From 47c61d208da8313dc7d1202a781035d4e2caa269 Mon Sep 17 00:00:00 2001 From: luzhisheng Date: Wed, 7 Sep 2022 17:04:43 +0800 Subject: [PATCH] =?UTF-8?q?=E5=A4=9C=E5=B9=95-=E7=AC=AC12=E8=AF=BE?= =?UTF-8?q?=E7=BB=83=E4=B9=A0=E9=A2=98AES=E8=BF=98=E8=83=BD=E8=BF=99?= =?UTF-8?q?=E4=B9=88=E7=8E=A9?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- img/118.png | Bin 0 -> 49876 bytes img/119.png | Bin 0 -> 93262 bytes img/120.png | Bin 0 -> 39254 bytes img/121.png | Bin 0 -> 32536 bytes 夜幕-第12课练习题AES还能这么玩/readme1.md | 60 +++++++++++++++++- 夜幕-第12课练习题AES还能这么玩/解密代码.js | 26 ++++++++ .../测试aes加密内容.js | 8 +-- 7 files changed, 88 insertions(+), 6 deletions(-) create mode 100644 img/118.png create mode 100644 img/119.png create mode 100644 img/120.png create mode 100644 img/121.png create mode 100644 夜幕-第12课练习题AES还能这么玩/解密代码.js diff --git a/img/118.png b/img/118.png new file mode 100644 index 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zt=|^Ja$?OdRKRXewJzE6JL|;?pH>5j;C+_{Y3Zp@-+IYJx-}4;@k31E1^);=;i+m( zZy))5bB^7$y`4Ci^fjhV%bGx9_ELtsbFRj}Qs+2is=EtW1=V?(!Rsk#SX= zcOU9MaPujc$>b~n!YQ`o-;5SU%I%mS0_Z=>=kpEBton7g&W$vGfuqlm7~lR$wD_XQ zmwvk)pTTLF;nKGKZ&3elu=ztc@b?X;y`xqSSm@sX4-#AkbNo&~@}&K5w8;O?PDjg< z!fsDiXFPVoY-ys7ZE9-T>KGa(^ zOOj15#*6%Y14xdW*5I)4aNVOB3X)z>*zbSHRHcigHwMS~JYMe;4?~0f6Xp6{2Ty;q rjU$sHVj*i>Uhft7$K1z|-*}ZHA(NG)xxW9)pI%Hz`e&tpuHXL$GRFOP literal 0 HcmV?d00001 diff --git a/夜幕-第12课练习题AES还能这么玩/readme1.md b/夜幕-第12课练习题AES还能这么玩/readme1.md index d194c3d..e4eec02 100644 --- a/夜幕-第12课练习题AES还能这么玩/readme1.md +++ b/夜幕-第12课练习题AES还能这么玩/readme1.md @@ -22,7 +22,7 @@ const CryptoJS = require("crypto-js"); let value = "123456"; //待加密的字符串 - let secret_value = "af25-87hk-a35v-5"; //密匙 16位 + let secret_value = "af25-87hk-a35v-5"; let iv_value = "af25-87hk-a35v-5"; // 初始向量 initial vector 16位 // 密匙和向量处理 @@ -61,7 +61,63 @@ 既然判断是aes加密这里需要得到 - 密匙16位secret_value, + 密匙16位 secret_value, 初始向量 initial vector 16位 iv_value, mode +直接在控制台搜索 decrypt + +![debugger](../img/118.png) + +既然是返回的数据是加密的,那么前端也需要解密才能显示数据 + +继续断点 + +![debugger](../img/119.png) + +到这里能基本判断 data = JSON.parse(decrypt(key, iv, content)); 是解密函数 + +进入函数 + +![debugger](../img/120.png) + +得到 + + 密文 : "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" + iv : "xD6CmSZT3mPNABwT" + mode: CryptoJS.mode.CBC + key : "xD6CmSZT3mPNABwTTPZ6SEtRXTre78As" + + +测试代码 + + const CryptoJS = require("crypto-js"); + let secret_value = '4rshXwWcMQf2xdxFfeDPzbNYmyMx65cM'; //密匙 32位 + let iv_value = '4rshXwWcMQf2xdxF'; // 初始向量 initial vector 16位 + + // 密匙和向量处理 + let secret = CryptoJS.enc.Utf8.parse(secret_value); + let iv = CryptoJS.enc.Utf8.parse(iv_value); + + // 将加密结果转换为字符串 + encrypted = "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"; + + // 解密,传入密文,密钥盒向量设置加密与填充模式 + let decrypted = CryptoJS.AES.decrypt(encrypted, secret, { + iv: iv, + // mode 支持 CBC, CFB,CTB,ECB,OFB,OFB, 默认CBC + mode: CryptoJS.mode.CBC, + + // NoPadding, zeropadding 默认Pkcs7 即 pkcs5 + padding: CryptoJS.pad.Pkcs7 + }); + + // 将解密结果转换为utf8字符串 + decrypted = CryptoJS.enc.Utf8.stringify(decrypted); + + console.log(encrypted); + console.log(decrypted); + +结果 + +![debugger](../img/121.png) diff --git a/夜幕-第12课练习题AES还能这么玩/解密代码.js b/夜幕-第12课练习题AES还能这么玩/解密代码.js new file mode 100644 index 0000000..c8f258b --- /dev/null +++ b/夜幕-第12课练习题AES还能这么玩/解密代码.js @@ -0,0 +1,26 @@ +const CryptoJS = require("crypto-js"); +let secret_value = 'anN2bXA2NjYsamlh'; //密匙 16位 +let iv_value = 'amlheW91LHFpYW53'; // 初始向量 initial vector 16位 + +// 密匙和向量处理 +let secret = CryptoJS.enc.Utf8.parse(secret_value); +let iv = CryptoJS.enc.Utf8.parse(iv_value); + +// 将加密结果转换为字符串 +encrypted = "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"; + +// 解密,传入密文,密钥盒向量设置加密与填充模式 +let decrypted = CryptoJS.AES.decrypt(encrypted, secret, { + iv: iv, + // mode 支持 CBC, CFB,CTB,ECB,OFB,OFB, 默认CBC + mode: CryptoJS.mode.CFB, + + // NoPadding, zeropadding 默认Pkcs7 即 pkcs5 + padding: CryptoJS.pad.Pkcs7 +}); + +// 将解密结果转换为utf8字符串 +decrypted = CryptoJS.enc.Utf8.stringify(decrypted); + +console.log(encrypted); +console.log(decrypted); \ No newline at end of file diff --git a/巨量算数-ase加密-signature-rpc/测试aes加密内容.js b/巨量算数-ase加密-signature-rpc/测试aes加密内容.js index 7b21cad..b7fe2c8 100644 --- a/巨量算数-ase加密-signature-rpc/测试aes加密内容.js +++ b/巨量算数-ase加密-signature-rpc/测试aes加密内容.js @@ -1,19 +1,19 @@ const CryptoJS = require("crypto-js"); -let secret_value = 'anN2bXA2NjYsamlh'; //密匙 16位 -let iv_value = 'amlheW91LHFpYW53'; // 初始向量 initial vector 16位 +let secret_value = '4rshXwWcMQf2xdxFfeDPzbNYmyMx65cM'; //密匙 16位 +let iv_value = '4rshXwWcMQf2xdxF'; // 初始向量 initial vector 16位 // 密匙和向量处理 let secret = CryptoJS.enc.Utf8.parse(secret_value); let iv = CryptoJS.enc.Utf8.parse(iv_value); // 将加密结果转换为字符串 -encrypted = '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'; +encrypted = "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"; // 解密,传入密文,密钥盒向量设置加密与填充模式 let decrypted = CryptoJS.AES.decrypt(encrypted, secret, { iv: iv, // mode 支持 CBC, CFB,CTB,ECB,OFB,OFB, 默认CBC - mode: CryptoJS.mode.CFB, + mode: CryptoJS.mode.CBC, // NoPadding, zeropadding 默认Pkcs7 即 pkcs5 padding: CryptoJS.pad.Pkcs7