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杧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凷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?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?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爉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襑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濳U92n9qR/WBHFmaxQ1JF0sfkjPAgzCSSytEFUPVTeICBC83qZPcGiylR+abkyqCPapjoJ5kWVzojrTVfVUheqCZDIEkrWjUAKGDBiI/uG1RQ5wgeyRyN8jrcUZfTRxfcYtQlGX10RMk1Nhl99IDrTQDRckzgdTDhSblaYzz00RUB6oAkOZFKpFaQ3Swqu8G9QfDNkPToI6uEkr5wRnT9lZJwbK9/2CrT6SU+9s/VSjW1vwMh0UcA+gLTzkAiE6dD5HRxVyUf3sg3iOxAC83tKzKLPmuGb7RslN36DKLeJ+uBDtZQusFKdoaZGIrObegrHETZqFAZ7VOjcKz1nPh0sNk4僰BK/bNtrbnMG4iXCSWveW4ntHuiz6FgU4e0rtW7acjOCzyHdWIs+6pwNCvEeUfVVdexbMDIX+qxmrO4Vur4i/eZAzFwgQkNjEW1O8Ji3GrERlbfntG8A96ja昦QsTLRi8TXTpSIcsodBbbhTAXPONTtHQc+HtkGguIjoFq1wFQjEBGNCYVA+1aMoiQdzgipddsAJeNZtbV0BzLTqBHq672ydJ/FDORUb7crjunGs2wwP70A82dasN/PwMDengfdcK/lbNhVUeH+zEcvZYnCv7FB3d9S3u9a965Dvkzr6LPRODca5xp/HwfiIBK/jtu6l7GNSavoeFwO7jTMfIhX?ik2H1Z1ncnbmvN7kwwcGa8g4yWxAwTd++um21KprYcn5rFOuettPfSn85PZXshaVsC6fP44PL8hRLKBb2Pvtgi/UCqtodQ748KN4bcRL8ZKTSt0f62grN60FO?zrrr7FZGJgKJOoCcs8ySjpC/xG7U9Wndp7+uJopR5TWkNT+r/RgSfq4塕w9lev1KZC2uv8fXg6BlMjsOm2oe怸VerUND/XtCCdwLk蒅/DY7rPPvv/dJ5988絬5L7/74V3793/7B/+?/7PnpX/6Zd59?3/8CS蜽vZDw==
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base64 +异或加密问题,,如何解密??在线等
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max_min_ 2014-11-18 03:08关注base64并不是加密 解密!可以百度下 都是有源码的东西
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- 2020-12-18 01:57最后,根据`$type`是加密还是解密,函数将处理结果编码为Base64字符串(加密)或者解码Base64字符串(解密)。在加密过程中,还会添加过期时间和完整性验证信息到结果中。 在解密过程中,如果数据前5个字符不是...
- 2020-10-26 21:17文件中描述的“PHP加密函数”使用了base64编码和MD5散列函数。base64编码是互联网上常见的编码方法,用于将二进制数据转换为ASCII字符串,以便于文本传输。MD5是一种广泛使用的哈希函数,可以产生出一个128位(16...
- 2020-12-19 08:12接下来,对明文进行加密,并将结果编码为Base64格式,以便在网络中安全传输。 `AesDecrypt`方法则用于解密已加密的数据。同样,它首先检查`mcrypt`扩展,然后解码Base64格式的密文。然后,使用相同的密钥和IV恢复...
- 2020-10-22 10:21文章最后列出了关于PHP加密解密的更多资源和专题,包括“php加密方法总结”、“PHP运算与运算符用法总结”、“PHP网络编程技巧总结”等,这些都是一些系统性的教程,帮助学习者更全面深入地掌握PHP中的加密解密技术...
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