#include #include #include #include #include #include #include #include #include #include ; Inspiration UEZ pour son travail remarquable ; https://www.autoitscript.com/forum/topic/134350-file-to-base64-string-code-generator-v120-build-2020-06-05-embed-your-files-easily/#elShareItem_583174608_menu ; v1.0.0.0 du 27/03/2025 ; Source : https://www.autoitscript.fr/forum/viewtopic.php?f=6&t=16104 Global $_B64E_CodeBuffer, $_B64E_CodeBufferMemory Global $_B64E_Init, $_B64E_EncodeData, $_B64E_EncodeEnd Global $s64b, $iChunk = 4000 ; Taille de découpe Max 4000 et 1000 par défaut ; Création de la GUI Local $hGui = GUICreate("Base64 Compression Tool", 320, 265) GUICtrlCreateLabel("Créer ou restaurer un fichier compressé en Base64 :", 25, 15, 270) Local $idCreateToInclude = GUICtrlCreateButton("1. Créer un Base64String #Include_Nom_Ext.au3", 25, 45, 270, 25) Local $idCreateToClipBoard = GUICtrlCreateButton("2. Créer un Base64String AutoIt dans le presse papier", 25, 80, 270, 25) Local $idRestoreFromInclude = GUICtrlCreateButton("3. Restaurer un Base64String d'un fichier #Include", 25, 115, 270, 25) Local $idRestoreFromInternal_4 = GUICtrlCreateButton("4. Restaurer un Base64String interne Image jpg", 25, 150, 270, 25) Local $idRestoreFromInternal_5 = GUICtrlCreateButton("5. Restaurer un Base64String interne Image png", 25, 185, 270, 25) Local $idRestoreFromInternal_6 = GUICtrlCreateButton("6. Restaurer un Base64String interne Excel", 25, 220, 270, 25) Func _Image_jpg() ; $Base64String, découpe = 4000 par ligne. Compression LZNT1 inefficace retirée Global $Image_jpg = @ScriptDir & "\Image.jpg|48399|RAW" & @CRLF $Image_jpg &= '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' $Image_jpg &= '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' $Image_jpg &= 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$Image_jpg &= 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$Image_jpg &= 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$Image_jpg &= 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$Image_jpg &= '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' $Image_jpg &= 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$Image_jpg &= 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$Image_jpg &= 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$Image_jpg &= 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$Image_jpg &= '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' $Image_jpg &= 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$Image_jpg &= 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$Image_jpg &= 'PhZ4eaFv311eMTJO+S08hBbecn7owcevXjNeXfEj4nQXl5NbxxxzqoZYiThBkAHB7Dgfia+KxlSFGN5P5HsUI1K1S7WnfuZnjfxfHqGiLJyo527kwy4645Gc8nP+1XmGuaheeI5Y7S1ilN5Im6O3PzLGckb3GTkDn647AHNu/wBabVI47SGRppWPl4C+bkH5TgYyVHqOScjtg/QP7If7MjlF8Q695k8cpV4lmI/egH5fugZUH04bnkqefFy3C181xX1eivV9j28ZiaGX4f2tV69F3N79jD9mf/hB9Hj1zWIo21K8Hmrxgbjj5/YLkhB3XLYBYgfSEH3R/jmoYIfKRcduvGP0/wA/1qwlf0RkuT0cuw0cPSW276tn5FmGYVcZWdap8vJDjxTd9C/fNI/3q9g4h6nIpn8f405Pu0tABRRRQAUUUUAB5FN2Y706kXv9aAEPy4p1FI3b60ALTXGRSlcmjYKAKWq2MOoWskM0ayRyKVZWUMrA9evFflR/wVg/4JVeJPAfxCh+PfwHe50vx54fmF5cQWpO6+wMYOch2K5UhvlkU7G3HLH9Y9mKhvLOO7jkikVWWUbSCO1eXmGW08VD3viWzOzB4uVGd1sfnb/wTv8A+Ci/hP8A4KC/DS50nW7eHSvG2nwrFr/h6ZjHKGHWeAdWQkA/3oicM2AGr0jTP2bZPhZBcN4dnn1TRXiCnT3fIDk8SIeMSsvykAbW4Y/MoB8R/wCCmf8AwSA1KP4hJ8a/gNdSeE/iJpDfa5o7VljS9PGQ3bkDBJyCpZTlScaX7B//AAU3X4s6x/wgXxGtF8EfFjTCsU2nXbeTb6swz81uzZyWH/LIgMUZWTerZT8vzLAToVHCa0PsMNiPaR9pRfyPZPt3k2eJlklswWRZjFuksieArrycDA55OQMZ6i5q2k6Z44sRZXKw2dy0YMMsD7YZV/g+YHCsoxhwTgZC7h19S/sjR/F2nRtLaxrNKQgZjskznJB754yV244PAxk8P4n+FF94WE0li0d1atIGMWdqMSSQ3OfLJz6lT9eK82tgXy8yfNHsdFPGJys/dkczY/FzxR8CdWYT295eaeigPLbQtcyIB082BPmZT1WSIH3CcivdPhX+1N4e+JFrAy31vBJOdocTK0Lt3VX6bvUHkYx1zXkMGsCaD7HeW8l1FGCfLfMc8H97B/iB6blJ4AyCcmsHxF8MYNbu5tS0eeS3vmG43VmgW4l9FkiB2zAdmHIHA2HLH0crzrFYL3acuaPZ/oRi8vw+KXvrlf8AMv1Psm3mWdFZWyG54GP8/jSPEsyujAMp6gjINfInw3/ab8QfCeVbXxBCsmn8hbqBXksHx/tKC0B9RL8oPG9iCa+h/APx78P+OtOhms7oMsyh1bcrIw9Qy8H049K/Qcv4iwmKjyyfK+qZ8ti8lxGHldLmXdHP/Fn9ney8SBr/AE9ZIb2IF0EWAyt32Z4wehRgVbHIOBXiXh/4hDw1q66Tq8Mml3e8RRlgFgkcfwDd8ySE4IVwOehkKnb9fi4juo/MRwVflSD1rh/jV8AtF+MeiT299bxrcSRlFl2Bsr1CuD95M9jXkZ7wtTxS9vhNJeXU68tzqVJ+yxOq/FHkmoaNB4gt1khZYbvs6EgZ9cjceeDwTnOSOSTz2r2ux1g1KFVZT8k2No/HDFQPQglT06gZ4nxF4q1j9krXJNP8aXE03hWM/utSmJaWxViFwzH5poduB/z1jC4cMuXX1q1vbHxhpcX7y3nhul82CaJ1ZZI35Lqw4dSCpA+6c85xuH5lXoyhJ056OO59byyglUp6wl2ONg8ExyuxQNG+ApI43Drj6cZ989jkDS8d3d1B4faK1YWs1kU2svcMp4P1GamvfC2qeHcfY5meH7n3Cxj54wSCV/Hp0XPJNG/0uS0DxXFxJLJISsrzBshwAc8gEgg49PTjFVGTjS1BVE5J3N/wtcxxW0mnlP3klrsTedvllQzBgf4dpKnPfdntWRd2k011cSzNJHDHKTtaM4jcnIAVQSXJJAQY4HPJFO8Owpe+L44JWZknAtyqn+FotpB9M/NVm61W88N2kP8AbHlXGu2qiK3RX3iFf+ernoWYY5PIAAHVq2hU5qSM5RtVsupZOgw6XB5+qbZlT54tNRFEIfs0z5IlPfHAB4ArjfFPjaTUL2Zmmh8pAzMZG2pCoHLlj0VWxyRwDkc5rN8e/Eez0HSZNQ1bUVjt4Rs2xgvJM5+6sajLyOTwMYYjknDMRtfAf9nnXPjhfR694gRdN0MnzLSziCmOMLjZIW6yzYPDkbU5ADZLNnRw1XE1fq9Be8/w8zrVOGFp/WcS7Lz6+Ri+EvBOs/E+b7HpAuLdZvme48oK5RhkmNG3eWpbgSSAsR0UYRq4X48fsX6l+z7pl9ri3qzWuuSSSagrSy3UzEZJYSuS3z992ThQM4yD+gHg7wVpvgPS1tbC3S3TO52P35GPUk9T+nbgYxXzB/wUv+MNrb/Dy+sYpfPgsbKee48j94zSBciMYVvn27iAR09OtfQZ1wrhcLlzqYid6vRJ21OTI+I8VVzCMMNG0Ot1fQ+KP2UdB1DwX451Lwj4T0DR4YdYuTruueIGTzH0aORUaJ3jLESzvGV8qL5CpXeVddzN9O61qcmneF4dPtVurjMK21os0haWYEN++c/xyMCxLL1ODjbtNeS/8E+WbwH+xXo83ifUNJk8ReLtTudfuBBcxzO8txIoijbDFWkRERdoPyBVTGVNey6X4O1LVbSO+s7a3sI5iTLe6m8kBAH3iARuJODx8je4FfFVcLXVqKeltX1fz8j6Gpiacqjqy89Dy/TPjRqnhv8AaXaw8P2OtLPZ6bBZxzW0XnR3MiozPjCN8wyTjqAue9eqv8PfFHxX1OTUNY1aTRbdl/f3Uk6TXkfXcm4gxJjp8rOwOAVQkGrOl+GPC/hHUI9Ss9Nt9S1WBZNt/NB9nihEmC2Coyd235sbQwIDE4rcn03VfFdvHc3ZvF06NljgjSA7QRkBYolYAgYwC5Ix93cRiunCUZUYNSk2m9uhxYzFwm704qLStzPVlTw7pGn+GLSPQfBVlJ+83CW63M7zs2AZGZiTztH71yX4A+bgjuvCPhKz+Gtm7TTedqkoAuJ84ESbm+VOpCg85JJJOcAYAihMPhfTfsthc29sWjVnLIPMcgZJkyR83UZAAwAABjA8x+KPxAEFvPHY3DTQKo8xgu3ccnIDEn6/3eKVTG06Ov4djjp4edd26dfM1fi78WreS2lgtZf3PKSy427s4zt5HfORXjWra3deIruW1s45GkkZVdVbDOMkccnpjrn+LqOpmub5tZnWJgss8/KKybktx2Bx1IGOn4Z5x7p+zD+ycdYu11bUYJrbTm7v8sl2McqAPuIwxlucgYUjqfMwODxWbYn2VFb9ex7Fath8toe1qvbp3F/Za/ZobxLd2+qanDtsbddrEpgTn/nmh/u8AM2OQNuT1r630+0jgt4441VI0AVVAwAAMdO307YqLSNNh0zT4ILeNYYI1CJGq7QigYCgDpjpjsBV9Tsr+geHeHsPldBU6S977T7n5Rm+bVcfW9pU26LsCptpSOaA24UKu2vozyhaCM0UUAN2ehoAx/FTqKACiiigAooooAKKKKAG7sH8aC+RRt3E0BMGgBw6Ui9/rSnkUAYFABTZOlOooAglh3j5hu9v6V87ftTf8E/PA37Q2mS/bvDumX0yZeMSJ5M0L9d9tcLiS3kzzwSjbRuXoa+kM80xkrhx2X0sVSdOotzfD4mpQlzU3Y+AvCg+Jn7LW/TdRuNY+InhXTtsPnSxf8VPo8fRfMGQl7EoGRLGRKS2QJMHHt3gL4p6P8T9Gh1bR9UjurPJRmhPMDD70UiEBkYZAZWCknduANe1eOPhtpnj+1WO+hYTRA+TcxnbPb543I/UH1HK+oI4rwfx5+zhdeDdfbW7dbiO7UbW1fTk2zbOy3MY4kTryQwXJIVc5P5jmnDuKwUuag3KPY+qwuZYfELl' $Image_jpg &= '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' $Image_jpg &= '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' Return $Image_jpg EndFunc Func _Image_png() ; $Base64String, découpe = 4000 par ligne. Compression LZNT1 inefficace retirée Global $Image_png = @ScriptDir & "\Image.png|246962|RAW" & @CRLF $Image_png &= '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' $Image_png &= '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' $Image_png &= 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$Image_png &= 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$Image_png &= 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$Image_png &= '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' $Image_png &= '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' $Image_png &= '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' $Image_png &= 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$Image_png &= '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' $Image_png &= 