python|pyDes 库 DES 与 3DES 加解密 python|pydes加密解密

废话不多说，直接开干！

介绍基于 Python pyDes 库实现 DES 与 3DES 加解密

切换 des 与 3des 的地方在 init 初始化函数中 trans_base64=False 是指是否转换为base64，同城是需要转换的！ pyDes 库运行效率较低，条件允许的情况下，可以用 js 代码计算标准加密算法（推荐）

import pyDes import base64class TripleDesUtils: des_mode = { "CBC": pyDes.CBC, "ECB": pyDes.ECB} des_pad_mode = { "PAD_PKCS5": pyDes.PAD_PKCS5, "PAD_NORMAL": pyDes.PAD_NORMAL}def __init__(self, mode, pad_mode, key, iv, pad=None, trans_base64=False): """ :param mode: des 加密模式，目前支持 CBC，ECB :param pad_mode: 目前支持 PAD_PKCS5，PAD_NORMAL :param trans_base64: 加密结果是否以 base64 格式输出 :param key: 密钥 :param iv: 偏移量 :param pad: """ self.trans_base64 = trans_base64 # 3des self.k = pyDes.triple_des(key, TripleDesUtils.des_mode.get(mode), iv, pad, TripleDesUtils.des_pad_mode.get(pad_mode)) # des # self.k = pyDes.des(key, TripleDesUtils.des_mode.get(mode), iv, pad, TripleDesUtils.des_pad_mode.get(pad_mode))def encryption(self, data: str) -> str: """ 3des 加密说明: 3DES数据块长度为64位，所以IV长度需要为8个字符（ECB模式不用IV），密钥长度为16或24个字符（8个字符以内则结果与DES相同 IV与密钥超过长度则截取，不足则在末尾填充'\0'补足 :param data: 待加密数据 :return: """ _encryption_result = self.k.encrypt(data) if self.trans_base64: _encryption_result = self._base64encode(_encryption_result) return _encryption_result.decode()def decrypt(self, data: str) -> str: """ 3des 解密 :param data: 待解密数据 :return: """ if self.trans_base64: data = https://www.it610.com/article/self._base64decode(data) _decrypt_result = self.k.decrypt(data) # 根据情况转义，有的时候不需要 decode return _decrypt_result.decode('utf-8')@staticmethod def _base64encode(data): """ base 64 encode :param data: encode data :return: """ try: _b64encode_result = base64.b64encode(data) except Exception as e: raise Exception(f"base64 encode error:{e}") return _b64encode_result@staticmethod def _base64decode(data): """ base 64 decode :param data: decode data :return: """ try: _b64decode_result = base64.b64decode(data) except Exception as e: raise Exception(f"base64 decode error:{e}") return _b64decode_resultif __name__ == "__main__": test_data = "https://www.it610.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"DesObj = TripleDesUtils(mode="CBC", pad_mode="PAD_PKCS5", key="wsqazlrjlR19PFERA80oiIie", iv="20200724", trans_base64=True) result = DesObj.encryption(test_data) print(f"加密结果: {result}")result2 = DesObj.decrypt(test_data) print(f"解密结果: {result2}")

【python|pyDes 库 DES 与 3DES 加解密】运行结果如下

D:\py3.8\src\venv\Scripts\python.exe D:/py3.8/src/novel/222.py 加密结果: 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