
# SHA也是摘要算法,与MD5的用法完全一致,差别在于SHA可以有不同的位数设定,强度可以更高,且不可逆
print(hashlib.sha256(source.encode()).hexdigest()) # fe05e4b001f6b81192e260d0850a7010d146741c01cc5e5fe223df50482bf1a9
三、Python加密解密的实战
1、简单的可逆算法(只针对ASCII码):
加密过程:大写变小写,小写变大写,数字+1
解密过程:大写变小写,小写变大写,数字-1
def simple_encrypt(text):
"""
简单加密函数:大写变小写,小写变大写,数字+1
:param text: 待加密的字符串(仅ASCII字符)
:return: 加密后的字符串
"""
encrypted = []
for char in text:
# 判断是否为大写字母
if char.isupper():
encrypted.append(char.lower())
# 判断是否为小写字母
elif char.islower():
encrypted.append(char.upper())
# 判断是否为数字
elif char.isdigit():
# 数字+1,注意9+1变为0
encrypted.append(str((int(char) + 1) % 10))
# 其他ASCII字符保持不变
else:
encrypted.append(char)
return ''.join(encrypted)
def simple_decrypt(text):
"""
简单解密函数:大写变小写,小写变大写,数字-1
:param text: 待解密的字符串(仅ASCII字符)
:return: 解密后的字符串
"""
decrypted = []
for char in text:
if char.isupper():
decrypted.append(char.lower())
elif char.islower():
decrypted.append(char.upper())
elif char.isdigit():
# 数字-1,注意0-1变为9
decrypted.append(str((int(char) – 1) % 10))
else:
decrypted.append(char)
return ''.join(decrypted)
# 测试简单加解密
if __name__ == "__main__":
original_text = "Hello123WORLD9!"
encrypted_text = simple_encrypt(original_text)
decrypted_text = simple_decrypt(encrypted_text)
print(f"原始文本: {original_text}")
print(f"加密后文本: {encrypted_text}")
print(f"解密后文本: {decrypted_text}")