'iTFkBMah4fJcFHlOQqHnZNQHL4UqaRe0mWQ8YnaJCpvl5Ck1xB9EXexB1EYfFMye8/IZ7Lm4mjzMSAJ9AnfWxjgLwfYZ7JtizYnl072ifTneX3RlG3J8t4iSHCXkwZVGHEMlvVPVRaHo5pHcXCqjl3+jBOxSCJIDjH3epviLG2Vfw3yAYohJ36X/DHLXgD/QD7gfvR8Z6Dys3yUDbe9/XJ/31zeDPvEiLsjEoE9AJ3LFGRTJFeYa62EXzTB//Mv47KWfY9izv8Lbf/o/jHjhj5j2wQuY/N5T+GbY85gz+mUs+eoNLJr4KuaMeBqbZryNQyuGozn1NDqIkXTmE6jkuaG9xINOexqtJaegrvUi8HFHm4zAS2YPtdyBgMkSkNtAlWuMmrCVSD81jlj9CGSfHAFN6FI0nPsaOdafIs9htAD7NOvxuLTpLRR7rEBb6BHUBpnTC+WAuqRzoiNW05SFXlUFMaAmAuxWwfzEZBPMtkV9oL6MJAH2Ukfsrdp3X/ruH9/CgVTP8PXaf7v0vtHxbA04J1/TicaSRMii3VB+3YpA1gLGs17C6GeGYPXoP6An1x1N4UdQdWE7yjxWI8dhNrLd5iL3wiq0E2tkVt+cZCMmKK/PcERH6QXMHvtnDH/tf/D1J7/HnC8eFYPbOrPOAuU+ohgb1w7iCV+6S53o3jiKjnKe7KQj04WY9Vl0ZTqIlMLOFALX0C0oubAI1Vc3IO7ENKz66H8w629D4LD4bZScWYuqi6tRdHoWkq1HodZnAUrPTEOl92x0BW+EzH2OGPkasPs95J+ajmLPGai9uhjyS3PRm7oPuWemi9r0xb4rURdKrDV4H+IcFsB4xl/Ak4mAWL6ay0ET8CvzbQTocxVKnmyk3H8dwi3HQxHN9fa3wcdoEsLs10BTFokeLknAiQXUfpnxitIf9FwF+yXWryMvTngA7Llq6sjTk6G1NAplCedQFukMWdAxVPkfRqXPbpSfXoM4k/FwmvEYXGf+CTF7hyLPaixyjo8WE9xk2nwuCrM1XJmPTJfxYt7ejpit6CXvhLOReMpEHoFbfX0PaiL2982NexS1kUYoDdohOmw5js9MnpW9mPYkSzJulmjkQntRh4RHUEHGsChgBwr8toiqm5zRU0BMvyrREfK00+Stkdfank+/h4gMkQi1ivuYqNUSiWOawkuurSRCjYLEcIOkDf3kZvu+Ve9H+DhD7/d+znO/3/1d8nfrtP0+MtD5WL9L7rRdL/pULgZ8HrAhGgS/HKo2wZYai2MQft4Mq6e/g4+f+x988cqv8PGzvyRm/xtMeONpfPXW01gx4UMsHPsmlk54k5j9q9i5eBjWTnsVq79+CTXJLmhMd4Oq5AJ0lRdFNk5jvhOaipwI7M9CUSHVr+fZnLhEAqq5YiWzni1oiFiFkkvTkOM2hkBvKpTBS5Bh8RHKncaSpz9ejKS8uu0NXN7yLgrdl6PMh16Gq0dQF0cGJT8Y3ZVJYmBOLxcJ62kjL6ZTdLpy42cTx7grMfQ+RtTH7hnkGRRuLrkTVgL8bwP5zeehB3q9Gm4TSl+oVzFghgyPoqEAJXGnUBlvj8LAwzh34CtMeX0IZrz1X4h2XEKgdhxdISaoOrteAH6C1SQUXFgpqi5ybBvlXsTynaSxDFV+mDn2EUz45JdY+NUTcNg/GWmXDxBLvoSObGf0lvJk4w4E8CfELGIdhQ5ijmBlris0uaeIYUqdhzxoqDZiNxrDd6DUZzkyPBaQLkOg+XRsGPEHrP7wN1jw2hDEEwvOdpqOqktLUHl+PhqJ2ec5TUKb/1oUu82C3HMRokxHIOLIZyi/MB/NwasRZPwetEm7UROwghy+9Si9sgbFF4nhBxvh6JwXseqT/yWwdwRPPsLx/fKIzaIUBg82KwvmHP+DaI0nALy4Aq1he5DrsQRd0aaIc1wOf6sVQEsG0FpG97cLagVnWenQ1cb5+vTENdwnJYEgl4XW6drI7nJ9oWro2ooI+GOQH+oCWbAtakPJAPvuQ+2l7ci0noY445E48sV/I2Tj66hwmop0s89RTG2w9NRXyHIYhe6Idcg5NUmkAfO8vNp0Y9ExXRO+TYww5vtZH30AinQun8wTpZgIlQXsRGsCh3GM0RB9RAB/awJ5MwnHxAhcBn0uxMag3xJvTtvNUMVzBtNvLgwygjzWFlXJ7kSaIsR4EXWbnH4dh7OkAnrcgvWgr2f6ItZP7dNQvtVW++m9yvc5/n6Puxu5Z8D/R8hAN+Beb8ZA5+CXgUMXrBoCeQY7Dm2I+DK9DKr6PMRfccShtRMx/KWfYsTffolXHh4iyiWMfu1RLPjiXawe/zEWj34LC0e/JlIvt879CDsXfoTNc95CSYw9Ae859FZdEQwUNZegKCPQqThDYHwayspTBFKu6KlxF6NoOV7fU0iMLmMvKoIWIZkYfcHpL0X2DYN9ktkHqPOcBrnLRJSdnISLK55FtNEXqL64CbWBh0Rt9oJQO7QUhwFtPBqzShgtKUZPzM4Q7GnNLQDN6/peCla9K3xzya8Ku8g3j9GHwPSqP1avvE6cmbdxPJW9CPGy8Xpa0n3WdclRm+2L4ghr5BOzlNHvWDXiIUx8fgg2j3kIyHdF2bkNqPBejwzHWSj2XoZMzwXIvbSa2KAFurNOoj7Biu7fWSjLvDBjxG8w6eOfwXrvOMRe2gV12QUypOfJkF4U7J7r33QXO4oSy8pCW3Tl2qCXjG9Xqg0Bk4tgmZzbr0w3R0UI3dfQrcjyWo790/8CVYYTlGnOyDq3DW4bhom0y9Lzq5DjOhMF7jOQajsWufRcmn1XE+DPQYnbfNQQMJ9c/FdUXFqMxsBVqPBbDFX8TjLOi1F/fbOYorGUmGt10H6s/fQXMJ31DFBgTyx2A2JPTUVJyDqUhW2BJscabQlH0BLLM44ZIfXUPOSfXYykk1PRFrEHXQlmiHFdKdJ+0V5AHh13wmukdEWeQF+tpiU9PXpu/CdXupBKYHB8v114f92tJdRMSsl4hpPxtUFF4FG0k9fV4LcLMtdFkJ2cg9NzHheTsmQfGw25+xRk2X6BUo/JSLb6FE3+i9EUvAxFXjNQcWUxUHwMqhRpSkZVBoO5NBqXZ8/ikcZcR6fQfyua46WwDadpykN4LIOJAPeGOHNURx4m0CfjQAaAJ1LhPP7OJKu+gVoHURiwD2URlpAnuEp19en6tTx2pLeDfiN5NNT+VOTBc/vlFszjQ0SbZC/eQAzxYSD9e8jf4zvvG/Dv5oIe1EUPdBPu9tyGx/ZXAT4MaTwsm4f8c5kAegF6FHXoqM5BvL8rjmyegS9e4oFU/w9DH/8ffPbirzHmrccw+/PXsGrCR1g86h3M/+JVYvlvYcPU97Fv2eew2v4V6jJOk7fsg25il6pSaXCVosxTDKxSV3tCW0OgXy5Vu+SSv105ZgLskW+CPK9pyPOYiEKP8UDyJtR4fYNc+5GQuXxFWDARIdvfxplFT6PMZRFar+xFpS+nt1mjLtkLzSUR9J5X0u/gATlS0SmRDqmPz9MroDdzfAf1agj8vI1fkJtLvUrH6dcLoCdQ0as+HVOvhtuEipG2UtaEAHxiodDUojbnCspiHMgzcUBjlA1ObR2J6cSgl374P4iwnoHmUGJ/5Mrnn12KmuAt6Ig3QqY3sWnfDehItwUqvYnYOhLOuWPCe/+NiUN/gsBTa1GdznMEXEB36Tm6HVehI0OLmrME/O7E7MmbIo9KW2gFLYE+T9DNoM91XzhPvCnuMMqCNhL47IGCq13680xQjmQczhH7tkGKx2rMeXUIdo7+JVqu7YCcrifTntiu3Vf0vJYg1mQkcuymocp7BSymPYT20C2o9FuGJmL1KY6TRaioPZYYuvcSFPtsQPmVXTi+4BXYr34HKDyJ/MtrxCxTOT7L6PMqtCYdQtW13ai+tleMwi3xXY/sc4sQZjkGXbF7yWCQJ5DjgGDHlciLO4Pe7ipi8PzsieWqOKxDXhV3uuvoIfc9dJ4ghvP3OYWT02VF' $Image_png &= 'oTtFDXqbC6Eqj0FN7GlUXLOC3M8I9Vf3ofLcOtSfX4cEk7EwHfW/OL/yKVR5Tke86YciaaDSe7oYqdtxfQ3SXcdDdmmOmOCeR3ur0ozFQDWeQKWRS24nHhZhOU7RbCFD1kpeVUXIbjEIS1TVjDgoFVwjwOdYv+i4vXZAgH1zjDl4YpUmMgQcEioh76g+6SSq086gvjCImjt5ONSuuFKqRst5S9QaddLAQG7hzP6lVkz3hGQgbBhIf0j5e33fv1xI517F8Nhvx9TY0jMIEdPh8saqFlHpsbe9FInB7rAzWoFhBPacjfM+j6Cl5cR3nyBAeQqrv/4Y66cOw8KRr2LJ2NewbOzfcGj5SBG378jzQX3mGbQVeENX44/WAk8oyr3QXeEFNF5Ch8xFFEXrqXYVOeWQ2xNoOYgJqWWXpJK1FeenoTdmHQpOjkKG9XB6sWYiwXwE7GY+itC9I1DvuxOVF/egzPcQaiOd0JkXAE19Ov2mJmrozVBrW6DtIQbdQw2eft+NdFODRq4XcSfon9upIcjf1FvBnvVOgC8BPZ2J0+T4nvPIXV0DAUw6ymLdUBXuAEWSG2R+xlj32a8x/ZUhWPX5T6HNthcjMgv81qEhci/UmeaQBWxE5qU16M53REv6CSgJ7DvyTmPaR7/ElI9+g5wwS6jk/gRcl8mDukqs9TRQfxEa+SkyDLZoJsbJlUV5IBvX5+ktsBNA35lkA0WKjQgdcIE0nquVqzqi+LQI+VRHWqCRPIqayCMIt54D5zXv4Cg9k67ru8mmrEWSxWi0Xl5Lz20GmnzWoe7Capxa+hyij42B3IfDMFtQdmk5mq5tgTrBCJVX1yHVdT7qCMzO7xsNm5VvisFJqlw2ZK4oDaXffWUtgf8+tBE4lhIj7qRryz67DNnnlyDixJfoTj4gpp9sjTuEunhLnLdfh96uQii6KkR/TTfP6cv3ngGP82zpmbJKg5Uk75b+gk7NBoKAX4w5qRfZXB35IWhOPofKYAvUBh1Ble8e1F/eIaZ+9Fr1Ahxn/Q7Xdr8FuecMWjcGbYHLkOEwEnVXFpLXuRhprhPQlbgTuqxD6EzmYmnkdeUcE4AvjcIl5h59UPRP8Mjb0oDtYnpEnixFTKBCwM7Az4y+JuygqLjZcN1E1B/ifo9q8gzKQw+giEA/99oRVKZ5oLE4mJzaQjJ60ohczraTGD3RnT6SJ0KXTFjuQfn4W/XexBB7BtK/h9wT4A90kfei9ysP+hx65dRCCYBoSWDPUxJ2N+QjJdQDTmZrBdhzIbT3H/9/+ODJX2LMa3/F0i+HYulXQ7Hky7cwbdjTmPoxrRv/MrbPGgrjZcORf80G7bmXiEmGE9BfgKbKH13EMnvqrkBTfQEK+WmRBsg59qhwEpkYPACnLZEYrNcsFJ2dhu7w1dCSJh4ZSqx+AipOT0fgzrdhM+1PyHZciGp66WoDzAigXCC77ozeqkSgNY/ws4LaYbt4yUUwRjD6PsC9Mb6AbwYpI3nf7aRbcatSWzb8WwA/7SzprSEbQzXcNtB26SXhk9PfdD2cBtrDqaFqGRqyr6Arm8A51w8tkfYIPTZbMPzprw/BmT1fQJFpBzkx3PLgbejJsaL7ZYJUYs+cttmV7QxdiZfoKxn9yn9h2YRnUUtsT1UWQB5UAN0fP2jKidm3XqZ9jiGTjEW2/1oosk2h5Vm0Ci2hyDqGzhRL8jDMRRnoJs4OidwvlDsOOU8chefEpCfVUUfQkmwpBgghzxXeOz7Eha1vQxO5izyu1Wg4vwyFDtNRd24F2q5ugfuy52E//3ExxaMiah86uUhdrBGqfFai4uJyVF/ZhPLLW+C9bwTcd36G1hTyOgqdqH24k1FyQWHAJmLBxHRDtqM2fB8KybNJ8ViMMJtJSD+7AF0J+wn8NqOWPA2e9D3Z1wiytIvoUVWgW00EgJ5/F5cF6bv37NkKAOQH2yc3gJDYL9dKkoC/kRZy6OrSUZngjfJwe7TEOEJ+hUD24haUui9CzMHP4L7wL3Cd90eUn54pcvZbA5YizWE0GoOWojViHZKcJohyyj25Rwnsj9LvIyCPN0ZtggkqoqXQThX9Lq4uyl6MPHCnyEhqjTcX8X0urFZ1TdKKwH1iPEJNMBm5CCJIV7aTQTBGHi0LaHtW0GHy7DwJ9ENEvwR7LOBBaNo+0sMGjjx58U4YtM271RttWOi9yUAYpNe/l/xLxfC/j9zu5orSCcyAtG3kCtYgJcQdZ6w24cv3/4S3H/8vMf/s0Kd+g09ffBSTP3wZKyZ/KgZVzRz+HGaPeBrzRj2JbXPeF2Af4b4L7dkX0ZXnC1XJVXQU+xGzvwJlhS/aSs5CXXUercUu0vyzdeR2l9tDlWdO7GY7Ci8uQIbrJGhjNqHWe4YA+3bfeShx/BJnlvwVLgueQtGpFWgIOIT2CDvBhouiT4sSxeqWImp/HMLpElkZnG3E4MzT+/FSQDU3WO4sFUo/vK/tchvWq2jDErrTir7PBjuIc+gNiPj75j1lvWkUJO2//YaREcpfqJEGzmgqoGvJhCzuLCoi3dCZ6IEkl/WwmP83rPjof7Hik58j0n4RKoIJgEP2iDg2s92GqIOIc19GgEHAWx2AyjgnjHjxPzFr+J8F4PdWBpAHdRnaUk/B7nvLXCG7thPR7nORdG4+SoM3iKJnqgILdJDXwBN2cAG52nBmo8dRLxizMUrpO7szHIhVnqDvuQx1nhOSzq6GzH8/lMkn0EkMNfDAMBS7z4QqdAs6L69Dxan5qDq9BIrAHXCa9yS2DhsCVdQBINMK3bEmaAvZBQ15BbUXlhHor0RNwBZYLXsZXgdHo447MdngEOih0gM1MQSOMcR4Oe4duQ+lgVsQfHwSji16Hsgl7zDbGh107g4CzNowI9TG2iHC+yDURAKAdiiJuTO/7eaqkmTNb7QF/p826CvB6ifiV3R3oaOLS2lwai4bZWL76krU5wRCFuGCilBbMi7m6LpmjJpzqxFrMhreq1+Gybj/RdyRz9AeuBpyIi8twSuR7T4FygT6nWEb0ZZkJArHdZP3wnMZ1CXSvY4n45lkTsyfp0I0Iga/S4B+I/0WLq7WniiFbzi+Xxt6EF3x9FxCjNEcTt4XfX9rHNfm2ScmXCkM3oVienYZQSaozbmAFlkk1E3F5O1wqQkOaxEJ4tAmuAQFGQB9m74HFTfthv7ryb8X4N9ml1sfGoER7SeRG+6x76bGQICvrENG+DlEX7LG6Nd+g+Ev/kxMR/jGo/+DL4jZT/7oVcz64l1MfP85zB/9OqYQs5/x2V+wec7b2LngfYS6bYNKdhkqAnlloR+6CnyhKL0Kpfwq2st8oGsMRHeVt1Qjp8JVVL7sLbEiVrkXJX4LkePxDTHAzWJS8HJ6STgDJ8dyDE7NexTh+z9DDTGqpuAjkAeYoyToBBoy/OkNrhQjLAUbowYspeARyIusG1qj5lKxt4K+IejekjWjV3b5xT76z32hmH7K5+LzinPz7rdRFv1nvqYb309H8rSDokO5lwGlDLWF19GSH0SA4AtN5hn4Hpwk4toL3vpPbBr9sABXrn7JzI4Lv4GAl+uql4aQEcx0Qzbdm3Gv/RSzP38Unfk+0JT6kFG9AMgJ8Cs8oCRgLA3aiixi4Hm+y5F6dg460oxFaIdHhTLwcDG5ZmKQzbFHUB62W9R250k8OlOsIQ8yRrrnOpETXnyV2DZdR0PEIagSyAO4tgWx5l+gms7Z5bMCpQ5fo8h2IorsJsNj0V+x+o0haCbPAsmm0BCjrb60Bu1X16PJZxWum4zEkWl/xNx3huCCyTjIOT6dZgVfq6+hLpamdKwl0JcFbkN7sjmCracg1nkBCi9thy7dXoy+bY84iGYCSHngbvJ6jiLZzxyNsmhoFdV0uxng6BbTveclpyHrRavuex60jdsBgz4/Uw2tU+p0wryzgVcr6Bnp6oCWHFQlX0BlhCMZKQJW3x3oILZd7b0G1/YOg8OsPxI5+RM6gtag/NwcIigrkX9mjqiB' $Image_png &= 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$Image_png &= 