Random String Generator for Passwords

This page shows CSPRNG generated random strings for passwords. Please copy & paste long enough substring. (90 chars would be optimal.) Although I don't correct nor log generated random strings. It's good idea run this script on your HTTPS protected web server. License: MIT
このページは暗号学的なランダム生成器からパスワード用のランダム文字列を表示します。十分に長い文字列の一部をコピー & ペーストして使ってください。(90文字程度が最適)生成されたランダム文字列は収集もログもされませんが、HTTPSで保護された自分のWebサーバーで実行することをお薦めします。ライセンス: MIT
Blog | PHP Source Code

fxsUu/jVzWKRsxOOArBUfPp1NE6jsy4o6N8Ey8A+b3Gk1ajWeTNwpfSK+Ahp6Q+3psucqA3AVRa/Ng0TXyBigpiSda7NZPvKFvlx0UxiktUygh2EzqC8vEjaANRW5bq+ME7qzDsTOKRAAKFTegfhjypjXihlndeH50VaxKaLX5UQJ5/fi0VSOg8dT4w6xx4l43WY2qV0gFLOLclu5aFG7MvglQ96YUQOPQM2/Rhwm/bl1qNThOvyb/C8Pd6vIB08rYZPnL8jt8EzK47pijlHnbXmc4pwqVKwSVFpM7/NJ/xPI94oMrKtYECBAwAHZK35uGRCeZCTJA0g+mYZZQEQFPxbr/YvpKJHNuxDAq7xc0whkAhIg4aDQSOoKEMGq6TIrWQ5zWt1ikaqbElKxJykQlROUGbBbXhx/uEDzWz/rQn1RjhETNiVlOkJU1PvP7Vi8iZGUeYNiAqVez4i9mrMU8PeMsOH9ysXJI0E4vaV1TfEFGAWUHwr1+9AyAAs+kVnOuEdr+7A9+5wQ/VTBwDpinyvE7mgwqiTA75xzXEmEXvupCSyNYdiOcmWjRsBpKkR6l0CYu6L86rmKiv2T6Yw9OEKX1SZda40EA8vajEp2jzFuK/GvCUWYoERRARBi0n3+Gimq+ST7qrGUHULuYSFMiHH/VchAoJBBCnAHmb4wjv7OSWURMq+jRCf6SolrW36Yxgsqcy1vnKsqnqJEoac7jgO1tP+KvQsWsXoUhhgwHLdLsfs8yDKudvPW7Z4OvP+xWfdINFaq/K4lJRRBNqM6gEOfIlvmabBhXFA8z0wTDLcd6d3aAR4bClZBeK4pMwRz8qEUUN+BZLQIjf5auArIFjPYmCgQXRJnjM6mPLHOMNU3MBCgkcPC1YtbsGFEVYITZ8JHT1NlwwRzCXoQ+WHKKAO31matCimfIeozbbMlRSydhu3wMXpej72f54wj/Gzvs6Fn+nLS1Q1WyEMYyplIg+aei7Hg4GrBz8btyLYZnume4AGCp1VnJeLSfODOZtQZ6S2Y7O67sfatwCoJ0HKqro3pgrXmjU67Q1Ijz33LE3HgmshHUQV91F5imO09Y8Yn5Kv0glnxfFsXwjXMIiMMjImOQy77oWejEOENf+9b74eMUe8kwLE1zNuMQWRSs2dLsoJ4QoUHSpkWwTgKDu7j4jAawPcC+XWfWLFaJ+SMNwL+aCaw8yG0JL+l+yefhibBxNqL0s+EiJ56cRpEE2xQlA/PfGqqL40k2qVv5rmsxnIaI6zfOlsCuuWDmW3eglGm+FHPIQ+tRBVUZVtoMn2jNWBpBWMc1xEHt/3q0n0DUgzOEJgOcrlpUoBe8gSRv3cKqNfsskkXALujFkIIfMEQ7Wx7leNp83In5Vb5XOKEQk8Pqb1GPMBUTAgS2lkaxigHDpllYnpBpoRrsAbneaRRWicPYsvCtFWlZwZ0rR4gwVjXj4wy2CKl3v7zdyNoIjF1LZ7CfdRPg9c1mIPIMziNWb32HfD2+CIKmmsHDEjp38xlcgBp0KkGzXujeasQr3xEmyeNnJiEE1Q36GS90LJb4uHtMeH5v/nAjATnFW+00TOK/YMseLKnyNX0MXHwq/fyXxvdJ9mPwrymm2HC0D9m27V3nJ7+cw7giPkw386akIjjZiePGY5R6HIOTixVT5T8r2XvkBG/weqFa+dg1WvPsmva26Kewyb9Vg3bYFpvrCfJjxZSZpSf5Xdq5A2TsGU1Ge+xx30lGzIjhOV5goXiLN0VbzMF/0XexUwgpOMyw6jlCr7H0oofQWOcTVnObcqo04m6mmrlP+yrIk2f5h4mP08cWG4jfjFw6YENeHxDbdwIy6160Fe5GfUEwXJU2rkRhBH6B4nJkf0PBgdaiBhkwlmz96X/BgRoWYNLaJGerW9diYjl1mI+3sBWTpkoLValcmZLL+gJAlwrN3qVohYXHgh/Ibf/rrFsevUi9XS0vPVlTD0lk4yRlqAGiGdoi3jCtZYCHkLPIR0g0OiBGGVMrlPNf2Iml0/YIPM6C5Em7z9EEGmN16jP+/g6LlNbamzk4gTyoTlvGhccq53jZ75ZxUkWt+ZRgkHMhcT0jOX+8muWQrsLEO9GoaKP6ckSOeDj/nQwQs8NUmrYvbtK13fnMoLvoDp2MDPQhURkWBLhebVluH+i+Ii79KSPprf6dA6AlFV/SDfsQLFppHj3tUiZgStGQzZC144PG2kVxDQSyBcwbfQ1/QI14lImXO2lQSPR09HVKQBkr7IG9Uz6Mn7L4Kw0KkfsG1kRwA1WEv2mlRd3Uk6S8RD3IsgZa0cLhWoEUmIBdSEccQ91xuDw4uXMxVNG9igqjySOsezql6J07fNEPKWWv6oYUdTXzkb90Vc5K+0Yr2ApHEmhjCvzZnHUbbwU5TTSF2ukR3gHuwMSyDRuI7VoCv+5cmQGEEPKO0nLy8B/xhN0IN0In0bvRFmx7e/2L5Q6j7RhG/wxMYC1cARMw1DPoNHnF2YZB9u8E3h2XDQM95rS7m6DL5lwnbo8HezG+YPerJPkfodvkCo+q/t+BvSJcOLNuhyqSE7h93RaKiUmwGRoGpOlt0Gshq8prVEuuAxkI066QFzkoQQqdmFGqVmrY2OiVAkz7PnoZevbtify0w7tFiz4J3edWkUQos/RaXEIqmYTxFRkGYQZZzE0W3zMzL6ExXNDcj46IVw74KxgIX1hbJR6/i9beE4N7ZrVg4FQ7Dx6K0WTFZNW3QntvCoREb7EyJlVHoTszITbDWp9VuNG7sAHhg2PEx6FiSekQyscTrZI6A2jniMMYrcgjXF3Ya3i73kq8DazmrRFBd5tXGloIyxPq95IsbZ5nWljGpKBuasDUwizHUItfcdQEci1zG5n1xsle6JuZeM02wPL7En3iUL8UaxM8v7MARa9Ok0T4bJTbJLhB2KqI2PpeClQgcJXgIcFTR5CI5st75TQUeJ78Bg9uYMkGD+4qudeL8jKX18ozxkc3v3qzS+Y1qxiYVvUMe/HebesDu8aX4Lv9s99K1wGqcNfQ+3s/Oz528ca574hDisX4i1IKRQuXyDWKybCpVokE2XWP1yfbFzoxcWCOhOw0g4bDmDLMwep9Yw75rTQ7AwUw6ADi7riBSBSaqqWLB7bjo6/xHT3GdoDadSGl4H1D0e5jQKeeTMMYmgAleqJeRrZ0t5WPQz6a0/tsWk2KAnEGYb8wF49a8AK9ITCsb82gJLUMpxXWXM3DOnrKLbFUgyKEF0zHnTk4ny6cFzigFrdmkdoDbKR75C29AHPMmjOSmjex60asAjuuidQulhiz+UVMOF+oxQ1FHq