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

c64Zw2N/B3mT6TdCaCDtXDEPXTYbEHSL+XcCoZizstsX1DtmPjDZW3XLj5i/StdtAT59WXPOKnlFBW4dZOK8vOeuPwmt99OO/8xWtJP3XeyXy5MbTbjqhAwjKx4p5/5Wce6FIC/GKWKOljog5HS1HCD0I39y/hOpNYcgWhTUQyZ2mLzBwY7eC8fLqJiNe4n+jLJoNYWLtfZLTmWARUb3Qn6vWHULxfExjIQpsJ50A795sphITPIJxtAc67J9Pc0riy3XPLQFOWWHFB/pUo84HZ7C3hXjMab/sfEMqbvxmDDOgNJViL/9XnMIPOPtymWPESYSwQeNPD0nDRyN+MWdFK+7OwBWIEnIm4ldOae4qutaq8pMjwjRMuW5T6yYoIYI/M2Wwyh3qifUvtQ9Kr5CdjJ4ivlwGKLRsJCnOyTjekvt5q87KOsjJFiczbeP4vN0UKUFTgrkGQ334yPzcAE25XNCgfYoQVIrcVnlI6QHecsSQ3AoaQUs6xEokSkHraESkgGwQneyoDKPkp8PFJc2JhZh28/oavMF7c2EorgXsWozpTLyPcv2ICQ1SGwXBTp+j5rgSkIsKLW9pkaPjPLw7nLch4bymg0JFS5eAVYgCElIpPEumxh1Qp/zgHcgVVbEMTy+9Hqk42mL3adEqCc7tZxsML+a9iR7rWJj95fOhTdg4Op6fe1DB862rZhzhjuPykQLabPKLtob5lo0laQOfkDc0NO4LDyU9xmw0ZDtBjLCFzRsUI4Fp7qr3GL685jy1yQ/HgEgEyfDYIsIe+dof0T5DaojS9klR7VvpUzQx3P2OXSMe9v4dMiBD0KM+ihOawK2KjldfCb3XZSnGTChHVtEL31XYib/vw9qxXxV4QhqNIeaWAyNdjX52G1LuGmUYknvBvHlggcVw5p+GvfG8B8ZyWkzJZqVI4GHt8VT6Kw7bGByWG7czEsQa/FY5cI7o4XFbr95IX/8cOSV4Tcyr9BEMviAA4hikM1SQw1piKJrLoPmEQ/7WWdMsBY0AgS/Plu5aPEjWYsfII5aftmhr/JRP0ZT6+IqSU1538L7Jh2U6e8a/v/wJTIulZq9cOwn7PVLdzG6NnwokCDzsbpNkQlsXmriTmQLjqn0R9V8OuYkpQRXJJ33a2KeKUkcuRzujJ0HqJ/zjGuBSxZIsA5gKeg/BRShzXX/36q2dbNtHEuZcdx9OV2wnNu5fnhajGvvrpjra7phlEVHZ55aGfZqMCQrrizI5iCKaONjFPAO35KdkJYPrIfb0vmXIO25AS79KDGzxLxHp1S3uoNw0YU8us2bJQ6ec2ZfC76NjQUqIVHzz5Y97n4usSa7My7qsUNQBZccE35GJ4rZ7V1CSjlSQsmMULZQiuIhBbLlko1cf5/v2YL52DSQEMy0nqxWjgmAoZsQMinPvUrl/fBCpv/ozgCaARnkPT5g06y83t3zI6IyL5s8P9z6HRkcWIHDnCq47FkwL3yKBJsYcXiuv3PMCbElCLKY0F9MUViAZ3VA9FTQ0UQ1oWlAekZgH1ChiIzqAl+yTxHkSqHM3x1AGAr5tXerqd7CLAoQiYg0mNObXr9IPEnUVDJYhGXZFPfTGI3C1vItdhcPymIMaaWlWdomfsv4DcVLVQq9edQt99WQcsyfdVcsiwN1ZQO4jAuf9Rq12jjp4QvP5dhJAwnJfEXsf98y4wGNLQLUfS39SZn8T7Jy/5WmenH+uCvoBKJgfk2/HxcjI6MvoXV12QglfnptwMXiTULsAv80qaCXqH0sRL+3ZRNalLGvtw2n+MgUOrvYZId3gXXeGKDI0GMTVUClp81E6jpGthqIJYtS0qo3fe97BZtnwcSEhHXvelcYi3+rMBsUylp5eo+63cVGrHR5ny5dMgSdjsphqDKu99gnImnyCJgT3FcknOTytaWEbcXYrWfqjG1ey0IrzIWekl2jzaOSWbpfjChCpnXL3MWzgKdPebT2bI2PUunGRtXZqyLvlPjZGO0ijKPdn5fI+PBDxJ5mFh4ehVk18+7p8/f/lCK6rlhqMKPHuUa5ZeQF22QP+/eDvWiPxjjUJWR07ETZ9gW1wK95UCHWx3xLQmHys1Yj55uWzk0LcFZ+uW6nG4FXFMo1s1W/ubgw4gBvmNN7W0w1uNTMum41xvQcGyPHGCb8cEBc6LswKW3fqVDltaH7YXgnGXt+ZhqYD+++0R0hTzK5o+QDVxYQPDRxHftNq4G5jRxaoGwowdkCiLx8omWXHzqWZlxuMSwwjCrvYSMyAMQK7/v0Kflndncd8P2QIHUXrmA1eIbEp0bQYOgdFnmQaqO2zIrSxXTfHbRyPR9ONoQAoI/lgsjkJv4xIuXqs+ssvYLVu8wFkt1x4N2/z3iB55GLmHs4gWKVNxo1VdiMAjBd2Agz+amlEElphx7suWWtaJKp/73vpAnpSSr0P/K0WIoyqnbU2oVxLJhbeT3sXP6PqCRRGwyVbVTb1Bws64phwU64sQfZles6v5BGMoL2aYmoxbhC712tao9Mp0wxy2lZDh3//Saa51lPUN0ComOtvvW4J67YxpdIjLHDkdsPGYrqh2O6BjCcL0QgsfqsOZ3u62r042mgsehUa+bbDgJ5yTZGMxXp5yHi1s1QIkJtx7PD6Iw0N7S/ty0xGYDerEhZ2EIatsUVkbtjl5YggJe83frd3Uid96oIP73ANIVAiOxLh48I8xSt2ur36Fe6AogH4fzKsYNURCrpXEh8wXmMtXRrrAxLBud6g9P3dCy2/Sn9aTDoG64sbk2Z8btgX1Yuk0ZykqD5jTIeR2/gXl5oSfjm3F8WR3YzjbYmgAJ8DDOcmuI8g57v1Jsvf7kUPYgAQYjxhxHowvQmrF7nBtqNa0LjTYC9J7JFvY+LfpNJdQ+IjfGKDdrsIi322cj7Zi0oJmxsw4JU8w5ppujUPrECXpmLulAH6Bp3/F2IPW9zUulvnmJWys9TU0o+PnNIPmDLXsbpO8clai6z6ZfiljQnXa+pQLfaKI4xV9IPKkz1M1SQrrn82k2h/aHIotrnk9YTaDYPenaNJrkhPPD2sfZOuEOG8VZtVaWIlmvAzU3CuX+0vJZ2lP59U6vGHflXb/7o1KHJC4+N3yQXnt2H9kk+j3KDjDMeYT+03m4k66hIFOfiBH3UcfP7pGff2Y5Q67qsQIJR7wJP3IwF4guO9pYY2Kjk+uPRkI/5fW8WB8iLdv1qZqPUQv2Vpdtw1pZHk5OTNe+CaDL7c7I7AjnmuBlPZDL7hbi5f7iLx7A6M5XZHrjON8WkM+o3ZtPfAeWjMn4whrVdXQNMpkWbKqEIoEBHNMAAD2MJOEoIJYFO7C7pQjuFKlZ3FkFcchzXRa1A0O9hDKa4Juw+bbL9UHZ65zOkNeVfzMfry3kpgdJtjUQVVkyRF3eEJc63eEDUYyIjciK4FIJ/cnjkGmuj5yMvpoBMDPleDAP9NNkBVYn7TTe+wus2SI6SEwi8LQmQXqapj3/k0p6QBgN3WhUXPdQkwFgUi/9C/GhucCjgDWXccx6G6TUx9ZvKcF7mkS5XoblHcZ4QIsTBsMYobLwXh49cQhR1+bB6wWUYI02ID6dX3gbdj8iBsZ5OpOvkW3uphPIOMUVckEybpk6O4/alTd1pMludT1yRcX98YbfPNDIJcev9nWQ0phtsJvA0LfIP/STB0gVvEZ/a0xEhrbJTyPscp2MlCMQi/gjr+EfE3Po9zF6ZtFqxX+rpei7kb0R5j+Kb5jpYl8fOUrlQoe2PngvRJflmubKbLP5JaDsAX2gX/I/PqH/f2klqfoYpw0nhWSpn2SAk76bD1iw8Ky2iUA4Gi5UbkbIlkDxeqBdutn4p/jDPXFlUXe5Jc+ULMx3qt7lGcKE/lU8s6jvK+5IKTVBfhtBHg6K9RRR1xqxfBLjws4GT8im0qAd4frJt9uoVFgJXlprraoPJ4tcFUXJbbwW0svzWxM0xPEWysLwZTl1I7V+ufz64Xoytc/RqRJiPl9ObVNPxJKB5vBN+8Sr3weqhCeaHpu8LzMWLkUFn+MAVC+WM71QF3YBuqzd1hHu8IwisSZb9iwSNzZs/AQBS/d9pEWXsi61lsWB6bVcec0uf5r60tYOIq/ghZF3cy8M09VrPHvEIK8bmwi6ayuP1roiVWrUdV9NyYUDGasTngva1EHppZtLKGQZpNYNSLYEpa6755Qzh5y0QmEuPMMHgLEhG12w8LirrAtVkwqYAt0xGqE690Q9TNjM5yANHJvqiLXM9IyNfzvzpQ9x7hTBjIh6CsQS0tldt3flR4c5rY6OEGCWeeuIgaIZitmRt7aSF6RiYZ57FX4gp/55I7AEiWponh8PO+pnDQRd63+tgzyAgDl2wOJa4ihjsqn5csFrheVQbvbIOPK0jc6/blYC1VDUQSp7EANBt1v8PAE/MxVxvqz2qs1ecaBjs8T6tyV/AqBl7M2odxjC9On35505sBxnkAyB3QSeeQs/BZMT4Ubsmzhl7jCCCid+iM0Uv1/FT0lP6ONWCtrGr/FezRVHi9ngyrxRaMcKH7KcWyzBKFeHqMCZtuI8yz9oTI2FLGxXLHXwqFFtg5H8GOnLcLuGXG7/+p8NItSseMUhkS442ZjK4AiWooRg5uEfOGn6ewLOYBegqeEhrtnDw52rgwHV/K6KXpsy6o0Y8N9vpfAPEvVKRlhbpW/lpAFfRjzeM7s+WTS9agfsuvyG7SYIh968O4qwii+HE+d1pl8KZ2JhIvdcv2GbjggoJ2nk7QNpTjER7lPyyhDC/qcyxNi/6v44g5CEiCQQkGc+ayoEFBebh1Xa22WmtiEW8gAqm7f0oNr/jS+GfsiVCANpsZUQiJsMUUf/VPcF/B90wy9fgBqa/ZgZlSKqtO2WvwQQfhrPZCO8ViEp4UunG4uH3wtkvIGYCAAPniWCY+STI3UjJwjya7uOQuvdx8WPK9owzbDJ6W4CKyryTKAtKJUkPbNeWuYH69qK0rgagJNfIjOSPhoNJ30l/yNeP7LL9O46vZSATEzyaGAv0hrccDpHlkPcSa2aB7TcBW4Eqhr1KfyvD0lvxaEr2QVV1zznDnx+HlGQ+W2VRQMpuX6z4Ld1RPkxuiN6C0Bv0Eq6yXhtaXIC3lzkzNUALiU0cY6FUzO2j98hDYScDjWsNfMYliXUNgs+/C7m+1bE3BoPAItE6LVQWYKAZoSpaDOt8MbOM4Y8y9L6PDCGF9nyeV7lxBzM3sZVdFuB32uRj5qvBcVWNvjG5yX4dIUokK+6xycmuJeEAIbPihndwYx6F9Zyw9ZRc+q1eS6q2Ttwc6xvn+v5KUYq2K6vcjpWNDT8+ITI+FleouWUbXCKEa+bJiwLNhXKYJpkrAoBLl2x/H7mB9xkMxiC2lh7XZgKvWvCuu+nrhmzGb0W+OujTfhj8F5kG+Bj4le3AKdc0A/5xojtg8guoEAf0ODAg6U/