'ELzopygkwI9d/XskrPsjMnY8g4xdzyJ++7PouDQT1R5TcGnl0wjb9R6OT3oIZ9a+iZ50YvfkWfBgo0ZSZZY9eSKHke+zE05bh+PM/gnoynJHSYg5snzpGuKOQ1VwEtVxh1DIvzXOHPJ4G8iT3dHEg/C6GfCp3YtxJtRmCLgZ8JnlC6YvAK/vmbES0gul5yWMND1BsdQzAXquPBmQaBdclK27Bt21aSiK9oAswp6A9zgqL29D7smZSDk6Cm7zHsaF1Y+j1XchFCFr0HB5KdrDNqAucCVyz8xEMxlMRTJ30BqLTt3ayH2QhewQYyHY0JaH7BQAXklgrsgkQ0fMvYSeEd+j8oBdKLm8BRmeK8SzqwknYx3FHhkZP+7EJQ+gIPwoypPdRI6+siGL2jG1Ye63I6+HSQ17PvwG0SdxP/T3htdxGxbvDiut6QOSu5JbMemfQ/61AZ9PQcqn6oM7+swPRmKm3EB5FwEsjDK8ngcidVfSw49A8pWTcDFeidGvPowPn/6JGFT1KQH+/HGvE8A/JSpffvn+XzD5w8fIALyAFV++AKe9U9CRfQbaMl90l/pDVxuK+rzz1OaD0FHhhw75RXTIzhHQe0FX6Q3UnUNvpRs6iEUqsw4h03MaKvwWQBe7GTknx6DFXwL78+ufh8uiZ1BxcStkfuTWXrdDlr8tarP8iVTzhA/00vKo2R6pDg7/Wm6U3Ej1DZVfSo6ns4pGLF5QbqTE4JQtIltB21IKWUoIKrND0VQUhXZ5AjpqMsQUhpy3rFPW0W3il5iMggD4SnIqMtFaHI2qtAAidEGoSL4ARXks2ssSJZanI2ZOrj5PXShGLPPVcDZEr6R0MlLJkOgfCF2qYJD6p6XUsAcmxfS5fpGWAKQl76rIelLnkYeU74l4+wU4veYN5Nh9gyTTL+C/4WW0+CxDa8B6FHkvg//RSdgy+THsnP4C1IXcUetNDM8YZQT2DNo1BBxsHHIcppJOFlUrOTuKBwWpM82I4UuZInrAr4swEmEe+bUdyPVdJQZhcalm2YXlaA3ZQox1C0pcvkLmsWGI2P4CIjY/CZnlB0g3eglFR99E3uGXkLLtL6g0ewMNx99DqfHLiFrxG5SbvY60Pc/AY9Z/I4IMQMLeNxC59RWEbXkLxp//N4j2oyfFCm2xx8S0gJz/n31xFwou78fKkQ+hKspKlAlGpT8B2jHUJNigPesk2jPtURF1GLkBe8WYhLwwG1Rl+NCtl4vnqFMwWaDnwO8LtQ09mIv3hrbcEP6jT9kzvlF+hIGes9r62pUgF/yMNUQceGSvshw12f4oCrMVoF8XsBPlZxYi/vAwuM35LTzmPyRAvzNoFRovL4YibB3k5NWWXJgngX4qT3xCTJ08p9o4IzQnmaAt1QxFgVvJ8JmgIf4wESDytvy3oODqFpGllXt+rQj/cP9F3qX1kPlvRWnANgH41fQsc65uR34wLYOPoCTOFU0l16AVnnIl/bgOarP8+yQPmAO+wpOhT8z0ufdCX1pEtF296O/PHeSB4dwDlB8U8A31B5G+G8+nv9FwDQCfhXcRgK9hlCFWzLM5dRYh5ao9fG234et3/oR3/jwEn77wC5F3P3v0Kxj33mNY9vX7+PKDxzDm7Ycxf/RzmPrRI7DeNh61yU5Q5vPcqFeJyfuiU+5HABUpwL6ryg/ahgBoa3zQVXoa2gppRKemkMvCEtvwWYTagOVoIa08NwvNlxeJASseyx+H/RwCBh9y2+mlro1xQVmMJyoyAwmIZQTW3EHbDmmGHynGKP10/iQxEa4DxNkXwsjp2YiI5ROL6awj/C5CTrQPXVsyWvOC0JLjh6YMLzJaAWjM9UVpsjeaS6+jrSKe7k8heGLspoLr5MFcJQ/DB01pF9BG+9fGnURH5mk0pXigWxaK2sxgdFak0cvOjJ8BWwUVd/LSi6LmjjD6W5rekK+FDS597Ls8FlGwjpb8W5TdxEK5qFcveQ08P2tlPNoKA6EuC6F7SKBfcBqyC+sRZvwpKty5jO9QBGx6EZVe89AUshkhx77Coo/+F/abhon0yZ7SMyjiSbJjjFERuhvVgdvRRswx32kaMk9MRJrzV8g/P4/Y5X4o07g++z40xnC+927URxxA3f8n7y0A6zyuNFB3odt22912224hhaRJ0zRpmjQNM5NjxxAzM8vMsiUzg2zZki1ZzMwsi5mZmZkZvved+XVt2ZukKe7b9yYZX/rv1T8zZ77znZkz55BRSgKS0sCdKPLTQ0vMITSE7lLJTUB2X2Y2ExmnXkHc/icRt+8x5Jx8Fg1m76HHeRZGvBdi0GMeBlxmoV1SBNp8Arh+hl6rD5F95FFkn/gtovY8QGvgj8g0eBI1Ru8hcMMvYfThv+Dmwp8COaYYTJIcumTyfseQbLcbzifm4Miyp9Sp0pYMS6AhRIWkqIq+isbEa+jLtUBj3CXk+RlQ4TmhPOoaapLsKDr51LmU+1EJqibWLZUyqzBctcxDQFcEYYSjcKdqy4PyuQZ4IlvChrXxkiGUqmLyqMEcpHwS9McaUJ/lQ6A9h66Eayiy34QWz21IPvc+nNY/CPs1D6DeaRnavdagN3gTukM3oTVUD6V8XR+5F/Wx+ioLmIRWzvHZijpaUnni5srxEzfZ0uD9yhsn14vMP+ggLTSOjfcupZzVXo7/PvYX51HQARVvKc97NyojT6Ew5CQKwi6hhnLbWRpM7kSmLzkgRrVDWUoBshkC+hrfl3k2oKq2j/XnA/7/G8vfddP2T5Wvcs2XlomOl5+5+zdlYATsNRNU3pGBVGEUZO2O5q24XoZZH8OyNx/Gh7/9Nt7+zbfwzhP/iWVTn8aCD3+Hee8/jmkv/wyLPngUC9/9Jea9/t+wPrkILek26CtyJrPyVjFaOkoc0FbqRHPWl8yBj/U+atO2l0CDBl7XaI+hQiM0xR1ErstSNJHZdAXrodFlBZpdVqLIbBZs1/0SlmvI7D12EZBOks2ZozDcErW5obzfRgwPaAnT1fF3JY4ijJRVtVwzua3aZNRMT3lPnvfTcq1HT20G6rMDVdKTJLfjiLi1DVG3NiHFYTvibbcg2Y2TJNoIncWuqEq1VgdXOgs8VUjnvmwntMSZItlmO4IuL0bApbnKkyTWcj2yvE6ocA495VEYas7h3KlTm3qys8DpLwtPfKaxpTssSbeew0e13yDtmVhDFcUwotznCExopdFQgJaySLSXh6On1JdK1hdjOTeQbrYAAQf+gJIb05BJdh139nW0Bm1FtPFcrH7ln2Fv+AkVhB1Gy+w40fXV4R7x0Kn0243uiMOodFypMoElmX6CAuel6EsyJLuUo/wH0BbPx3ADBfhS5fSqxLVpjDxAhb0W3dFkj54Eq4AtyLvwDsL0HkbW0edQcv4NDLouwpD3Eoz6r0KD3WzU2xLsXRag2fozdNnPQ8PNj9FhPwO97nPQbPUBqq6/opZ++m0+RuXZF5C6+1GEEvQvvf81pBvNwHjyZdQGEvic95PhH4b5gU9QGnYBDYk3MVblg6r4GyQGJigOPY8uKoCuNDM0xhDUQs+iLcEUdTHXkeV9FvlhZuivileWrUpfKZabHDTkWEFIxLAsb8iynDYeIkMiS8J+dYeVZA9HLEv1nNf0DQ0S7GXjXhtOZdGNUU4HGjDWVYRujll+wCW0RV8j0z+CFt99SL8yG547noLl8gdQacN+8VyBJp+VaAvbiqbb25DmuBjdmSfRlnoCFVSqDbGG6oRxZfAedCWf4bhQ4UYaqCWe0oC9KCToy9q+gLts9LbEnFTLcJI/QZS2rP8X+e5CrWz8EvSLw06jLMoINSmWCvRlE3dcnSoW5SdKjy1T4qkB/ojIowJ9kU2Za//3y98c8L+sfN71Uv/aIj+hfkfHbFllgOSXdRuP6hh/XwMKErwQ5XwBqz/4LV75GZn9I19XcXJmv/JLLJ36JObz/cWfPIF570rI4wew6N0H4H5lHVoyrVUgtFEy+a5iCTtsh7EmP3RWOKOj3Iks142A' $Image_png &= '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' $Image_png &= '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' $Image_png &= 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$Image_png &= 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$Image_png &= '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' $Image_png &= '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' $Image_png &= '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' $Image_png &= 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$Image_png &= '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' $Image_png &= 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$Image_png &= 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$Image_png &= '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' $Image_png &= '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' $Image_png &= 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$Image_png &= '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' $Image_png &= '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' $Image_png &= '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' $Image_png &= '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' $Image_png &= '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' $Image_png &= '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' $Image_png &= 'sOSpX0NPYDxaGYDuIk8MVPhgssafrj2NMgLiXGLdFYH7Ueizixi+OQr89xJBPIPWPC+y/gOAtgxJmVmZcAS6aAtow8xkIxaHWOAdtFmuGxSXkOtGSWxe7LtDJoYZ8JvijqCRrqsNV/Lc8o7cLK+dMGZ6oKsmjR6qQ3kGpgpEjmZYPneiC+Tr1uo3Bnz16KKAP9EvDaDLi0aK/yms/eAZPHzDL/D4X36HJ269Em/cfyM+fv42LJ97B1pKPITdd1S4oI+3xNcHTwN+CEabAiXT1XgjNY7JE7VJ5gL4FfF7gdYw1OWcIbOIzmd54dX7rsQzd/wKHsfWoSrdA0/e8mN8+PQfJHa6Pukouort0Zp7AkVB61EduwO6yM1k4jtJouK+vGOItfkY7Xn2aC/ykqiaffU56KzjcLU99Dzsb6ZnnV4ONgvtvnXl/iGIVMEsHZC4JSrgT9cNRyzkQ9FZOU8m+DB1zolBTHTVoa4wgQb4dHSWxaMtPxQh1htkYva1u3glzn8SIfgDlrzxF6R476I2DCSQDyOrjCwwrQu00cSWYveiOGQzUt0/F7CvjN6G+rS9aEzbB1MKb2lfjsqQjWhJJtM8dhd6s6wwWmQj703x+2WDDYdCbky1kHDII+Wn0ZtzGB00WGh8VkLnvwYG+n5j9C4Yo8ygi9gtIZSN6QT4LfEYa6F7N6RjlMPcjvJSS2Uyli1cBnSl0CnuIly4LgTwlcnaryZcibPL90MupvvquUv1iUudv1BmX3f+Mdcd4wzv4eBVdEMYH2wlbmaQnbS6FFe057hhoMBVQDbl1GIsfOQnCD0yHwOlHmKZtRfSAK8PQn+FG5EGeyJ8ygodTkjOETA5T22BvxnpFFmDujCYcshSrCc9LfOFNuk4agj0y4N3UtktAdLyyDqQsAmBe5Dttkl+hwOl1UUfJsA3RwMNNLwb1xCxH+X+2xQXkMdW6JLPok2TIK4oheGPyX4CBnyZvL0A8LkWvlztfVG+mUtHKn1a+eiYb0zx1SoNIUnLBxpRlhqIGA8rLHrtAYmO+cTNv8dzd12L+U//DR88fTMWvHgDNInEwAzE2Kq9CdjDMFwXTCAfhNHGUHHpDBg9MNXkKxO21cTsq+L3oTrtkPj6TfnOaC7yQX6EDd548I+Yc8/vkOpHJlWKCx694f+Hdx+7HF1l3tDGHUZ9+jF0Fp6GMfkAKiN2QBO2BU3U2ad0jujPPwF95C4knl1KI78X2kr90V0dj87aLFlpBE7AMcrL6Qjcxqg5/g341PLqMyuArwSrorogasJ6qn7K78cJ6CeHeCftAIG9CW3aTPRWppOJHI76zBAEHt2GV2+/As/ceBmeuuk/8fajf8D8Z69BFjGt0bowjLNOkPWnj7MkC+0w8ohtJ3uuQGXiXnRXnMZUvRuxfyeg3oXYtytZbqdgiN4AXcga1EZsQlfGAYwUEjuP34PaqJ3ozD2Jyqg9qI7bj9acY+ijgWC0wg7jFafQlrofdWQlNMaZyYacpiQLNCYfhC5mLxoyjqCZAGKqM4UM2Gz0NRMh4AiMHIdp2q8s/mUmPdxHpruIWhkqK1VOfhVRf0gt3w+5mO6r5y7VJy51XhX189nXnX/M2MMWIy/nVeYKMdqG4hR/GPOC0VkciLpEW3Rln0FjrBXWvfA7mM27FW3Z9hjW+NHnnmRRumDMEIqeUmcMa90lLg4voSwjhs7uGN4lm++3U+LaT9bFwpDhihFjPHr14YQ99jQQHERFiJkAftKZZUhxWIV8r63QErgzyy8P2ANjzBEYIi1J/w4K4LclWcsmrcrAnch32yCTw5pYGzSWRNKjNNKzcFjsMcHR7x3gz1Y+bgD20X4R8E0oSvRFqMN+Ytq34elbLsf9f/olnv/bdVjw/H1499E/E/Bfi3T/nRgmRj9Q44PxhlCMmqg0RBDDDxWXDgP+aJ2HrJ/n9feV1PGMuceB9kgB/JZif4Se2Y6Fc+7E6w9eibaSUOjTnPDWQ7/FUzf+CMY0O5iyTqM2+Qiasq1l+31F+E5hd0VkqvcV2GKyykkCrxX4bEBZ2B405TiBQylz/PXO2hyAQylPg/7U2CgmCPS5MVgR1aIKH/Nnsz//VxN+onNj3vmAz88t/kf6hDOKKTFNeLDsx0hbDWryY9GYH4nWggj0a1PguncVXrn9Srx933V44ZZf4Y37foc17/0NSd7biVWFYrIpFA05J6GN2S+ZrCoi9qAkejfq84+RDgRhwuRG5rYPHXsBDU6Y1J9EXdx61EYy2K8jlrUZfTmHxJ3TlmYpMc550CgM3g5jyiE0Zx8ly+4YBsts0Zq2H51ZnDRnH1pSOKnOXlTTwMDJLypj9qCBrATeBY6uVAy0ZaG/XUMWSx8V0glx800DvjwzAz7VAuPTTF39awK+quOz36vnLpRLnWeZ/b3Zr7P7k7LMl8Nrk7U42o6xXiOatOkwFREeZPuiLdcdgwzqRCStPrsX61+6ChXBHELdA215TjBlOtB1Z9FR4o7RGhoAaABntq4J3gVNwC6U+G2XKJf5/jtQFGSOgcoQYvjeQGsWemuiYcxxRnHQHuijDohLh/33Ecc+FdBny6AieB90YUQSEk8Q4SDyQCyfXTodKScF8LkUe24kq2ArikIOiQsKQ0q0VNYPesrvJ+DPZvkq4PMKDBXw2dQtTvSGz4lteP3+6wTwH7nxd3jm9mvx/uO34+Nn/0rA/yfkhu6THbYdFU4YqPbHSD0xuqYYAvpAZfNVvTcNCK5kip1BQzKxd+r0raUOGGsKQw01XGtZINwPrcCr916BXYueIwbmj6Z8L7x0+3/gtbt/gij71QL4vHyzOuUwBjTOaM/ltbWnJPRpXaIFBkrs0Jp5RDLcRJ9aAFPaSbQV8URxtCSn6DLkSrQ9iX1CoM9L7GYDuqqcLBcq6OzP/lWEn2gG8Ol1kjshFRn8+ZVOs/uCFVjWRk90Y6i1EoaiaLRXJKBfF4+6NC84mS3GS3/9Dd594Ho8du2P8fwtl2HDe3ejNPYwDf7BGK71RGvRSTLBT6IgcIMwcgOxbbRx4pBAIgLE6HsCgGZnYvccNuEAWW0boQ9bJgntOeJld/YBdOZYEWjvJwvxAPq0rphqCENL4VloovfJ77XmHMZQuQ36C46iOXm/bLPnDTm1NMhw8D3+u1qyDAwp+9FT4YjJtiT0NvAOWi09G3XUcQ68p7Q1P7fC8Nm1SVVwHuAr3Zmvmjk1W/jk7HKBXOL0P01U/VZ1fPb72edV+bKfqe/V19m73GU+bTrsOgNlT10+DHmhqM/xE397Q4odenIckeW4Fp8++BNZncMB7CrCzAFjOIpCLQTwOZCiKcsGLdk2suqGV9twILQin62SzITTGHIik6ZcN7QWh5CelWC0KUPi6FcQc9dHHhRLgCdgI48vRMLp5ch02SAsnwHfEG0lFsNswGcfPs8plHpvRi59L8vLjEgr6e9AHalGLxEFZUXX9xbwVdCXm5wN+MR6ehsrUJLkA2eL1Xjhtt/hoet+ihfvvgHP3nEd5j74Fyx97T4sevlG1OXYYajaB30cu7wmQAB/ojkWfTWBkupw1OQjKy54aZ0p6ZDkKe0kYGaXj6nQDd1V4di79GW89eBV2E+v7YX+KAo7jOWv3ohnbvoRjq9/EV0lHqhJOY6SSPpuKWdBciLA50xI3gL6bK6jORBNaYdgSrZAqstyCafcWuCBMVMKmiriMNxWReZ7F7UET+Iyy5hWwGlwny18XlXYf0URxVO1j4rK8AXwxcpjnSDzdJzMVN5YNdaM+vJYmIpD0VgYKINyyMn1eJMG6Vfu/BWevvHHePxP/wsLnr0aqR5bMFrrg7ZiGpRLjsGQups66Wrxz09VO1E7+WLc4Eiv7lRcMay3JuvvEPSxK6CLWAx9+EI0xK5EV/p26mib0BC/k0DgoOzInqjnjptCbC0BRjLxSyOpQ2cdQ3fBMUxU2gvgc2pDTovZm8OM31pyznICDF2UGQzxeyQ0x4gpkkhAMgaaieGP' $Image_png &= '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' $Image_png &= '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' $Image_png &= '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' $Image_png &= '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' $Image_png &= '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' $Image_png &= '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' $Image_png &= 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$Image_png &= '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' $Image_png &= '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' $Image_png &= 'JxbA+8R8uB78WBl+FT+jxI8M33Mrok7PQ/y5BQR8GiUaQNm/z3RYpsamPtVJ63ZAY/BFgG+So8P1pNtqsr1mWI8yVt99Jhiu7wT4cs2cQH8J8EGWKQy/uy4Xsd7n6IbdhSdu+me8eOu1eO/3N+LwsjfhdmI5Bir9FeiHav3I5EMx1RypGbZSAEVlkuuDNT5fiqRIrLywgKY4Ey6+c3S1fdGa74W6LHec3v4h3n7sagSeXYIusn85QKpLJFi2JmCsXQqO5LJDCzHZkcWFWYiOqnCN4EnwMsfzt/8UL9/5M7xw+9X46Omfw3zXWxiucsRwpZ0CvmTRStieFC6vSaELGbIVNYkmKAjdq+qZaArEQCkna6EL2nPsyRCd0F3gfIkdNqab6QFUe7Y1XcNTmiksbbDMUT0FOSdoSTmCi5VWGqLYm34Yg9kmdCvpngasQ0cKF1CVLe3UeYLXcfU6Cskuk9w2ojWXn0e2010ZiuaScLRXp6K/zVAbkwOA0REJ4TQAjIzTBBm/8bo0lldchol1uV2+Zo6//JaMuMFbENAn/E+IK0oQIeD30ePoqkpEb2kwRmiYuzMc4LDrY7x517/irbu/p8VQhJl1xuxDvd/XdKAWosJ+Dlq856Ha+VN0R2xGTcAGeB14Ey3JknfhT+PqgLFaaxREbkZfmaVKUw8UOOLrWb8BV55K3Epxk7r408jyZd9FStLVWZ0rUshaGL5ouoAkAF2paCKYpHsfQFMiyUHaeXRkcFHzsyTstzndQjVbxHhLCc7BUmc1/ALyFb6bucg3ooXeZieNfE+RP9pLYzUqTZixGD/pj0telaGz/ubr28fpr7suj9llwDeMKwF/+qBfH0si1cQApgbaMNxWhubCWDRmBxNwA9Cc5kIjSKBPtaFhdEBjPMkJvaIMhzUwW/0M1r/5a2x45zdw3fcWeklwpCykAL3kKyRbz+PrFhKUV6DI62tVGxX1SpnXrfF70RK7nyRuDybKnfTgvCvbVtl9eQwNb66LShhUJ9pg0ezb8cnzv8KepS9gtDKQa9KUzJhg70PyE7oLoxkn0R5J1u61CjkXPkel53JU8POSLT5TYI0++wUqA3ejJ+UcUu3XozHmtCbhabUrEqgcj60K+Hn+27QGQgOxJtF6tUbypLjsQm7wKa6zQM3tqUiyRVncaaS50UC4bUee4xY9lJVzAdud78F+9/s4u/Yl+Bz5TN+/yHMH0uxWwWHrKwgx+UQlkQucVyDDbpHWYs723q4F3NFbwQG7EvB1i1zWlwD+9BT4W6fS3wf4CuzCFuR5mUIzAZ9NqjSN0rXn5EkLs8fCtx/BUzf/qwL+6/fcgP2LZsPFZCmBnG5/fQCk4tV4kwHwRV9H9PH7yPAF7MfbojTuvlzSqmOOKMMXFif75W0FnihJsEXAhU1454/XwmLrmwoCoptfm2CGix0JGG6hu02wl718jXWlWzbSlozeulj0Vyfji5cexOsP/Bov3/MTjedf9dE9aMw6T5bOCZhrDkm+EnE1NHuji4y8OGqfMvySyP3oLrIhw/dQiQWpXStAL9s7LXR5RdZZcggaUiXUzxJ9RU4K/HVJvLdEU6DRFwVBOxXE+/PPciHtxUjhGQznnuCC2qt7+d0Zh1EXs5MMdQdGy0V6gUw0/zSZ/QU0cZLncbJXp5zVzN8OGsDe2hg0FkfqHrqImQnbHx8R8J9SsBf8EdfdMG7TYzl9Gb43AoKxXb6Mr9emz1w+4NO9+2m2L9mX/R0VGGrKZP8Ea2x2c4Il3dvNWPP6bXj2F1dh9u1XaajeJFl6jecyFFq9gzafBagns2/yXoaGgPVw2vaCRmWJ6FxXLj2aVlFcPI80j2WoSTqEvoILmqS24d07gJog3c4RrRUpc1kQTGYVeozzxVQTYUrJtDJ99qrGjyipoi9Lw0YzfA7RIJgTzM6jnYZZzn8qCeQyXnL4PlbthymptVzipFFCTdEHVZNfKm61xZigLdlKAV808aeG6tklfewfQya0bnkZ+1M67HJX/9XXFX3OZrxmPv5Ll7xW7mUm4OtYCTGTLQOVMu7X/Ikuzpu2oiiSFB8aRw90pLugN9sVgzlOWlGsIeqkFgZJcViLbR/ejo3v/g5bP7gNhb6cn4VSovAUPVOyevsFSLGeqwXmC9yXoshtOYGZ/eZLzyh8u4J+UxyZdvguLSk6UUFvN9caktNSGEZSk+mgYF+f6oCDK17BO49dhy+e/6WGZKpoWcxxxNssQYEnwTtiL4ZSORZhJGJeK1HsuABFTguQ57CATPprBJm8g8QLCwn2Z/TeJdSyIfoUst220fAcQLbrZhT4bNdEvBzfLVoDoTb8qOrcS8nDPD/OHX8Tjb9nh6Ay0RY1CWeQ6ryBf+MqpNusQ5bjJk3S8jb5EqfXvIyTy57GeYJ+zDn+7V7bEHlmHuw2v4iQ4x+T1a/QWg4C+FJmUaJ55FwA/VUck2E1xOJ7Cegr2BsBXxYvr79hGun1nQHfeOlkk4nDpg/ZDIBvcBcNP+NNjnHy99cjN9YNqz99VgXLXrjlGrxyx4+x5dPnCPjLodm2dMu7K711C0fYvcTgd1V4oafaVxm+JGRJzUo5iK2JPormpJOqdyKLsbPYBwUxFsgKO4M3H/sRds1/FBN8L6lUX0UmMtYQieHmRD2wlUidifZMdqzE5ueggi6ahEI5Ht+IZ2+9Dm89cqNWznr3jz+G5d45tOYhuFjnhuqYA5qMJfH5k/VumGr0RJzz16iXrFzZ100lGLWHqfsv0UPC9AXwu/JdMF7jj94iV91PFoYvWwXtORZoSjmtB7+S4VlIN7I5QYBd9Lv3oyZyG4byTyrgT5SbYbzCHO0Zh5AftBr9JaYY4HP1Kfv4fiboKThDxn8c1QnHUcZF0F/hh+7SAPRVx9KgpXMMOki6ew0MjpdMoZEJjpWO25+CyF8L+MafG19vyMicwvi4MEYylIFmTbXvLAjSWPWBXGdVIRTFwNm3XoW37/w/+PShf0FH5D6MpxxAd9BKdPgtRqnNx2gPoYsbtA37596l++rpXusRavkFUG9PYLehK75RQ2bHKxyVmS95+edkZW4oDjlMg+iuCVMNyYaCJ3UE/FYCVWWkCXIDDqqYF3rYLwN56KkKQ4Y/x5WALwe7XVmGcamOP4nOLGtVZZ2oDdBDxO58e43Xb4s/iir/rboP20YW2J5EQ17or4XbLw7UsAukiI0AvkEu+FJ/SpfNbH/lNbPPL/f9lc9/2zXzeXk8E/C1KeDLmA1zuDpwsa8aneXxaMwUKWMPMnmCfao9BrKc0cO/sTeFBjD2JPJdN8Fq3fPY+tFdWPjST2G65lm0EkhR76VFYhJtF+qWjZzNiIaNKJ5W+KzUWgf1wZvRFLpdBfDEKNRF7UZfNtdOjZuCfVeeHdesGeeMOxrS7dGQ5giHg1/iwyd+ioWzfocIaxrZTEeDzLXHJkRZfImGyL2YyDNTdi9ROVUey5FvOw/pFp8il8ZGDka99r2OLHoDkvEtIZR1kfTUaLgE8MtJEjKcNmg4pmBLru92TRSUyBuJrpE9ecnmzgmSGhuJGG9IUBXWisjjSLaX7NmlSKMnkO26VXWa4uw3wHLLm7DePBtnlz+jiYaydx968jP4H3kfMebzkOvyNUq916jnkWS7hN7KabTl+3Nh0kOUGHyOjzEh7jLg8/F/F+DrJTegk4dfZELxNr4J+BdHJDSzFQWJXtiz8l28/uBP8dytBtBf/tZjsNr7FQaqArXiVS/BXQB/soUATcCXx71k+T11gbqPj/YYNJB1SVKTROmIvEJ/iSv6yv1QFGeF+mw3vPPEj7F49m/JCH3IiE+gIvY0evnzqa40jLalYqR1OhGLDF8Av7MmEs1FISiOd8Onz9+Dx3/7fTx35w9pOH6CNZ88QNC+QFB2UAVHScSSWHmINk6rL8qiD5OJ0L2PPYrK2OO6tSMRHZP1fnpfsrXTU+hGA+Chnkh13FmVVBZ235lnheFSglWGuWZwitdSQaYu' $Image_png &= '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' $Image_png &= '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' $Image_png &= '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' $Image_png &= 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$Image_png &= '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' $Image_png &= 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$Image_png &= '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' $Image_png &= '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' $Image_png &= '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' $Image_png &= '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' $Image_png &= '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' $Image_png &= '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' $Image_png &= 'Jibha6ySVaCPCleC/Gbr1qZ2gpXBJDORW1DmrwyZFagP3+CogOU9TDr5Gkp8VpMoHcVVrpXO3MsoiD7PeUI2L2LA+TNOr3BEev9kxxYW5Lwbbs5CIz04ZVB103PoDtuAqO0P4dy8H6LRbyEN8HtG1Aq9X+cz2Irsi2+blo4SOlBNMpR2EpVk9cqQa1Cb1Lg9NEpb+Kz4DGhAlcmjuH1LHMlXyinke6+l97WG93mH9azN915ixVYFl95F+tkXkePMcXYOMpyeQdi++2g0FyCH5zbaRmxSv4pJesVKTjAM/OOAr8EffP/9DMC/P4j1Gn/O8d8G+DNDhTa8Bj5YAiaBYKinDHnJF3Hh5Arcf/PnCPifxm++8WE8f/u3Ee1Fq1wVjoG6KNPUkTzyRGeSIzWTDH+qOwuT3RmY6km1Qq2q5GNoTTtqO+ktZPdj+WdQF7cLQxVuBAdvLu5TlpWh6rdXHvwKgs7Otybo3fkqnz+EjsTNlnM/kbkD7deWkx09jrqQZcZQBOZtxbTadC3Hhnsc+iSaiGMEOwJZd0kYWrK90FvAfyf5LJnPEXhveBKv3/JxPHzdLDxx04ew4NGvmhs5We2G7ryD6M3fAzQ7oytrCxoT16KFRqc37zC/Viqno1WftN1DzryFF+/9HNa+9hMMVirjJBKlcSdRFE1GHHMMLfkXMFhzhQv6MrrK+L7Wz8ZIfZBVkXaX+TmE4IovWvaKSsoHCvme7FfVu305buhMd7YCnICDryP05Dvm1ktJsIcGt79UVayBaCJAq6fBSEsuJruKLZUSw2Ls0u6hJ2BVnjQIZGfj/VUY7CxBd3MOOmrT0V6RiPbia2inJ9Gc44+mTBqnnEBUJ3iiNsEdgceW4rnffh733fAP+O03/w53Xfdp3P+jL+KF238A/2Mr0E5Qr00/j4qks7xnsQTAZAI/gZDPv7nQj4DvaWm8KtqrU0FR2nkDfIV02ukBjTdcxaqXfwXPA2847h8Zfl36CUttrYw9hHEaR90PAX7ltQPIv7IVGd6r+X6XAb7UKhXWKfKjcQ5daam6Vd4vo9LrRRS7v4Ke6HUkB4vQm0RvMGEDyv3nm/6LUihdl92Jx787C5uf/SGmyDDV66A747BV1g7n8xzit6M04D30pOxDT7o6Yu3FfT/4EC4dWkDD7ubIRGoKpXe3x0iDVfbGbEdlyDoU+azCIOdzytklJreg4qwpGoQM51dx9M0fIcVlPtp5TZZySZAfqgk1sC+6ehjF4UdQHHoQ5XxN89pAwN9FsCezD9mF2sh99FwdBY1KdVRLTt89T5j4YDUNnvrQVl2TPs1B9GTsB8rOoDd1PwkTSRaBvSpotckTV15ZZbo2jREbTG9GCpZp596wGLgKmuLOLrbQYlm8O3pqko1UjA6rQlge5DhGRxUy5JQaIXCO9du8as33tV4YPbF70MV7UO78Jtze/D4Sdt+PoVgaIP95aI/mM4pYhQzPecSAbSQ4+zBGj16SzUqP1aa6WH/9tS2oCd2EyqD1KLq82toVSjStLYGGM5nG35/fD9qGJoJ4jtdC5F8ioF+ch2Tnubh24GELmxWefwlJx55AstNzliUoLxSDpQ5SpFRMDvWpmAH6PwzpzGDjXzDgz4z/7PiDn39/s4//aXNPio6jjSgjk0wMOYa3n/oZ7rr+47j3+k/gsR9/ETsWPEIGG2bsXk1QeqsJuJ3anHOEc8Y70kkis8haMmlRo9FR5MHJcxKdSQcM8LuS9xN8D5j8QDNBtCRyOxrJnsfrQ3Fg5YPYtfR2NGWfQnv2QS70LXzA2zCYshWDXLBdkauRcOJJc9266fpLoKy3PoXn3InJUU6+0TFiPVnsKNnsMN3P3mJ0V0daSltdogTOXFB4YQOOv3UrZt/4t3j4B7Mw55f/iM2v3GBsabT8LMYqlRZ6GMOl/PdTN6IymiwoYRMmK89ZxodK8aUH00RWknhpNZ793SfJUm+2EA5RBc25F5AfeRRFMSdQl3nemKBAva/MG8O1ZPw0AP21VzDZEYNmsnkVII1VBpsY1mCJL70Ijcv8t1xMq0e6+xoSolPXoGsn3kbWxXW2R9GTRiOVewndhQTrjIuoTCSby7yE1kJ6YYUhNCxX0V5yFR2lEfbaTgPYVR5BAI6gEQon0AehNdcPXQVX0Jnji44sMrqQo3De8BJWPPtzPP7TT+Oxn38KD/7kE7iTc+Dlu2/Cyufvh88RskcCew1BvCj2ODqLfQleqgBNpcE7a03r1QVM0tnSXppojUY1jYI6FzUkuxjwKwaOliisefnXuHDgzfcBv5FsWyEdMecx3itJTgvwqyIPWr/TzEsEKn6vInS3NWER4EvKuMp/CRoC30V78HzUXnwR9ZffQvLRx5Fw5DFkOj+HSt95qAqcj7arK1HoNR/BO57CSz/5MO7/yiyM0ePooaHpSj+CgVw+t6jNBNcNZMxrLBTSmnIYYafm49nffA5Xz20wY6tait6ii1Y7UBG/D600Fu3p+1EaSoC6TJYfexSp51fg1MJ70EqioSSCYXovRZdWItdrBbK81mOM9wjN0WTSF1EedRyFYfsJhE5IcFuNgoBdlnxQG3UUBX5brNpUNR3KxhnMPYvQIy/i1PLbLBGiLoYAyNGSSnacshM1UesxSc9UzUykNd+pFEyy7tLLS2nslqDA6x3kX3wXtWGryY7fsfx7sf32uP1I91iOiggavhQPztEcrq3W6RThwemWizyIFeND2vjXF+P8fisGGuJQE3sYbRHb0Ba4CgME/Qtv3wDXN74FZG1Hrd8b6CWBKvUnOF9eQEwguSp2hirTC2nApECr+6+4fonfCtsPyfFajNyLy5F49m2kn3/PtPCrrtB7IuDXh+5EddAmfn8Bsnj+ic5zbHM2fO+9yD33PPLPvYDo/Q+i8PI7XDtH0VcRTEwgGZpyCBYq3GmvSkv/4Ph3AP99wyCw1/gfC/i8aHtofCsrp408THWiqzkdxWneOLH5Vdz9Q2mmfB63fv3D1vqwKtkDHWUh6KoIsW5X7WSrxvZrIy2sQ7pElq+NxkTrWFQeSVeP7FgLs5XsvjeLLjatuxQKa2kAlIqlhsq5V/djzh2f5YLyJOM9bXn33Snb0BW7HuMZdGWDFpmokwxHh1hf/Dky2FqMDCmcQ7AfoeHSJSl1UR2DxGwHy8g0fW3jqSXFBV0Jp5HluhLH5/8OT1z3V7j767Pwxp2fw6mVdxH0uehzDhJ4D2O8+hiGKw7QXV+KugQy/dSd6M8/bixEqXwyYkrvLInah+du/xReuu8riLm0EehKRH9lEAqjjyMr7AAKIo8Q7H0xUKE4/CUMVPujr8YfXfQKeioDMVwVgn6y4eHSKyYWJW+kR/H/Um9LVVN8uDv7jImFdWWexmC2s1UeZrqvRNTJ+Ui7QFBKcuI5efP8vO33ZQjV6d9UJpVlQ0Dp5t/uKfZDX5FjdOdfshBLXZILUi7vgOuW57HhhV9h7q++hNfu+BZm/+LLmPPbr+G1+6/De3N+jdcevNnqMcpi1Wc2noAfauEcsfsxslMiIxl+KrJCT6A00R3jrYloKuC/yeuTzpIYflXcaQO21ix6L9OAL4ZvMfzmcJTwfs4Afi3d97FyMvxMGrHEU5aVIsAXy5dQnQBVlbcC6m7JJPstRTvBvPj8XNR4v4ZKz1eRdeoppBx5BFG77kDikftRdflVVPvOR8kFGk2y7IDNT+Lxb8/Cle1zAc45hRJaEqQxQxatBttqvZlx1O7/kffuxqM/+Sjywo6gK4+eTcIZ5JJ5N2U585q3oFqbu1mHUaDNYzH+tLPI89uF+Xd9jV7tZZQHbrXQBIrcEXnsNaS4Luc6IIsOO2xJBzn+O3htu5F2kSybBkKCYfLupMxZF3PQekxUhm8Dan3gueUhGyJOKiiruEb2HrXJwL4yah0kFteTuc/2LVpovFoi+DcDlqPlKr0cAr5SL/M837LUyLyLb1kOfnfKAaR7LTMZ5dbsy+b5oa8a42rUDvVxENhP' $Image_png &= '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' $Image_png &= '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' $Image_png &= 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$Image_png &= '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' $Image_png &= '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' $Image_png &= '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' $Image_png &= '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' $Image_png &= '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' $Image_png &= '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' $Image_png &= 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$Image_png &= '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' $Image_png &= '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' $Image_png &= 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$Image_png &= 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$Image_png &= 'CY3ha3j8JQtGqM87g4LoHeYiK/JZDpfqHFGwVgcuQ8LBF3H4vS8h6dRbNjar+XtVUgGRJTNYetZcXUWBy21tQgJO5TIUVSVtXs1N2kv4u9R5o6fkjLnYNF56szjm1QiGQqnEbyrKfKbw+0yFy/NVVF162bKFq6+8RuvlaWTuVyTOU2jwfJ4a/tPIP/kQKrwpFGi9qFdDfS6tB1opI4MN6OunEkTL1antLxtXCVZ3Avtx5H7jlgfcmd6HP/fAH5U+FYA/Ed1q/0elm59LFOMAcFhv8H/uGugT4FOLRRf6O8qAvmKkxZy2OP3N83+KH/7z7+KBz/8Ofvj538LrD/0lQYFAXXrFFvtUVre/glp+PU1Ulxag/BF+ajaSryxHXsgGnNv4BPz3v4KRsnO20ChNU/VqFGOu0E3rnEWtSP7hBmr5paoImH+KY9bD4vQV461Sw42JG9GctJHgPwspHm9ZXLaaYTclH0Fz+jlUJl4gYCUA3dT2+5v5FeXbH0C/aqJwSEu7sXwEIbkNcSeFXH5NR6+njs+JoZ9ArJw1afgCfLMW5N/XsbZQrAgnmvt1GWgtDifQXaaG50WNd7e5eHqzDlg2rRpMt2fSTE/jNnsnv5Nq0u/GCDVg1ThXvXP1rlXT9GoKhjoCfPk1WgcxG9BJAdCfs8/KLitLVcKj4fompwhbwgYD/+rotZYLII1S/V/lJ1YlU/nz1d2qv4BMC6ublpSqcRb6LbdoH1W8VE0cuWq0oNtWdBYjDYHW11Zx+IrNL4naYb+H8ifc7S0FbvVpe81FM1ihOvuOVp9PrbqO32vQ5WE9gbVAKx+2kn1qqeWqbn5b/DbUKq6e4N+RpFr2y1BwdREaIzdY2exOCsnwrT/Bte2PoSloPgqPPYvUTd9F3MLPo+vkEyhZ9++o3PwtFK//BlKW/zv2P/mHKDz+Mmr9FqKV378xbAOaeK8eK38Ez81Pm+tQrrHqoIVoCZtvtXW6Yucg9xIFh9fb6E1ZQatiOvyWfxHXdz2AnOMvWKy+1ossIoogX0ytvsJrMS2ARcg49R7OL38QXmt/YpFEKgbXl3OISslFs+KUaazfriCIlhdBvzRsnSkBir1HlWpS+dIa9rJ2kh0lZ9FbqrDdoxgsoFWVvo33yt8wbB7KCPhNkQusNo6KvlV6v44yAn7p2aeRrcijE4/AdfYJ5B76IQXB86jynWJWQVnEalu3UatGmhJkKia0YFU4UKPd3JQc5eOBXqz9tyS9OZbvkW5i0O3ZHXTh5vHv3wt9KgH/Vvs/LnKuL7CTn0K+a4G/3iCGDQ4RIEe1fLVI7HFxW4HMGA8kBx3Axrk/xcP/+gdQLf0HPvdfMPupLxAMTlv7PFVolMZv/vzmUGp4QebuqUo5ZM000nxWIOTI21a7RQu3XYr4SN5vWaXu7NIugr27i4+7LZ4WB6WFokbWwyVql+r3ucHqy6sMcY7XDGtaougVRQQ1JhxFZcxxVCZdRl8NzfLuagquZo7wHiuPLG3HAfZByyoUO8+De6jK3xAE3GcAP2oZjB10pukT9AfUrEXa/kgLehvyUJ8fjvaCAGpsXry/44g/Pc1pzk0B1Zi0jpojrYBcarzpW4GSo5ZspRo0fUUnzNWjyd+ScxhN2fstWUkNViqjHe7K2UNLaBsF4g4L75TWLOEnsLfSxMk7zcVVF08NnM/Y4u0zlNV50rbdOSehNoGyAHKuLkSezwLe13YDY2mYSspShVTVnR+pC7D4/XoKDFlPlfE7UUJBYfH7ql1PgJNrRwW+SmI2IebybORfW29Wivr/otUX6sWq4+X6KQmlRRJBIUSBUUMg7IzdiLrQZdSy30Xx1fm2v4eWmsoQhG4jqF+Zg3YKuzJvuTQWoOLC28ja+SPEL/lXZK/8N1Rs+jpqd38fmau/gitT/xqn3/lbnJv7VeSdV0nghdj82j8jZN+r5kOvoBVREbwAjaHz0RU9D/0xs1Hv/zoyPJ5Hse+7QMFG1Aa8jqgN/4qS4z9BzTlqyT7vodFvHlpCV8B1ZR6qKZCKPWYh9fDbCNz2rPX1reMz0ZqUurupLpRKbKgctkJtC4OXWBJdtt9iZPgoIscTaPSnMuQDFbzrK72IoWpvtPG595edpuV31NZ7KkPmwhU4CxV+0yxnoMj7beR5vm4hmNV+7yD7+OPIPfoIinifxcceQtGJH6Pa8yVq9m+jMngxSijo8yJpXan5+HAt56/KkWi8O+tSmuZuwHeDvHh0+hvfksYedNsDPzy559VYvhXQu/le6BMF/Huhj/qF7oac6wvknYVKabhuwBNZe0A1CJf2P9iO/rYKgmYZqvPCEO65Daum/wTf+8ffwXf++jfw2L/8f5j9xBcsYqW7xCm21kVTuL3kAic9Qb8tjPvOoT5L/VhPUeM7b+WVy6K2ID9oFXpyjtvEaU8lwBMQCnyXWIieIjjkzxQYFlLra6OmLPeBEoRQR4FCTamU5n95+AoM5RxEjud0BGz8MQouzUJnArVgWh6NSSfgijuNhpxgqLWcsoot/LS/xYB6YLjLXDjOkOfXJbtLphiZ9cPno9o8BHdnYVfPje+NavtWjoHPT9FBTvZvs9XZ7yoJI7BfRmXkdlw78oZVb0QJNei0zdR4t2KgYK81dx/K3Y+hgmMEDQ8raNZbetbqyrhSlCG7HV3FiqsniKdsRFH4YgLtLloKO9GduxdNKVss7l+CoE59eKktq5CZNHYrbkbrSQlTYhXoUtlqJWs1JO5CCQE233eh1fBR1UllygrUh2uuGsgPVl1FeeI+tBV4WLhseex2i9BpTN2L0igK5/gtViKgOmE7KsgD1ObV7H2wlmBf72nx9/JnK+dC91GpNoqxtFwi1qH48ky0R61Cmec01AXOB6gVt8ZuQvKpqSjyWWYtH20dImqbrUUUBKxDPa2VQSoHJWemIGPzAyjfRa12x/dRsOVb8J7xN4jZ+gMEr38YKx79DOb94I/gt+lpWoUeaLmukEYCdvgsNARPt4qZHWFTkXvqcWSeehaV/lPRn7AA8du/hvDl/4Ck9V9Cwe77UXrocYL/i3BdehfNtFzSDr+KK8vuR7rHDPTmnrBuWwPlnrYQPlJ23kIv5VrL8ZqOpoSNZnlpobacVs1gJedCox96y/lsanwsq7kj7yQGyuQCPYuhcoW47kBn6nrUhM9FFTV79aFVw3EBf/6Vt1Di8zYSD/0ERReeR97RHyNr7/dQevwBFJygpn/hZbTErUfFtV0opCU+3JLHsdgwOh45jwdovVqypQBUDh0H7N1jfjzfke76wA9PnzT+/UoCvsi0V/NvC6wcDdYpTeAAnnW7Uf0QgZ564w63oL0mE7VFUYgNOIiV7/0YD37ud/HNv7gPP/zcf8OSl/8dZfGHLGGnTfXz28PQVOSBXgKIOhcpI3eAIKJuRarwqHIMyd6LrZmK+rc2Jx/ghNmJ6shN1lS8LmotUHwcrqjV6Mk9gBoCUxlN53otvFEDFSgNVVywRVBpqoPZBLfodbiy6gcI3PQotaQVnDybeP5uVMdzgqZfQXWGP7prqPkohHOwkd9bDZqdEEzT7AXi9nD4/fUsRoFcC7UW+WNuHEkE7jbAdyaNJo87e7lP5Sp6qtFXl2bZua74Y9YUWn0ALq57GFWRK00LbCNY96RuR3/GLvPLq6E3CAwC+6bcI1TOCCYErIKYVahO3YRGan+NqZsp5JbS2lGz+E1Q/1zV7lGnLQkAFzV9lSZWhUplO1v5Az4ndcRSlys1mFeWp0I4tYhYGryU4LTZLAO5XSritllYbH3aYVuAlztHHbSqEvaiKnG3ZfEqrFB9jIflhqBFoASitpyjBvjdFFr9rvPmllIYomOdObV31DdXJSK0MFvlPx9VPjMwmMD7jVxq7hPfjT+xcgrV0XvgilEdnvPoKPCmwnAdg3XxHD/XCZqxaI2j5eM1F3WnX0XWhm8jff3XcX3b93F+9j/Cl7/97O/9Lra/9Hn08rO7+dwKfd9GfcwslPi+gr6E' $Image_png &= 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$Image_png &= 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$Image_png &= 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$Image_png &= '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' $Image_png &= 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$Image_png &= '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' $Image_png &= 'Nh+ziq8NV/LcMg/ew2EDfi3aauFZRcyqCI6FBM2C4IUojZDPfqUBvHzaSuV3tuvNAhDYG4dTGISsQIn/IpSrSFgoNWvuL/GbZ5EtWRenEtCoVatoWNhqauME7LD1SD0/B7um/TuFwRZrStIWv4ugtxWFXgvRFLUZGWffw4UVD+DagZet6JgWhWU9yA0iMJcrSlU1KyKWW1is6taUhSwxkK+NoaVBbkhci/b0LRb62ZOzHUOl+4HKw9TiT1JzJ8iXUfNWN6iKgxgo34uB0t3oK6Ymn7eVgnqDWQLSyHvyuW/0GqpdUxe/klr6BlsMrotfTjAneCeofy//JrirxLOeWxMBvzV5I1qur0NrEr97DO+P3By7zNYrmqJUKmKWafUNYQtRcmUqMk6+gOJLrxnYK2NW3BA01Xz4pV7voPDyeygPXIQaPqOy8E0ULDtpyZ3HUFMWhlXyekCFAdXvgGPSxueQlUVQUUErLMhh7B7jRu4hfqvtLxiNnbtu/rTSJOD/HEnjwuEPDhiHtXh1kxW2Zjy6wIUhuX06nQbjPeUoSLiE7MhD1NovYqTKBypu5orbbGDfRE1b8e4t2fuoxR80cFfNGcvEJBB35Bwyl0Bf0TEntLPoOI87fCOTV+WGmwqOoaHwGFpKT6HTdQ49tZcx2OSHkeYAKne+6K25Ypq/okVU2bOn4oItKgr0rQrjaNekYYViVp62UruN1JIVKqkOVtqqOJe6TxUEzEdx8CIDVvn45QoSKxa9ihq+UyhMGqsqQK6gBq7YfGqt1MDbqPHK9dIYTU2bmnl36h6UBa9Ckf8KxJ2chhzvZWhN3I/qkE3U8rdgJPME8r0WwWPpgxikwOu4vpMWwRKLfa9UpI7fXAN6WUxlkU4tfWnSbanbTBBJMKkRel/ebvTn78GwwjBdRzFUREAvUPTSJqtB05pBS4bckb2V330bj9+O1rS1aEhaYdseau/dWTyOoN6YuNJq1jQnrDRfuxKgutM3299VERR0IfNsq4ietqQN/D4qkEbBQA2+yHcGyoMUfTSbgnAeWmOXWMSNkrxKvNVqcCpqAmZYyKXaD6orVY3/u2gIfM+46OKrSD32NHLPv2W18wX0OX5rkRWwzfrK9lfFcrwVY6SviYqHXDdy1/Q741LjlMjtBnx3MpWU919WmmjuflppEvB/zjTRYLnJ7wf8G3wjsoH/D3Ci9XVgqKue2F+B/sYMpIYfQUb4XnSWXEZ/5SVUE8AE9qqNonT5/uKD1K53UgjsIdgfRT9BfYCa/0Dx0RssN5A6SqnpRUf+MSvjYIuCxSfQQtBv5P5mLRiWn0N31SUCvScB/7LxQC01fb2mZq9Cb1ozUPNxCRHFfqsmEFynLZJIrMVl3ZdK78q903id2m6aunRttWgehW26otejjNq21gJUUsAif6h5a7G3PnYDKqhpF/rOtcJnRdT0JQSyPWfagqLKAcunb/1ZA1ZhuMADTWpKknfasnhTT8/Exlf+0fq9Vqtuvdw90RsM7OWCak/b7mj3UQRmCiXdo+rpVyesxXD5UaD8GIZLj2CkjJp85TED+b68nQR6ArE08jhaILFLURdNIRK1yEC7KX4FBQs18lgt8C61raJ4xFpbGMjYhm5q6q1xq8lraY2s4TG0IKKX27Yldg16KCy7KQS10OzOHWjm926L5jViea3IxWi5tsiSvupCZ6E9drHlClT6vwdXwDRUBU1BkfeLqAmcgrrgqSi5/AYyzryAIq9paOGzbUncg5KQrUj33YayhPM0KFOBbioXvTWORj/QTq2+B8NDvQ6PAr7gTjwW7H/VAF/8aaRJwP8U0QcHzU2Q55S5wQb43Gc9mzWZBocw0EtzGl0Y6a0F1Wr01idb/H521F4nBp/g3JixF/UpW9FA81+Ar4W+1sy95lrpyt1rkT2DxYcwUHTIyjdY8hO1fgf0j6DLXEEnzDdfn8VzC09Zbf7uSqXqU6N3MzV7FXRrpxVhTIHRQiujOWs/mjL3WF9ZlX0W0A+XnUBP/kF+/n6g4oSx3FDDJccxVHzM1iBUQ6g1bbc19VBbPSVxlUfKjbLRFoJrY9db5I0D/tSG03agZbRSZHHgYmvSraxddfEqDaPgCN+Erqzj6M1UvP5urHnp/yH94lwU+DqCQfXwawj4uraiiwT4tYrPpyZfTfDtUAXTKlopVRRWpbKM9mGk4gh6qd1Lg29L22j+84aEFVZGWADfHLfCQF0RMQ3XqHFzq4Sv6jBq2dw2EpzFFiIavQxdiWsIzistXLQjbg2BnZYLQd8tFFpiV1nyVnv0GrRRELaGr0JTCIVGyFJUXpmBgnNvWBNwLcQqMcylBuL+BHm/qSj3fseSqYq9X0H6mSeQe+FFZF94BRWBc62cQ13sNuQGrCfQb0Fjti9oMjogL9eNejvcqGszygR6x/XIsclxqREqHgv4n0b4++B8+yDfDU10nvjTSJOA/ymi8QPG7cIZC/w3mcfwHHdDcE2xAWsK7kT2jPTXYKCzAG3VsShJ9UBZslwzngTfk9T2D6A5fTca0giEWdQSC/dQ699v9VM6srabe0KNNJSgM5h/nNrqCb53zGFl8VIQCPzVVUvROUruGqi4iEH1lR3l/vILVuNHBdR0rCJKZE3IdaQoEpVSqCBYacGxJd2JJlJNHa03yNUjAdCjHqpFSiY7PZqJK5fQGcvU7cw+ZNfQeoDWKuTqKQ9fYYvBei03UFMCtd8kghbBXq0LLRM4egvq4ncSlA+iInITrh2dYou5tTG0JigQGuK3WatDCZk6XqeG15EbpyiU2nLaVtPkBfZDJYcxUHKI1spBtGfSCklah5YUfpeU9WhP3WgavUoTuKhdq4SDslabYpaiOXoR6gjy9RHzUE+gFzdELDRtvPXaUrRELbHXjeELURs8j6+XmABo5ntNfK+e+yUkLMImiMKC3HFtNXklKrymoyFgLvopELokOIJmWY/YRmrzTYHvWbRNxaU3UH75bdT6z7JSD4Ve71jEkYRlxbXNyPBfh7yo/WgoDAQ4fkb6qNH3N970zxPgB4cddtaWnIQpCzIYD/gjo+US+Pr98OdWXn6+NH6+3Y5vRxMdL/400iTgf8ro/YNmIqC/yUND3PKc/sEB9Frnfmeq9fS28z1p/IrqaURvczaayiJQdN0D5SmnUJdxxuquKHa7WSVvCfr11Ewb06n55uxEX+4+C53sySTokpVA1Zt9mFr/MWr/J437Cgj8OUcJzMdNCJggyCMQG6gfsSYp+lvgriid6oStqLu+gxaFA+TWgJwA35iyzUBfrNeyNrRfW2nzzWm0BlKosfN+tNag9QWVBVBSmUoyDJXSgsjaZ8dpIVgZx7XxvJZKEVDblUBwRavY2AZLCOvJO05w3m2sGkECOWUIq8SwHUPrQeeopo+sHF1rqEQgT6FTSQukXIJP9YI2GddQe9cirXz0TdTK5XvvzCDgX1uEpvjlqAqfg4aYReZLrwmfS3Al0MuvnrAEnYkr0JW0HB0J1MyjCf7c3xg1D208viOB4M9ryP/eEDkfrqAZqAycjgpuq0Jn00KYb+91SJiE8JrBc6npL0YbBUgVQbz0/KuouvyWhVXqdf6pF+G6/C4Kzr6OzGMvoT5wCdpit/KeNsGan/tvRE7YPtTlB2CwPZfjpo6aeRMGhlrRP9RJmO+HoPwmnA9jcKCP3GOsImgakwb6GsfkXybAF9+KJjrWzZ82mgT8XwhyTxBOnbGgL81qNIpHjZ0HhvpHgV9HatGMk3GwnX91cvY1mKunsSwWhcleKLx+GrW5J1GTRW0u9wDUEUpNQlQtsZMavhYkpfW1E2xVwdIBfoI1Nf/eHL4mK/TT0cQPms9fvv/BkmPmprFMX277VaslZ4+FGDakbjHWWkJrFj8jexe68vfZ+/Lhd/BzdZxCEp3X1MTlblKMeeEhCy1VxUuVOu4pltVw2ASI9mtdQIvBCkmVtaBwT9XiKVILQYJ4bcI2SwZTMbds/+UoDF3Lzz3Gzz1CDX6D' $Image_png &= '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' $Image_png &= '7y/Ad8f3K7vXHdvfkOSUbVC3rerYjWapWN14Xq9D5/MzWxLXEGydLFlF4yh23omfX4n2+GUWD19HYG+J0eLrUr63DL3XV1sJg9bIhQb61f7TUXjhFZR6qh/sW5YBW3ZlCgo93zZwVymDQu8ZyL08HVme7yHfbxEq1EgmYQ/KY/YgN2Q7skJ3wZVyDj2VUUBLGrG8gL9hFX+PWiruirJRFqzyL7oseuYmcN8cF9pofcewXbsM8HmMRXyNA/z38ehw0Xb0emL3u2Pfvyv60Cd8+mnsc74Xupvz3ceM5Q9Lk4D/MdDP7fvrI93gza37FrRxdvG+bvx90wowS0Ds2PV2gPZpUdfpM9pvbIk26shFS8BCP/sJ/NQWMUALoLcF6HYReEqB9nz0VCeiPtcP5ckeKEs4inJZAJnHzAJoyT7klFQgkNYTSOvStjhZvskb0KR6MkpYokXgZlkHAloVBFNhsPbrFADW9m8rulK32bZV5SFUeI2av6pDKi5elSKllcu1pMVWhVE6goDaO1kNwK095PWtJpBUNqEleZtl4zYkyCW13XrHyj0l95EAXzH2dVG0UmKWoT1uBdpUeTJqIVoiFhDQF6OLwkBNyTuil6EpYhE1+9mWBOXynQaX/0yU+0616pQVftNsW+7zngF93kVq8j5zUBiwBCVhqy1HoPzaVpRF70JJ7D6UJh5FbdZl9NTE8jkT3GlhjajWvAldhda2EbxHtXhaaQq91W+o31wNRiSqBeHaumPix/7+brbfd7yP/Rak82/yPQD+TXlylyf84tBHnf93c777NxrPH4YmAf9joJ/L99fHjZ1AZPlVRfYW/9Ekl85+c2pq0g84AC6tTsfrYLJu3zmeIMA3xGMbTNv307GDfK1mFgOjmv9AC0Z66jHSTTDqEROY2nKsaXVLaTAa8q/AlX4W5anHaRGc4N/n0FJ8wUouq7aOFkdVwkBsawEEawFuQwKFAbfNavitevkCeMXFk1uv8xiVZLA6+lsIzNTS5X7RMXwt1msBvlvjV2E2FWJzg75YAK8OWtoK+N2vVXdfOQc9cg3pOvFr0ZboFDCrj1oMVwi1doJ6UyTBXlm9EcsJ9ItRG74cVSFLrEFKWcBCq96Ze4WgH7QUFWErrPpmXQwtibjNVt5BVlHl9ROoSfdAU64XuitCqb2nEOBz+RwLnTWUoXr+TqpK2cbH30t2esAOjYZQDg71UqvXvhFT2Af4G7nBvrNXv6DzWu+7yyEI6JWf4QZvRxiMAZDR8WSDSL/5KLmPv8kaWzeG0ITkXFNb/nHjunqD/EtEH3X+38357t9nPH8Y+lgA/6PSnW78Xr7YWPqo59+J3Nf/pD7jltfWrlEt3TnG2Y6lD57lnnEfJJ3riAUxgd391xiN8Ia/13h0cU+lmhXHrXjuoXYytf8hgtRALfGlmsBVwbeL0dOahQZXPMpyg1CYchHFicdQnXYcTdln0ZrngbbcM2YVNKQdRH3qPouXb05VQTJl6u42rdwqaFIwSBNvTtpuTVUE1tpfn7j5RgMQlTIWyLu1e7lpDOSl1afuMha4iyUIxLqGW/uXYHDvlyBSz10VaVP1TNXpaYjfgppoh13XtqAqeiuqY3eiJm4PahMOoCbpEGqTj6E27RQtmrOoJajXpV9Ac95V9JSH8NHEY7g9D4OdxRSYFYDcMgMEdz23YeVIaPG8g9suPvce/sxaZ6HV9T52Qm0F2DeYP62bnaHBcTH6+zrENz44KO6a3GNx/Di7HY0951Z8tzTRueKfN93pPsbe6+2Om4jGn+vme6FJwP8YyH39T+ozbnftsZ99u+Puhj54LQfkzSIYx6ZpKsJnmNqhbak5EvwdVl0VCgBl9wq0lMWpcrqDTRgeaMRwby2GVGa3uxBDzaloLQtHVfZVWgEXUJp8GqXUekuvH0d1+gnUZZ6wxeHW/NNQ8/b2vNMUDKfQln0SXflnnQbtBWrUrszak+jMPwGr66PKnrlHbxRta8tVCeYjaM7Uoq1aQR64wcq6VS9eZeDWJu9BddIeVCXutm15/A5r0F6ZsMf69rbmnERL9ik0ZJ5EY5YHGrMvoCHrvGnpVank9Iu0Ynz5ncLQ5YpFb911DDZnEb8LbO1DfQswQHAfbrDnMWIJcAJ3PivLYhVLE78ZPXPjdxjVrG8C/higJ48NgxzrphEbaTOWx9D7jrsNjb3m3RwvGn/ORHy3NNG5bh5PE+27Fd3qGndL7vNvdY2x79/uuIloonPF90KTgP8xkPv6n9Rn3O7aYz/7dseJbveeaPx1bgDNKKB/APTHvjf6vgDKCe2Ty0HA5aTiO+CvEg+jrBDQfmq0/bQCZAlYMhCtgYFSGgq56G1Js0qfjRXhqCkIQFmmF4pSLlgT9+y4E8iKPoasiIPIjjqA/GuHkB97CMVxR2g1HLWF5BJyTcZZVGd6oD77POpzL1K7voymAi+0Flwx1t/N+Z62bczna27rcy+hliBenXkOVRnnUZfL/UU+aCzwRnWWJ1wZF7nvChqLgtBeGY2euhQq5NmUa/kOdxVZLoNZNlrgJrADtHgU7mphrw6PqKLpDZYW72jyJiwpNN3PdyzQ32S3W8cB+knAd3gs3Wr/rehOx97pOu7zJzpu7Htj+W5ponPF90KTgP8xkPv6n9Rn3OnaYz//VsdNdMz4Q8e/L/PfDToGPKOA7ma9/362JcKbPEiwVxKPwN/Nw73cN+oCuqHRdhOg2jE82EKWS4OMUR4hYConQAA6oFK9FQaow92lBrBDbbnUoDPR05hmYaMdtYnoqIpHa1UcagtCUVMUhvqicNSVRKCx5BoayqLRVOpwQ7H2RaK5LAZtlfHoqrlu1+lrzkB/SyY18kLnMzryzBrBID9/hPcxXMV7cWGkl68ltAYbuU8LqLRkjBX37gD7MLr43Hoso3VwpJdPrY+sRXH3d9dzcPIg3GB/4xnfAfDlrhnL+t3uBfDHHnfjWNL4fWP/Hst3oonOmYjvRBOdczd8J7rV8eP3j31vPN3uuPHvufluaaJzxfdCk4D/MZD7+p/UZ9zp2mM/f6Ljxr8/lsfSB/c7QD4W9N3sfu+2rON0PLV/N2NY+/g2eWBAbiH38VpelmbrAKCA0NF6CZ5iA1BliI6ye/8wtefBZnOPOMArgUEhIVYCmZv1t94fIivSRSx/uZv1npu1BjGiSJhmfpYAXC6XVgwNNGOwv8kEk3M/BGyC+MhgFwYHVExMZYJ7MUTg1mKqlbCgkBNIu6GadpCxE0fjWEA3atOMgjxv1vjm7+E88/GALxr7m43nCUF/Ahp7zNhjJ9o/Ed+JJjpnIr4TTXTO3fLt6FbH32r/RHSrYyfa7+a7pYnOFd8LTQL+x0Du639Sn3Gna4/9/ImOG//+eHbT+L9vAs/7wd7N7vfHH3dzUZe7xcO87tjdbuZ7trgodg50rjMKfkRfMrcjBDhaBRYaqkVi20+WxWFasYBX+91aswQGNepBpy+AWEXjnGxiveccpwQzZ61B+8jurX22PtexSnR996Kp2P35KkthQmz0vm8yT7NX/N6jr6WDS6QpbmZgRHCtxVbnesZyiY3jm+R+Lm7WlW5+lmjs7+nm8Zr+rWjsOffCd6KJzrkV34omOvbD8O1oouNvxbeiiY69G74bmug88b3QJOB/DOS+/if1GXe69p0+f+z772c3cDvk3j+e3n/OTb4BRKPX+eAxOtdhItQNJt4RiEZf801lgErbHxoUuArIHYnggOkHAVX7DWztM8Tu76H3HVgVu8H0pgAZd50x59mWLKBVmKMSz3RtN2jejGV3INc+90YozOjrQZ6vsFVeQ9d7H4CPgvrY+3Br7M4V7XEYuz/jg3Tz3u2o0fsfy+/7zFF2vzf+fDfdfI73zrejiY6/E7tpovfuhW9HEx1/O56IJjruw/DtaKLjxfdCk4D/MZD7+p/UZ9zp2nf6/LHvv5/dQOCQe/94ev85N/mDoOPe/34SuFupZn6UvSaGq4Szsj4NMHWKncY3dT+j' $Image_png &= '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' Return $Image_png EndFunc Func _Excel_xlsx() ; $Base64String, découpe = 4000 par ligne. Compressé au format LZNT1 Global $Excel_xlsx_LZNT1 = @ScriptDir & "\Excel.xlsx|8481|LZNT1" & @CRLF $Excel_xlsx_LZNT1 &= '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' $Excel_xlsx_LZNT1 &= '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' $Excel_xlsx_LZNT1 &= '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' Return $Excel_xlsx_LZNT1 EndFunc GUISetState() _SetBackgroundFrom( $hGui, _Image_jpg() ) Func _SetBackgroundFrom($hGui = Default, $sBase64Payload = Default) If Not IsDeclared("__bg_img") Then Global $__bg_img, $__bg_graph, $__bg_stream, $__bg_gui, $__bg_gui_child, $__bg_adlib = False, $__bg_gdiplus = False EndIf If @NumParams >= 2 And $sBase64Payload <> Default Then ; < === ICI ====== If Not $__bg_gdiplus Then _GDIPlus_Startup() $__bg_gdiplus = True EndIf If $__bg_img Then _GDIPlus_ImageDispose($__bg_img) If $__bg_graph Then _GDIPlus_GraphicsDispose($__bg_graph) If $__bg_stream Then _WinAPI_ReleaseStream($__bg_stream) If $__bg_gui_child Then GUIDelete($__bg_gui_child) $__bg_gui = $hGui ; ➤ GUI enfant pour le fond Local $aSize = WinGetClientSize($hGui) $__bg_gui_child = GUICreate("", $aSize[0], $aSize[1], 0, 0, $WS_CHILD, $WS_EX_TRANSPARENT, $hGui) GUISetBkColor(0xFFFFFF, $__bg_gui_child) GUISetState(@SW_SHOW, $__bg_gui_child) _WinAPI_SetWindowPos($__bg_gui_child, $HWND_BOTTOM, 0, 0, 0, 0, $SWP_NOMOVE + $SWP_NOSIZE) ; ➤ Décodage Base64 → stream Local $aBase64 = StringSplit($sBase64Payload, @CRLF, 1) If $aBase64[0] < 2 Then Return SetError(1, 0, 0) Local $b64 = "" For $i = 2 To $aBase64[0] $b64 &= $aBase64[$i] Next Local $bin = _WinAPI_Base64Decode($b64) Local $tData = DllStructCreate("byte[" & BinaryLen($bin) & "]") DllStructSetData($tData, 1, $bin) Local $aStream = DllCall("ole32.dll", "long", "CreateStreamOnHGlobal", _ "ptr", DllStructGetPtr($tData), "bool", True, "ptr*", 0) If @error Or $aStream[0] Then Return SetError(2, 0, 0) $__bg_stream = $aStream[3] $__bg_img = _GDIPlus_BitmapCreateFromStream($__bg_stream) $__bg_graph = _GDIPlus_GraphicsCreateFromHWND($__bg_gui_child) Local $aSize = WinGetClientSize($__bg_gui) _GDIPlus_GraphicsDrawImageRect($__bg_graph, $__bg_img, 5, -10, $aSize[0] - 10, $aSize[1] + 25) If Not $__bg_adlib Then $__bg_adlib = True