1y6rJPiAwE5YaySPPSCjM2dDnREuHKoduKtV4LjUiaYNAhP9et0LIYJDuljWsAuo0EroSqlrIsyCA5w981WE2n1hZFxl+iEEoeKAV+EaZNsmpL8CZpn+u85VIDp8GPBHmTm0bDtDVOo30RlEps+XJxCPoWQyskHoXkc9qzAaq8IVjq8hIqTGbgi7F5HgOd0ndN0c8afVxhQDWr4Tt2ybp57pocS8TQJ6sZ+IVP3DFw+qgkGumiRMPjp5LG1ybTjXAquZuwnaJnOYDYML+UXziM16TE8oSgM9v0LLJsMXcULZod23yL3/q2nO0ulZw5M79hjHDCfZyctVNmJxeuUdF7pnm+nlhiGiOjy/+CgYLxCxrDGCrmh0oiUqu/SmfXM7hvoR3ssuUzzyJNHCWQrBRgRKm4AgMeOsGziVolTcttrZuGGmoqzd9VAA7KE8TQjqs0AmzSEZSX17t1V0E433EH0eBP9BouHZsC/ydO4DzVEIneQXh3tFSI9fAor9mZzpVrYmuasbXLD+5CXLKb1bRHthfYaItn9BO3zN7kLoyZP4DYGtLX9vktJ0CsPi0XCfi70e3nI/YMiLPLMmldwFf9j7CV3XMAmdaOKY3NDjWSN0ssh3pa/KQKRlAaspsrDv00E1xfp7pTveosVNBSMZidejQILtaMLvOa+x5PRDGeH9OJFrjBtpwxY6M3oUMb5p0CyMJlurQzvOhSFngeD6/6v6q/4wXTCTYRSxUivRGK8+csmBGfny0csF5hZ2yJbHkWp3J5LS85pgHP6KMj7Lk+9sklMu43Poi9T72lXmjHAfCgzFcyMaehylr5WSa8wMPTWFjwXFvB8nQhcFNcTM/bgBVzHHz3WnhSW3sACHrN7qskwQzp908wHl0Cn6V2axwn4b2ghzSHoNRU22+JEP+qVLO16YLjG7ho2anuHSN7P1ogNwCQ6eBsOLSjMo28bhkxEvaO2LMSErZGcPS2icGhWjRjht3OSeTqnG1yQX+/3EzuymIhxO0JdkBFjVcM6AwDpQ7up/XSS+rvOwVoGOMcvzLvFbu76z8DC8Wtkpi91alUpDvgJpYRMcP7EjD5MvoOBmgToiifItlwc+1KGUip+I1lH/OoYfQ/nimehqeYwZ+BvamPKLhjm9iTF+Mj2WUH4noroPpr3v8c6oTrHlelGtyWN87fWhJWCUe8e97vi2uTQZ0ItKrx+osXJELbQ2Ikk2tSUPRanQZzCHl86j+n31mNlSF+zWM+kUTA63bmPGOhRH1RirjnDOhstoSeyBEkP+uiy9HHEyki88VOsZYvnmNV0Oe8qfw5Hl0mb2gQ9KpgdvnGnuYNztM/RMIjO7IVLeejuUSQZbgLag9MNi+RYpv8wcN8KdAuKlVA/x5lOQl2Jz9PS7Ye1yJaC83zSY5zzXKGm3CYwsAtg+BpbKoHOTHeWLwKxoTOPY9ucCvhlkctegahtd+M+/R5cjEuwGnCNecJDgGnPntVs1yfarE3MjaQHW5ycqprwIHrJ/RRlSOiej458rAAegzNwX5SF6cP7TmjJmaDBj6oODtR9/13Y26qiM2dD8jc5qgN+zwRiCOJ1AUEsNTbjazUF31uP+2iEVU49FZIuOvUKkgWKNgJ+R6IcjY4DJDBL5m1HKY5gNWKZul1uCVxsLWHqI14uJztEpuVRpEW0kDNWBPwm11uXkMlFExvr8WiSnFkTeMCGaNVTZuIMl2eqjCAoA77F9rMMwwxYepvA46xWZhbVGpJkIQAnzRyhA4+R3Ygs/Zis7cLb0coHDD22i7wX4cIGJ3qpSe58vIKCsdp11Xsx8bf517AQ+X5XfIv7TntYDuUXc+LaETvsxeWb+6rVGRSsZxdTdGEdPVu0R77ccN1ZrxXXOyvqhjtmnrmZ9xOPm7/KOQkzuA0QBSoaYl/R6aygBw8JsVwByxbRKt8fAsOCuIajGVo/4cIUcqRVDU/hwlHoolFyWH6jX+pz0md49T79g4cAtx7GBLUstgt2KHwFerkcsbB4EywnRJX7fIheonzFiDDR8D7iyPytnoDMX9TcssiVQl4WYPyXPI4SZrQ5s1IfLy1DvbZzKjBU6rN1Opn38ZnLYUR7nQgrnrlhh7WnY7fpaYCaE0CqNsvBZ7IbB9NcRAuK36tVxexRw1NI5DpSoUvTLMmOqjif05HMzQJHsrI6uQrVI2PTQHVwVmXaRuZ3it1yZH+nwwk++0ZqAgKAzfMyv9H0AIY1ZhFWbmfGgw0XivHflzphIaELg58apzg4e5WMSDWvVBzTwK1/AJM5TvF139jq7UkGj3Iw2nwN5AMpYZoV3wxqcTXF0gzfSImrDzO1ISxQJKxu5CrcYta+mk9lrcYb2GeyELckBOtveNvalIBnPC/gWdM4DQI3GQJ/IWHZEaDn8GbSdkvto0Xzae2AujQOfuFBignnXhDbtjthehAm1MSx1LHRBom2/6T2S1NekzCcyEbpve7BIU1S3cg+Y/XAGeDkubk12bYs1KPRYFvt2u6l2GOcXm3X+zxRgYfocGi3oSDwTp6KZoaCaFQ0lguwifntn0nFZfCwO3e6CWJ6P05YNGbyX84VlOHH/LHyParkZWq3gV5d+BLLqWZVpc58MyJsPbykDooLCBg75BVzTxtQYZCtsQBU5SfdRAr5ngP5VFH6ZiffSA3GMH+m8Ne5Ccgi0BBwYPJEu2GSChLlTGroMNf1wcXFfOU5bLocuQX8YC3EWS7wsx3lqeGWV99FX/8Lh/NHpDR4w+BBp7GqeIBOneAD8mnJEyDit3ASvjY+HDNxy/fjAG2QFfh/23RFu3kSibLVI91pINBqvEy/6yfF2Uwe5xk9atlH1TKmm/Le/NI1QS0Z30jUsRWrkzpmwbjmgPadJK6avT4Ven4FdhPnUN7iKLunvXc+nhIIQ4T2CS0hKSdtZ03BdPqby/RKMXAYH8Urd6XlNHasMKU6klo7dSO32OO0xJvbox1ZjmV82bP7ntNqXU6Ch+92h0fpIH4LKdwLeSjBkb/wthPTROQRn4HWqS3zo6V1htmoGhKRc7TyggVinuuogpJMSxyM8iTr2R+QY/22BW0yML/xYqw0mlUW/uFraTK1BmptMjKvzm2koZN7XGROxhhpaSPd+e7iQSDEyM1qkKIMCYlO6Q4p2Jc+AqvWn5RWZRnMcD/6bgjk8PWQ69UR27BmmYSKZCerZNNBjjTJELgruChBk9pPqkoc0JeMyQMhntG2m4ZXG8koJtf1fpuKunCRzzYOrecLeAqanwPwJB073VyPJZQ9SYpTqSCZpeQggAB/6A8btkLl3LtBr0wY1NkX8bZZ4zBk7z7zreaC99iyJZgVCty0fsdKTsxj3xJrC12eR+qcBpTQSgMalZbOZVzn7Sr7L/D+ijjVfIIbYyxKGgMcJYIfH/+d9hh0wsIb9d8+hfdiukP1jKTenMGXf2NLhuuDoNzhmW5LBJynJVX+bAJmdTM/itt4p16S9xYgr3MFeCuINDRIF2G8BZmQ22393jS3OfrFGc4fSBOP/OG3js/C5c0MuvAW7PrJf1awzhIp97ZffNyxiqyzU9qqboGp+nomL5WZ1W09zl8GktkwFCCMbW8c2wTrz4TO5Nh643w8kTC/y6z44kGhWoG564t4jkBj14ryw9iXPmIKGPzogTfQZP3nOFo67COXmO2okyx3DhEuwYcH6eVUUnMX36IqPRAssvDZBBIW3TURJK9orvkoSteahb2dB5vFhWqMFtV6JbURxPmZAdA9/IAybZH/7sdt471pjoQxpPZZw7qu6gVEI1ZmCfBmLLBL1a9ki1R3A7P