aosVv+0GpHZAUNEZBoGPZT7rXpMyzHAg0/unctKmDMzjFvHtYxovUIBdDVNfFNlPajJ/vgMDu17QbfZ02FK3CKTsNLbvF18WTeeW2rGB7aRy5p18sbupHfXBSE02ySj9cMt93mKNB2JaQZl+ZtkJXyq/NRJFRcETTo5xoXKBI8FHG8uyVLexw0caCbVDZPMPkJ2aIXEmbQPYezUTeCt9SfkcOraa9HwUxPTFE4Aoi0rjPLb5yYSfvkZXNPlmwKg+vwRR428cMvyVnHbxYo50rnWwsFMdC0IBmIQEGLricAvpk4UqNrUmJccWFSCnb+9/hF5msN1zVYWBbMlWlAgEIU0QtT/MV7y63dj9wCd9pkTvVvZbj8m3m5MIVETFF654JS7duF9Ev0yhs2kDldTrb91oaDOHkDyWR6ZfM67rPDSK19JVsqoVgvJKFTnXcQIFfldfnwgcz6QJn3jFKPAEOk4pLiGBoDduLZi8yUS9rOAHUaa2auXaqiuz31N8E4HqvkmdD4/EAU+Jr/qJx3IEjzZ6miL29NfHjNjNdc17JKqIuEWYNfxcYU1mlD+b+djghPHtXIiAWbkg/AsFSwrFe6pULmobi0XneT0wtIT0tmzzXWzC3WjT/QHMC4SBAxXaahOWCV0yxOXKz01YLHij9/GqSHWia39DRfKmHD/tmCzsFhwhDlpy8UtQvUBhfk5CJJ7gY+rKtN8P/wCuNUVE+63kluoVIhdqGBHxn95c7LHTWS1Nu5dmI5KoKuxVnZSFh+K6fXZDtiUkfWtEq+LQCcwpdKlntSfyqFV9qFTgVcPJ2YW4zTSp51yegWUU6zJaAjSlc063QDpF9SBO420xOomZVYqJUJU8bYNxFOp6NMUpp2ua9Mzrit+lh9qJVcJf866YzHQUOCB18Sh4cCFPkTY3mg8U3Pf87gCJhKbLYRBP8ChnuOgQetzp1QTR1WZlQ25izPfTS3rE9vySXTC0v7LlNL7Tickv63iYBvHgvSV4keNkfHRnSzA1at2dx6+FpKYH7ryMvZrPlF/fJwtUu6XuNCbuRFv4HHi98kYdPQDVCF0md9cBtsQrR/BZkBFUfK+oZiSV70PAApNBMUBMqpnFwY3CIslYyZeqls+0ECNBuPVITd7hSVTR9NendVH/7ZYL50LP3SUb3rhu2wXqJdZ+ao9/XRGYjKzOm29eGRm0Sgk4Vsc8hfnpK/5mpJsQbdk+vJ4O7Su+lIQSJL2MCRlcKFM3UyYPvjevEQAX+iRI1o61C/5npqQCnJhOiG02lFSU2riwBIR+P5alzDCM+QBsRT2sFhHy5YZ+nRL8etf41d5QdBK2UYTpYs+8QCgR/zkz4gqWuwg/LFy6wj705tUwrl/DYW9+Mjd4fiJq3l6nrRb4s803TPbb6xAqC+ytGsCOF/pFr0sa37zKj2jh7D1jVcP43RPq8QHCzcTPqj804O+EOwGZwjNW4a1Rif0jF2MEv1o+aVd4DkfKGcb5dNwPK69HIlzN2k46ahKRfnfirOcEiihdJYk2fhk2Q0Gu+wuJQljEenY+AbKoBxIYmSaNP79mYMn/XtcbhL+QPkARBFVq4BIW1MJ5hZm7VUFtIrEEZ9kMXsvobJjdbdxu+wcEKQFd6jVLGg9NldkNlT2tHurvw7f6W/4yxgtOjOq6En45RLDLy6jzogd27TvdNI+vfddH7MSrLIIQvFc0ZUuEztb+5Y96KIU7Y/PelboD38vLxjUc6DbG3p4zT1UnmPAtw9X0aT9usY1vQD1C719FBiTNiUd0lSk9P+/n85E1K4fgzQZOd7d5OHp5Qx1/aQc7bqsHcGdd5uXvcMFwC1mmQNevfmgLDHlJ9OtMZmGbFkHXneOuv3Uc1zcKYiRhzi2r+z3kLk5N0ubTBCCowFhn9zDH8nFQy1VDflgDv45zFveWpvcLZ2VrmdVSbUkVEjGdzJkVRlsaoTEQjTjIYyiq2Qs2zK1fkRzgwgZupX/htalaWQJXpwqxVhNNmERFRlInFyf5FQU05d5xUFASqmRoXlI8TuInlUn1eULZ++yoTD5HSAtdcvMh1Ke9n9KBq00MsNE+ocrb7Zjs08O6vMx2EBQ282y9KansTSUAqoHGSsS3SHUHWM9UfyQ/17mBj1Pqc9FMN3G6Xy+SJaCFDY6LUQyKGB1rJ9q69CTLv9IY2ccwC4ALI8SKoBHCZieZR2AhwjJSL/bYtOlNyHyZ5gQV6B9jrxpZZzWStOxExleDlCFbQ1do7eszvqFSgt3wl+0u8k/l6S0fibQa+qYFJZ8/gPbBhUwVKLZLeA2DmoyyvDOn8e66kX3I3XWwkfhKD5JCtHaEyyq0o7DjQVkNBNLBBik0KhbM6hnsIOrsPaPK8YoJMvo+m9HZYx8Moas+uqO7G4tFumJuHzfKnFmfo7ZNua9axGEqB2lFRDlGXrWQsY6dF98QxxWyFINOj8nMun7+SF9uvkzedJjn0HAiOnDhXFG0nEUje6QT879TuXfEJPK6C4gGJ+rmW5DFD2Ho7UWUH9UdVnFApZzEf3kf8zuwcspARU9Uxl/TloRghCOQs9s5GRqVZF5rJZSUweR7nAbJe1XL/X9wdHn8gRGq/AuF4Aiju6BwtjWjvUVxNzdjpO+5iJRS/dgWX2g79DcVazUxbZCyUoN/zdSMG6nx8wBsGC2k9oF+L77zUtJc1QE0w6WRXysZW5MM3ObvFYWrsvZqKA3Kuo07zGUteKZPIPPbjtxjXbYd7wEl8YfWJqRx+16+NZlXOg54s91sArruRyUdc7d2AzGp5Q6iUvgQ3w7PHvoaBjUmXPCgZ+iRzOcVHm5TWr0WzZdlkKLSlAnhcD0HPCBlKn519Eyt1UA5PH3FEnoQefevSA0sOfKYx4qWxl8hiup2/cr0RocqZXqHjxIcW0qUoiV0EnW4n6Vj03huY/GZo/dCiEWVO/Dbmz+iKvXLritpw+W2LYp3Kf2zYHIr6NBNsmSQlupJrWEKUC6k04G9wnQtH8++usMD61Z5OirZlGR3V+i7s2KcMY1VsbdNuvyNp6Sqs8WeQMazVxeM/t2Ql5HaAAJihOtiUTZbJFTZZk3odyv6Ay2KxEVPk5JENuiuH9xlqCxHl1poJRA63LSZv1XZzlqPIcZjAUGU7zFkAO9zwHZXXki73h4hh1oVE1AMB0YV27MyAtzu5cJldUvNIHyPeb6WXZzrK5sek4XZPWbWgO0jctHebSZ4dk57ReqfL8vyR/vTLn776StrMSNQ4VcfcNnNU1JIlcTFFKGGe5VuLXTEXFIT6WqUP6JTVTyvPeGEVqKSAkz41pseb8R3WW4KbU2jFThK6PmkgK4o3pHBOLhK3DeXs4Ls1JRzUm0fGB4BNqRvYIKrjyr+VB1ADdmdD68jZ9QKZc1n6sFd0u81B8woqSfRoqFuQTkxMFxuZGMnrFcW7e43uDk/PTMPQe90SxXX1vvWz4N/xI7D0ZeNbzXNtk0i5FnlHrGxi09j/3hzMqCZFBtSkH2C/1g/2MhOI2RCS0djhabA8C4jQYD97pkp/CUHMhOVAMNkiPBprleqKj7b+Hq1YI/LYuZsJ3kq3l8OL4OXTQPPautHA8FuFBzRUkezYGp/e9gZLFLUv+lB1v7hpWN2rqQgtPD6mb8QkVGp5r0QmHEOLuKdDMP2LfscnDmePQ1ZqnO4I7SByjVZcgW8uhcjPrcmMglfGjxwofE0oOxgmdCmareAElF4/yGAo6baPPu2nGeDRItZ5s9ATGzfOj6ChluLEjuGS4PhpviiJ53ysZ+rCVskqWjm0QEWqBLqyNUDhkKoTmQDXmoDgPkIYFpoHU0pB6rl+6v8ujaUdEqlE9cMg1elzShU2imXtxblBqKsrVYvfU3kBUp9SY2CfgAjysLUwnc6N7K3UVucddkA1gjleKZFdj0IPuysbM0dGc66FcZT/wmMuFEaSiQLikPQWRRyUoVHDSm5Db+x5Hw752MgxHUEfbNuwD6irfID+OklBTdshywm39tTuvgP4yrh/SnFjXrhUrlXCm1a4gwTiDiRlQ/eN6AUEEmVjrqJmPdy7FAou37NUIXqm5DCjRbJNRuW6pWq6+DFI8TB/ixrLGr3H/XRS593Xw+evXyf+zczx2YSI7LRWfqhNWP5/psjC3I/LPMIzLPB3QrdBoYc9j6xciBsX6EvbGCPWuYUeEdn9kVdat34dprwlMlTxbuVHL6KIa1mmXDkGSXjV/V0dv1o8CjKQqrLAcr55qvF4HppoiNH/h4CpTexNecjnHPKynHM0dz6uCSWXeoZP9QhC/2pRpMP2ZpJ7eSbr3q+ih1DpeYGcFKnBy5d+P0O87hcSsjJBpChxNMYZeFu9Ib1OOZplxsVH19ZmjGcnjfsodIEiS+C2BgXPvMC+tLZOE40sCJ2WDSfTVI4JcH4MyuXUV+DTW4j4UkoNeREpM/0sIoR2xVIyBunYyY35/GK3o8wHckGdbCcQUD2s+ZPFfXX6LJ6+TztbUE9SytlxsmX2ziBD1DJ7QIIzLU/YZjrIGrffzmbyhOoMjUQYBp1A07s/hwNYDDl6trFzGqm/3kxgIFpUbZZ3x9X8gznOF+FTwpEF4sTpkbr4zgElFHR18uRUfZsKdnE5PqkeV+Dzk+06eENYlNA3g5h6bMoOJMvGRlIr5jX4xg5Lf47LPzBkoOxyR/auycEG+3z8habqBkIQX9OfX+JCl+SaNYm5UNqcBmSzuraFH4HWPQdzei+lxSoO0egImxslIstfhKZslNtWuSd/dOA3/PQ7dAvj3KuG3H0LptIxyQIKybMx1OmOWIIDeehx+LakVo5v/aIoio+OCfcatWoi8CLcjswOz+dhnMDKwjKxSX8efBqH93TCa2y5uQmq+Y4ItL3y/iJGW+1tWF2LsVNJ6lYfvByyieHWb+JXlKIrCc87yp5ajevAHK46j36ulrTe9bcEou8FTJb1c5yaX3i1RYN25h5dGQ7kakQMiQu3f781WaBNYnSdX50JnPGugBpLGNs30V+IfZg5WLmwSWEqwbvAZLxX2Xr8Ht7+NzBli3KkYZTGaT9DBs27sIBWOEcmNr4g03YFziX0Nf1NqPR25eEnmS9f5ppABhWXDrUvM1lVb71U36u/abRsyg3iH6CJqUK15BGYWiluS9pTv/PVQGCsmwd4795bsqyQW90ZQ+KWm9GExoEdeaOyh4IUJ51eO/cH/WzmYQzeQg/Pe4wAoAKSbAcY5L83iVppEL+LI7aTanJ77jJ4sJfVhWUyZ1FjnziySINfDwF9a/tvY1kgkT6geTeqv4i/fOFvebkICL/NHKrfe4MTMydo79SRcgq9KgssM2/Am0svDX1n67AeNY1YBiBGc11n3Pv8dpnG6mTSdURsX5GD7E7Z0DPw10HT6L1in9p9R7yWXIsEXM0iauOnEzI6W3izsCbC4U3W6o/BySO4PyeayVopWpnQjTS09GaULTozv2aQ/FYRDB18aB8c522ngwID2cWNiHh5TIVw