AdlibRegister("_SetBackgroundFrom", 250) EndIf Return EndIf ; Auto-nettoyage si GUI fermée If $__bg_gui And Not WinExists($__bg_gui) Then If $__bg_img Then _GDIPlus_ImageDispose($__bg_img) If $__bg_graph Then _GDIPlus_GraphicsDispose($__bg_graph) If $__bg_stream Then _WinAPI_ReleaseStream($__bg_stream) If $__bg_gui_child Then GUIDelete($__bg_gui_child) _GDIPlus_Shutdown() $__bg_img = 0 $__bg_graph = 0 $__bg_stream = 0 $__bg_gui = 0 $__bg_gui_child = 0 $__bg_adlib = False $__bg_gdiplus = False AdlibUnRegister("_SetBackgroundFrom") EndIf EndFunc While 1 Switch GUIGetMsg() Case $GUI_EVENT_CLOSE Exit Case $idCreateToInclude ; 1 Local $Base64String = _Create_Base_64_From_UEZ( "Include", $iChunk) Case $idCreateToClipBoard ; 2 Local $Base64String = _Create_Base_64_From_UEZ( "ClipBoard", $iChunk) Case $idRestoreFromInclude ; 3 Local $sFile = FileOpenDialog( "Choisir un fichier #Include_*", @ScriptDir, "#Include (*.au3)", 1) _Restore_Base_64_From_UEZ( $sFile) Case $idRestoreFromInternal_4 ; 4 Local $Base64String = _Image_jpg() _Restore_Base_64_From_UEZ( $Base64String) Case $idRestoreFromInternal_5 ; 5 Local $Base64String = _Image_png() _Restore_Base_64_From_UEZ( $Base64String) Case $idRestoreFromInternal_6 ; 6 Local $Base64String = _Excel_xlsx() _Restore_Base_64_From_UEZ( $Base64String) EndSwitch WEnd ; === Création variable $s64b ======================================================== Func _Create_Base_64_From_UEZ( $sFunction = "Include", $iChunkLocal = -1) ; Sélection du fichier à convertir Local $sFile = FileOpenDialog("Choisir un fichier à encoder", @ScriptDir, "Tous (*.*)", 1) If @error Or Not FileExists($sFile) Then Return ; Lecture binaire du fichier Local $hFile = FileOpen($sFile, $FO_BINARY) If $hFile = -1 Then Return MsgBox(16, "Erreur", "Impossible d'ouvrir " & $sFile) Local $bBinary = FileRead($hFile) FileClose($hFile) ; Compression LZNT1 Local $tSource = DllStructCreate("byte[" & BinaryLen($bBinary) & "]") DllStructSetData($tSource, 1, $bBinary) Local $tCompressed _WinAPI_LZNTCompress($tSource, $tCompressed) If @error Then ConsoleWrite(@ScriptLineNumber & " Erreur de compression LZNT1 : " & @error & @CRLF) Return EndIf ; Vérification intégrité décompression immédiate Local $bCheck = Binary(DllStructGetData($tCompressed, 1)) Local $tCheck = DllStructCreate("byte[" & BinaryLen($bCheck) & "]") DllStructSetData($tCheck, 1, $bCheck) Local $tOut _WinAPI_LZNTDecompress($tCheck, $tOut, BinaryLen($bBinary)) Local $bRestored = Binary(DllStructGetData($tOut, 1)) Local $iOriginalSize = BinaryLen($bBinary) Local $iDecompressedSize = BinaryLen($bRestored) Local $iCompressedSize = DllStructGetSize($tCompressed) Local $iSameSize = ($bBinary = $bRestored) Local $iGainSize = $iOriginalSize - $iCompressedSize ;~ ConsoleWrite( @ScriptLineNumber & ", $bRestored : " & StringLeft( $bRestored, 100) & @CRLF) ;~ ConsoleWrite( @ScriptLineNumber & ", Comparaison avec fichier original : " & @CRLF) ;~ ConsoleWrite( @ScriptLineNumber & ", Taille originale = " & $iOriginalSize & " octets" & @CRLF) ;~ ConsoleWrite( @ScriptLineNumber & ", Taille decompressee = " & $iDecompressedSize & " octets" & @CRLF) ;~ ConsoleWrite( @ScriptLineNumber & ", Taille compressee = " & $iCompressedSize & " octets" & @CRLF) ;~ ConsoleWrite( @ScriptLineNumber & ", Identique ? = " & $iSameSize & " octets" & @CRLF) ;~ ConsoleWrite( @ScriptLineNumber & ", Gain = " & $iGainSize & " octets" & @CRLF) ; Choisir compression ou non Local $bCompressed = DllStructGetData($tCompressed, 1) Local $bFinal = $bCompressed Local $bCompressionOK = True If BinaryLen($bCompressed) >= BinaryLen($bBinary) Then $bFinal = $bBinary $bCompressionOK = False EndIf ; Encodage Base64 Local $sBase64 = _Base64Encode($bFinal, 0) If @error Then ConsoleWrite(@ScriptLineNumber & " Erreur encodage Base64 : " & @error & @CRLF) Return EndIf ; Extraire nom du fichier Local $sFileName = StringRegExpReplace($sFile, "^.*[\\/]", "") Local $iOriginalSize = BinaryLen($bBinary) ; Préparer noms Local $sBaseName = StringRegExpReplace($sFileName, "\.[^\.]+$", "") Local $sBaseExt = StringRegExpReplace($sFileName, "^.*(?=\.[^\.]+$)", "") Local $sBaseNameExt = $sBaseName & "_" & StringTrimLeft($sBaseExt, 1) Local $sIncludePath = StringRegExpReplace($sFile, "[^\\/]+$", "") & "#Include_" & $sBaseNameExt & ".au3" Local $sVarName = $sBaseNameExt If $bCompressionOK Then $sVarName &= "_LZNT1" ; Commentaire compression Local $sComment = '; $Base64String, découpe = ' & ($iChunkLocal = -1 ? 150 : $iChunkLocal) & ' par ligne' If Not $bCompressionOK Then $sComment &= '. Compression LZNT1 inefficace retirée' Else $sComment &= '. Compressé au format LZNT1' EndIf ; Génération de l'include Local $CompressionType = "" If $bCompressionOK Then $CompressionType = "|LZNT1" Else $CompressionType = "|RAW" EndIf Local $f64b = 'Func _' & $sBaseNameExt & '()' & @TAB & $sComment & @CRLF $f64b &= @TAB & 'Global $' & $sVarName & ' = @ScriptDir & "\' & $sFileName & '|' & $iOriginalSize & $CompressionType & '" & @CRLF' & @CRLF If $iChunkLocal = -1 Then $iChunkLocal = 150 For $i = 1 To StringLen($sBase64) Step $iChunkLocal Local $sChunk = StringMid($sBase64, $i, $iChunkLocal) $f64b &= @TAB & '$' & $sVarName & ' &= ''' & $sChunk & '''' & @CRLF Next $f64b &= @TAB & 'Return $' & $sVarName & @CRLF $f64b &= 'EndFunc' & @CRLF Local $MsgTxt = "Comparaison avec le fichier original" & @CRLF & @CRLF & _ " Taille originale = " & $iOriginalSize & " octets" & @CRLF & _ " Taille décompressée = " & $iDecompressedSize & " octets" & @CRLF & _ " Taille compressée = " & $iCompressedSize & " octets" & @CRLF & _ " Identique ? = " & $iSameSize & @CRLF & _ " Gain = " & $iGainSize & " octets" ;~ MsgBox( $iIcon, "Comparaison", $MsgTxt) Local $aLines = StringSplit($f64b, @CRLF, 1), $t64b = "" ;~ _ArrayDisplay( $aLines, "$aLines") ; Afficher au max les 15 premières lignes Local $iMax = 15, $iLenght = 35 If $aLines[0] > ($iMax + 2) Then For $i = 1 To $iMax Local $sLine = $aLines[$i] If StringLen($sLine) > $iLenght Then $sLine = StringLeft( $sLine, $iLenght) & " [...]" EndIf $t64b &= $sLine & @CRLF Next $t64b &= @TAB & "+"& $aLines[0]-$iMax-5 & "..." & @CRLF ; ⬅️ Ajout pour indiquer qu’il y avait d’autres lignes ; Ajouter les 2 dernières lignes $t64b &= $aLines[$aLines[0] - 2] & @CRLF $t64b &= $aLines[$aLines[0] - 1] & @CRLF $t64b &= $aLines[$aLines[0]] & @CRLF Else ; Si le fichier est petit, on affiche tout normalement For $i = 1 To $aLines[0] Local $sLine = $aLines[$i] If StringLen($sLine) > $iLenght Then $sLine = StringLeft( $sLine, $iLenght) & " [...]" EndIf $t64b &= $sLine & @CRLF Next EndIf $MsgTxt2 = $MsgTxt & @CRLF&@CRLF & $t64b Local $iIcon = 48 If $iGainSize > 0 Then $iIcon = 64 EndIf ; Sauvegarde vers fichier #Include If $sFunction = "Include" Then Local $hInclude = FileOpen($sIncludePath, 2) If $hInclude <> -1 Then FileWrite($hInclude, $f64b) FileClose($hInclude) MsgBox( $iIcon, @ScriptLineNumber & ", Include sauvegardé", "Chemin :" &@CRLF&@CRLF & $sIncludePath &@CRLF&@CRLF & $MsgTxt2, 30) Else MsgBox(16, @ScriptLineNumber & ", Erreur", "Impossible d'écrire l'#Include_*.au3") EndIf EndIf If $sFunction = "ClipBoard" Then ClipPut( $f64b) MsgBox( $iIcon, @ScriptLineNumber & ", Fonction copiée", "Votre code AutoIt est maintenant copié dans le presse-papiers" &@CRLF&@CRLF & $MsgTxt2, 30) EndIf ; Retourne chaîne directe (mode simple) Local $s64b = @ScriptDir & '\' & $sFileName & "|" & $iOriginalSize & @CRLF & $sBase64 Return $s64b EndFunc ; === Restauration variable $s64b ===================================================== Func _Restore_Base_64_From_UEZ( $Base64String) ConsoleWrite(@ScriptLineNumber & " $Base64String = " & @CRLF & $Base64String & @CRLF) If $Base64String = "" Then ConsoleWrite( @ScriptLineNumber & " $Base64String vide = " & $Base64String & @CRLF) Return EndIf ; Vérifie si $Base64String contient un chemin de fichier valide sinon c'est une variable à traiter directement If FileExists( $Base64String) Then If Not StringInStr( $Base64String, "#Include_") Or Not StringInStr( $Base64String, ".au3") Then MsgBox( 48, @ScriptLineNumber & ", Fichier non compatible", "Chemin :" &@CRLF&@CRLF & $Base64String &@CRLF&@CRLF &"N'est pas un fichier Base64 compatible", 30) Return EndIf ; Lecture du fichier Include ligne par ligne Local $aLignes _FileReadToArray( $sFile, $aLignes) ; Préparation d'un tableau pour stocker uniquement les lignes utiles (Sans entête ni fin) Local $aClean[ UBound( $aLignes)] ; Extraction des lignes