4Mz7Ye9ew8UaDkxNZT2C2cttKOISjP+GDmGC5Nk8cra8t53fYyoPrsZtrf+iGcJPPkzm6Rj6hxPFjzoc8T0oyIn2XKhJtMw0XEJ82+FhHbRMkbJvbmJvWC1zrLZ3ttE/UcbCK1raPn3TUfoowYlUM+hR6VxBfplWdveRyB2U8XFeDLBPMnO8Mpva9+3BhRsovIwVQBYL7WlnY8iFq4sXnyG9V2XsIg57l4ukdwMXmXwdOGO/ULyxhUbVL8iKlxc+8mFqTAoRVpndYhvfg59c3FSyakCIC/HCbLr1pMnXBqeN8ROwWIQLgczV/ZwcDly+EaN0kbmYTpE7T8NiHz9ExENLx7xdm17/qxh6whGcyOEYcjgV6NybiA7fSFBmQOInWUI1Wl0Oeu7EtVUD8k0W74LquoefA/dXNjLKt01x1W4gMZN2QuSTuFNzbD9TqKJziSn8Im/Lp+bG6Jc6Rt9i07LQHDcUQ83CrhRcDi6J831T7OsufVWupRadTnI5yiHGyAv9F1XEXL6s4eggO2RBdeqdgh5Y764iCyxIUSRG2nl2dm/UOB+zvHD/pZ5VPVKum57VL7uI3KuJonw6lDjxzi3mxg0/1bXj1pf6t89Oko0uaKVqjG8eMyWnKHRgFm0yR+lUq6R7oHd8vAj+gnC4+AO0Qv7jvTJR8kwUF65WjPEo8A1OkXl1NbWKlFX4VZ3Lc/3SML9sM44R4l7hud2aoe9XB7lx3RgQ+55diGtUPIAoVnt8JDs5YS25n/A+MTe5ap6a/CPHOWCOpC9HEk6LigHxWf4ONnHRuAJ7CGui68xtmi2pfH9FHpP+rVQ6jop2tqKRCU40WOJQbRK3+8JaCeElDfOaT7QJPHfUlRnBrmxtxPuXLp355nOf2CFax1C8DkEQYTyDqG7tuSUCIDGdiTuu4qKhHLEvwL9weVsgn8xmWdBDPrecfxen43Mo/bCZbBN3lr/AOFoH2U3cxazszAP3A4vDwoP4R35rC07A4NOrT1Z/EROu1cm0XbVf4GWMNkq8rU5dEhSVweNdMvLJ1ZzyjEBBGUiNr1EcC+ndFCo3+whVZun8r7q89BBQx+XW1lGCX/eu9GIdj77RNzsgoLcLGnFuCLBXaTSuxrzBsKskw+n/BXF8GlRQQf8kuhw1o+PgKASIbHQrCxNbXBpaNpWe4MrcsAA4g3zaoZ36M7rwa+E5ceARiYevwD2InMU11eAYyOLAfoszFVyFH4sYBRJWdXQgFjKlw0qEDl1LPR38Ag6KGAO0OpmwxpM0tZZdiV7LW37v3Z2uB3qZmbfu56iKNFpMy1M1Tl2ZOXp55mYSdIwERJcJTr91yz4MrGtBbG1hYZ5hw3d9Fmpuhk116glSsI1FsHqOs6PsK/4Y7Xk/7zyQVY2qKImX8OCBdTufmtEhHSRiQ/pW7+wWSXDkdTs6YqRtgWZj/exaculPK+XLUEAa3aKnD7RGS/wDSnw7G+gRPDTIPc24oVrh3dJ0YqRjfH4yPDpOyNCBLZSQdFiI5ZwfECKyAc1eR3IiTiuCZtWlH+ubkvOQe1dLoAojnHXmYR+ZudPuqDOIdspfNtx5iciIdRdg3tLR72gRr9N04KGWK9eQtTAgD5Ubosd7Zwu9nFcK1BwMS9Cv13Eg4zxxSLFKByBiYX5up5bCp2VWI2QQOD8mh48cVQojFRvLL9LFXM3U5rrifqFj4aNW2gTHwjL2rfjKTNQl9Vvlaj9Z/+UIfke2hLYtLru8dTbyZ4z++ecpdNMxP0zW169EroSRuO/DxitCyR8FUT3P3QwL9m9DZhsQvH8DUvYJ8ui02TKNx4pfBKwROzH0He3SsMkB2FD3L3OnrVYP8a/RFCgrif8A/rvkSXULxaeD4c4HWulc4luEOnR8h+cnIvmMZESXAHzqLGl20f75YbrBZoiPW1Lz+V1BCGEGXhNlm8wYK3zR8UlF/CNdVGj9naDWeh38wDeFa3Pf3m+4qYUA5zL1dGjI17nC3rvWuJN4j+m5s5wuMkv1nAngIEaJmANXBsMrk5l8zoXfM11PoZr+LuRDnWe4uNcbH1tgg/5skwIzQWIR2qV0Wr14YCIbX8THlFAXbr0+8syMQRNqwdSsxclFeVght2vWWvQDQwXx5jX3KN+dOry/lFX8DVLb2+LVG13DcuWHumFRoAcbiOaxQuwB8UwtZtowhGGHApKy3VLWu03PT7ZyFoBknO320wckb/g04hLvjUfe86o5lcmEDyE4WF+5f3phDjtWXRlBPIO8mOIuJKYMWfJL/SoRwGA3LRF3eoPMZR+UBhEdyREEe1y9I26KbA5+enRdYGfweuSji2QvcKsMRVUFUIEjJf+JtI7Qty6E9saRaIlQUv9zSZCkwLIrzes+ScYH0HCYTcVf9qjQB9dpUKEh8R63jjGN0sD5QU7HNzLbP5ZNw5UKGMT77EOaCMuZMLOsDgqWWUonRpPlz7pZHOEdLhsZR5rdQEozUIxMFYybWjzpGjNbO3kKl91Iwlrgp1l5x4R5bZeEgMrXI+uyC+dnvjI7ve+X8FZjeFxSdLqgXo6iHdCJ4E5K89zuDMHUlJ6exyM0fun8nMQlaLKXW41YebdKpeYIY0b75NtUYOToJZpgDspFjOKt5UmxQpJgIRQ+wRStSEY9V2GB/HA0cvMrakvf8auThz9VVLW9+CIaShJoF4odrahEGKOB7J/uvMT243D0632Ar6uximmH5D61Ip0qStY0/YCyOJkff76s5y0Jy+RzT2G4Sv59dsXzrPanS6ZvEk8o6jm0T+hdloUeu39CuHHmyRMcBXTctRO8TlUv8WRi/yXFFFfD2ZiFrVXFIWM88OA3Or9B7x/SzkPO3moQqTKWbXoZprQTS9JbG/UhYbqbeLHqSya2gjsv3rFcTijolveXJPt2H2SJSyJG5tVzAtjy1L5knQpfJh8gMJtIDZ/ezhqBdDfw5ljBp0m8gUPRepQl0c48ilsUGF6+oCVpoLgB8OnqhIKh8l4rN2ZT2na6JtZajxmh3K/4hda6AQulXlYnoVcSJxySFLAeqX2P46sbjb7FqgzLQa1RiFuCHwswu85BlLSleoOkBDPxJTlBu/mbdEEDoWl5ZZYycPW28PMNKMM/xadyoWwqP4PCZU6kIWepWLSS+ZvP6gin0a8RkdTRB38CnDF2kpyXi8zaq13sYyDdHMuEOs1B9feRBzABYmKGo9eF/ixNeExjHAi68bFHR6zK2NvItufemGXD7xORaQ+tOD18pqf95/4VEERP2kqMNrvaMKDk6SPt1DdeFG6gNqkAHNCUXXS5CQG3Evq5LxBFjTDHg520kaGAjRrRSnPfY+4wRznGCjQV/sDuehO9BrwtF6E26X3u3hJzjphOuAH73/26yPKZcE93LADD172w/8zb+QDuO26aXHreleJvifk2KInrBoIUuX10pLAV8OxXNt4cn1I7TMtuNqfYsxR/8FBJ9gBnbSyN7QFLVBiRdujHMPJJdUsGd376H07kUo/2Xwn3oEKAcax3Y+3c3Yq6GOTE4IZk4xz/CWfxnj+2gbJO7pVwdKdZ8sB95huh+hUFm38Ten0l5CEwKqz117+N9+YBbdnAz0AlGaAweL5F5+wmj7/dKs2FObTh77Lyp9zotNINRWwrjs3rwyUyVxvgJdzfksfXb+INF4SPUUINsZcH0CCMvu6nZPEE5W4s3CO6PV5fDfg0FabpuH/V6TzOsJzA7UyuPn7uYoLDev5UtokV0+Ll5KbTtA6O5NWsjkeU5OkR9CXnnFj+D/jOjDTHdxqybB9AUh3yH8B7Z1JNX1IfvEj4lP