utiles (on saute les 2 premières et les 2 dernières) For $i = 2 To UBound( $aLignes) - 3 $aClean[$i -2] = $aLignes[$i] Next ; On garde uniquement ce qu’il y a après le signe égal $aClean[0] = StringTrimLeft( $aClean[0], StringInStr( $aClean[0], "=") + 1) ; Nettoyage des lignes base64 (suppression du prefixe $Variable &= ' et du guillemet simple ' en fin de ligne) For $i = 1 To UBound( $aClean) - 1 $aClean[$i] = StringTrimLeft( $aClean[$i], StringInStr( $aClean[$i], "'")) $aClean[$i] = StringTrimRight( $aClean[$i], 1) Next ; Stocke les informations dans vVar1 Local $vVar1 = $aClean[0] ; Concatène toutes les lignes base64 dans vVar2 Local $vVar2 = "" For $i = 1 To UBound($aClean) - 1 $vVar2 &= $aClean[$i] Next ; Execute prépare dynamiquement le code texte en code fonctionnel pour AutoIt puis stocké dans vVar1 ; Le résultat est concaténé avec la base64 nettoyée en contenu complet $Base64String = Execute($vVar1) & $vVar2 EndIf ; Extraire le chemin + taille d'origine Local $iPos = StringInStr($Base64String, @CRLF) Local $sInfo = StringLeft($Base64String, $iPos - 1) $Base64String = StringTrimLeft($Base64String, $iPos + 1) ; Séparer nom et taille Local $aParts = StringSplit($sInfo, "|") If $aParts[0] <> 3 Then ConsoleWrite( @ScriptLineNumber & " Format invalide (nom|taille|compression) : " & $sInfo & @CRLF) Return SetError(98) EndIf ; Informations Local $sOutFile = $aParts[1] Local $iOriginalSize = Number($aParts[2]) Local $sCompression = $aParts[3] ;~ ConsoleWrite(@ScriptLineNumber & " $sOutFile brut = " & $sOutFile & " | Taille = " & $iOriginalSize &" | $sCompression = " & $sCompression & @CRLF) ; Gestion des doublons de fichiers Local $sBase = $sOutFile, $i = 1 While FileExists($sBase) $sBase = StringRegExpReplace($sOutFile, "(?i)(?:(?: \(\d+\))?)(\.[^\\\/]+)$", " (" & $i & ")\1") $i += 1 WEnd $sOutFile = $sBase ;~ ConsoleWrite(@ScriptLineNumber & " $sOutFile final = " & $sOutFile & @CRLF) ; Nettoyer les retours à la ligne $Base64String = StringReplace($Base64String, @CRLF, "") ; Décodage Base64 Local $bDecoded = _WinAPI_Base64Decode($Base64String) If @error Then ConsoleWrite( @ScriptLineNumber & " Erreur décodage Base64" & @CRLF) Return SetError(1) EndIf ; ===> Décompression ====================================================== ; Vérifier la signature LZNT1 (2 octets) ;~ ConsoleWrite( @ScriptLineNumber & " $sCompression = " & $sCompression & @CRLF) If $sCompression = "RAW" Then ;~ ConsoleWrite(@ScriptLineNumber & " Pas de compression détectée (RAW)" & @CRLF) Local $bBinary = $bDecoded Else ; Construction structure pour LZNT1 Local $tSource = DllStructCreate( "byte[" & BinaryLen($bDecoded) & "]") DllStructSetData( $tSource, 1, $bDecoded) ; Décompression LZNT1 Local $tDecompressed _WinAPI_LZNTDecompress($tSource, $tDecompressed, $iOriginalSize) If @error Then ConsoleWrite(@ScriptLineNumber & " Erreur décompression LZNT1" & @CRLF) Return SetError(2) EndIf Local $bBinary = Binary(DllStructGetData($tDecompressed, 1)) EndIf ; <=== Décompression ======================================================= ; Sauvegarde du fichier Local $hFile = FileOpen( $sOutFile, 18) If @error Then ConsoleWrite( @ScriptLineNumber & " Erreur ouverture fichier en écriture" & @CRLF) Return SetError( 3) EndIf FileWrite( $hFile, $bBinary) FileClose( $hFile) MsgBox( 64, @ScriptLineNumber & ", Fichier restauré", "Chemin :" &@CRLF&@CRLF & $sOutFile &@CRLF&@CRLF &"Taille "& BinaryLen( $bBinary) & " octets", 30) Return $sOutFile EndFunc ; === Compression / Décompression ===================================================== Func _WinAPI_LZNTCompress( ByRef $tInput, ByRef $tOutput, $fMaximum = True) ; Reqiert #include Local $tBuffer, $tWorkSpace, $Ret Local $COMPRESSION_FORMAT_LZNT1 = 0x0002, $COMPRESSION_ENGINE_MAXIMUM = 0x0100 If $fMaximum Then $COMPRESSION_FORMAT_LZNT1 = BitOR($COMPRESSION_FORMAT_LZNT1, $COMPRESSION_ENGINE_MAXIMUM) $tOutput = 0 $Ret = DllCall("ntdll.dll", "uint", "RtlGetCompressionWorkSpaceSize", "ushort", $COMPRESSION_FORMAT_LZNT1, "ulong*", 0, "ulong*", 0) If @error Then Return SetError(1, 0, 0) If $Ret[0] Then Return SetError(2, $Ret[0], 0) $tWorkSpace = DllStructCreate("byte[" & $Ret[2] & "]") $tBuffer = DllStructCreate("byte[" & (2 * DllStructGetSize($tInput)) & "]") $Ret = DllCall("ntdll.dll", "uint", "RtlCompressBuffer", "ushort", $COMPRESSION_FORMAT_LZNT1, "struct*", $tInput, "ulong", DllStructGetSize($tInput), "struct*", $tBuffer, "ulong", DllStructGetSize($tBuffer), "ulong", 4096, "ulong*", 0, "struct*", $tWorkSpace) If @error Then Return SetError(3, 0, 0) If $Ret[0] Then Return SetError(4, $Ret[0], 0) $tOutput = DllStructCreate("byte[" & $Ret[7] & "]") If Not _WinAPI_MoveMemory(DllStructGetPtr($tOutput), DllStructGetPtr($tBuffer), $Ret[7]) Then $tOutput = 0 Return SetError(5, 0, 0) EndIf Return $Ret[7] EndFunc ;==>_WinAPI_LZNTCompress Func _WinAPI_LZNTDecompress(ByRef $tInput, ByRef $tOutput, $iBufferSize) $tOutput = DllStructCreate("byte[" & $iBufferSize & "]") If @error Then Return SetError(1, 0, 0) Local $aRet = DllCall("ntdll.dll", "uint", "RtlDecompressBuffer", "ushort", 0x0002, "struct*", $tOutput, "ulong", $iBufferSize, "struct*", $tInput, "ulong", DllStructGetSize($tInput), "ulong*", 0) If @error Then Return SetError(2, 0, 0) If $aRet[0] Then Return SetError(3, $aRet[0], 0) Return $aRet[6] EndFunc ;==>_WinAPI_LZNTDecompress ; === Fonctions internes : UEZ ======================================================== Func _Base64EncodeInit( $LineBreak = 76) ;code by Ward If Not IsDllStruct($_B64E_CodeBuffer) Then Local $Opcode If @AutoItX64 Then $Opcode = "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lse $Opcode = "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ndIf $_B64E_Init = (StringInStr($Opcode, "89C0") + 1) / 2 $_B64E_EncodeData = (StringInStr($Opcode, "89DB") + 1) / 2 $_B64E_EncodeEnd = (StringInStr($Opcode, "89C9") + 1) / 2 $Opcode = Binary($Opcode) $_B64E_CodeBufferMemory = _MemVirtualAlloc(0, BinaryLen($Opcode), $MEM_COMMIT, $PAGE_EXECUTE_READWRITE) $_B64E_CodeBuffer = DllStructCreate("byte[" & BinaryLen($Opcode) & "]", $_B64E_CodeBufferMemory) DllStructSetData($_B64E_CodeBuffer, 1, $Opcode) OnAutoItExitRegister("_B64E_Exit") EndIf Local $State = DllStructCreate("byte[16]") DllCallAddress("none", DllStructGetPtr($_B64E_CodeBuffer) + $_B64E_Init, "struct*", $State, "uint", $LineBreak, "int", 0, "int", 0) Return $State EndFunc ;==>_Base64EncodeInit Func _Base64EncodeData( ByRef $State, $Data) ;code by Ward If Not IsDllStruct($_B64E_CodeBuffer) Or Not IsDllStruct($State) Then Return SetError(1, 0, "") $Data = Binary($Data) Local $InputLen = BinaryLen($Data) Local $Input = DllStructCreate("byte[" & $InputLen & "]") DllStructSetData($Input, 1, $Data) Local $OutputLen = Ceiling(BinaryLen($Data) * 1.4) + 3 Local $Output = DllStructCreate("char[" & $OutputLen & "]") DllCallAddress("int", DllStructGetPtr($_B64E_CodeBuffer) + $_B64E_EncodeData, "struct*", $Input, "uint", $InputLen, "struct*", $Output, "struct*", $State) Return DllStructGetData($Output, 1) EndFunc ;==>_Base64EncodeData Func _Base64EncodeEnd( ByRef $State) ;code by Ward If Not IsDllStruct($_B64E_CodeBuffer) Or Not IsDllStruct($State) Then Return SetError(1, 0, "") Local $Output = DllStructCreate("char[5]") DllCallAddress("int", DllStructGetPtr($_B64E_CodeBuffer) + $_B64E_EncodeEnd, "struct*", $Output, "struct*", $State, "int", 0, "int", 0) Return DllStructGetData($Output, 1) EndFunc ;==>_Base64EncodeEnd Func _Base64Encode( $Data, $LineBreak = 0) ;code by Ward - modified by UEZ Local $State = _Base64EncodeInit($LineBreak) Return StringReplace(StringStripCR(_Base64EncodeData($State, $Data) & _Base64EncodeEnd($State)), @LF, "") EndFunc ;==>_Base64Encode Func _WinAPI_Base64Decode($sB64String) Local $aCrypt = DllCall("Crypt32.dll", "bool", "CryptStringToBinaryA", "str", $sB64String, "dword", 0, "dword", 1, "ptr", 0, "dword*", 0, "ptr", 0, "ptr", 0) If @error Or Not $aCrypt[0] Then Return SetError(1, 0, "") Local $bBuffer = DllStructCreate("byte[" & $aCrypt[5] & "]") $aCrypt = DllCall("Crypt32.dll", "bool", "CryptStringToBinaryA", "str", $sB64String, "dword", 0, "dword", 1, "struct*", $bBuffer, "dword*", $aCrypt[5], "ptr", 0, "ptr", 0) If @error Or Not $aCrypt[0] Then Return SetError(2, 0, "") Return DllStructGetData($bBuffer, 1) EndFunc ;==>_WinAPI_Base64Decode Func _B64E_Exit() ;code by Ward $_B64E_CodeBuffer = 0 _MemVirtualFree($_B64E_CodeBufferMemory, 0, $MEM_RELEASE) EndFunc ;==>_B64E_Exit