@keyframes rwdcur258820 {
0%,12.4%,100% 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) 3 35, auto;}
12.5%,24.9% 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) 3 35, auto;}
25%,37.4% 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YA6hWwEEVwIjhr8AptUBTFHbTUDYx3A92OcOa8PnRNA/zYS9b6k7neEYIhBk/mQCUFPAWadrFjJnHzDHNq/9o3Prz+skkdf39Smf6kUnYmnhACjQc6QmxSLT+KXiYvNhM6A0uIkfObc8QkL6nnSfm8lzD/bbc58gzms0jXgYghqGWyp7gc8sxS+9QqCz6iQJ5bRJIR1tcdrVfqWSRGnuN+6TXr5m3/ZSN+qwEy5x4oK+23mtJNTEMb1Joi9b67mjwptHoo+zt/6+Hjnzca//Zeqw80UZm1wt6sZV4KGgSxgtHkTZDq+IoyPJTTNoG6DKnUpaBNvMzw8oEhM8rxE45BXyhmHmsNHmF7F/Z2WpZXDL1oOLvpmYwjtEluZ8GKpzcSlg84Bj04fjTj/PkWmoj7TsoDVE18pQ9CaDQFFa4oLZZkjaDERhGBSRP7WaX/2iAYMaga9ubKbEeh4whisHkg+EB3KIQIbaFIJkRVWp/G4TQsHhQAK+QDR941DFyK3ru7LU0N3Y5lOgu0jXJkzTKbRMY7nuGy4fTJjMwBRsgyxbdK2yhtE5lEpde1HFnPkNpfuyg6GStVEWmLK9VXI9ARaGOqymgghUsH8xp6lcEKZFZogmVvu0FVaGsIRmmKgLFgc0ChtaAWqkVXQ30qaycrQ2dgcZkgMdLtGcaTwPbFSKfvKOYBa5XVNcOsiBw8ZBneYsGARKiaQNMEptNIUwpRYNA3iBh8UEY9Ya+VaxsgiPFRI3Gx7UFTytIIoVkELZMEVWBjs8Vg6fcD3WDZ2vU0VWJkItAUHm2TN6kTPGC76fjspz5trjzfWMhNyhRtFSi7hqqOzCZKjIFu37C+6sAIo2GSzfsIktBfGxSXGZYzwS4LirB5MTA+3xCB5UOW5ZG5tgGih7a+8neKpov0J5K2MOx/CPUsMu2lFFSpsrMVCR5cpogqoUxaqk8B1OZCXV4551eV9ADIHRiEpg3UTaT1lmauBBVcLhxd77I3qShKaOtEIrrdVF7vOMg7hswIWWYwTnBG6Z5yVEeF3V1l52Ikd9fpC4ghlaEWkV9I5Wnd/8e3LNd1zGYBY4VyrlgL/ZHlyBHDU0aZ7qSLogrO2lS+/Q7LOSHrJPcSVTRAMQ34Run1hFtOZNR1zVJPODgSRK4ACSspvuxXj9uQsIEaQCPOCEeOGAZDYWc7XtsAdaufsU5Su3kRA2JYuAIgWYKpl5emNpVzGa0HHwMaU4A0RmiualMI30x7r3wgmExSldiAqqbMQZoGI8LBE2lXeh25vAf79/JRqNXTNGYhg5I7yHKhmwsGQVUoK6VqhAOH8qfxAGM+oIQK6OpCQYkKeZrNEyOENlz+ulihngfMyFJOQxLKpu9dOOdxFvZPVAwQmvBtj7Q59LssskgkLnKv6xmaefKWwdBiSACs9UrdRmLUBNIiGCcYIyCCiCdEQzNTWqcMBobMwbAntG3k0mZz7cbI1ta0PLA8eGHw3CHsc/WUpC8fgXhF+ayTcjzWUBUB30SsFawzxDamtHdVkItev42J9Pp2ITyphqeRNirGWXwdEzw+3iOEyLyOhACGxFGyXLBWMAYyZ8ic0M0MuYNOpmQLwuQWoyTdjsHYp8kCAKryVdCHBTC6mMeLSXENV/tw6tB6VUwaT0lOZFnU9oUQlWxgaefhO8aPvJcU0EVKEElWiKp4n8Zil5eFpm2o6kjwkW5uyF0qxloxhBAJyiImpCqRj6BYQlSqAop5JKrHGaE/vJ4BQpJGSRhAlO94djUkd3QGirIltLooawsxQsQwGEXW1x1f/kK4MtKyvxbcPYZAVLAWhJQ+WSQcMdAd5BRFoGMNWW6IpLnAqgxpeswJeb4/UbrAU0FofaSqAnUD1RzqKqHENJrzNMsIKzY3xCqmqLooVX2nZlmslHaBvnQBRswCJ0QfyTJBNKbzu3+RgywTrEu4v63S6FunD+IST7AihCaQZ1DMPBVpcCK0kcluQIwseEJCfd1uKteHAN4HssywPLQM+0LTRuJBpW0tuzuRttKnb47eetuBftPwCt9o1i5aVWlMU77djSVpJlaQCC4Da9Mutgtcnncs42lMIArIeoY8T6muaRcEab/n7xJP8JqMe2A148CKSe8J7ASsg+WDhqUVw9LIgaQaobHpefs1gelEmU6TybsdgzPp7JuOQ5y5fnv83ucev/PixfDJstaRX1BWdDGadrUr2+Smkgl24cZ2EY2bKmWF4QFLWSj1NIKF3pLBaBLYh9QPXHgenUESrWpAG+WWZ+eMRkI997gsQe7Z3KNhkZKj0DaRTs9cboh6L1hjqVtlNg5U84jtpCArInT65vrt8Y3N6dYtx4aubXipsg8oFoFmnyUZkDzl8MwslJfkLTFCiMrggEMjNPNIBPKOkFlDiErTLO6z39+TdOsYrwxFZsO0g6HRhAzbSLGbPm+DUE4XRdKRYdBzdDNLiIa2jRgT6fYtvYFlNo/UVUqbwV/nCOyvS9uzj95ybPhJ7/lS6zmN14PowhA2VYejV/JccC6lQ2uSAXxI06Aak1s2pWJ6spjxVRq/4AD7sMAItmMS2bwqbYYI1Vxp60iIQlMkjwtA3oXlgxl5T/AttG2kDVDXkbIMhDp9d2XFsjSyFLP0fkKIz2BC5Nja2mg0kH81nXFnWenIZhwUoYjIh46sdc9Ox/U/8VVEF6yrKSLioLPACZ1MqAL4FqIaQrVoyCyIlmSCzQwxKLG+6oxZ6PWEA6uO5X66T+MVHxRjEsITSfikmEd2tmPK8xnEBqpG6Q0TXnEdx95OS1XE79+IzA/cc+wfzyf695p5PG0EvArtopYI0B8IvQ48+3TOqaGQG8OleeRTf1Kzt6OJWS4qTNYtjpfAcFkYDgzzedrV5YOOYQ80BNoQE1WPqW8IQr9vyLNFf6GKzOaBphWKuTIfJ4N2RoalFZvI2vei9I8/eMtD80oOn9toT84n+uu+jLRNwu8BTWgP6PTg9pOGe1bh1gPK7V1lAMzJOThQ3vvpmqJYvAyRC50udHuGAyuGwcBizSKXN2kYOrMQoyXEdOTEGHQFgleqOrC3p8xnnrwrLI0M3V4CPRFPOU0vYE62PPnAPTMP+Ed/7bbuly5V79/Y0wd3djFVkahvWOBxtSkFhqCMloSfeI7leYcSDI0qeBQfYSVzFDHy2I7hC+cb8p4wqaEJkPcFMQt8bwRrzeWXJIxZsL8YFzWJtOsSlLoNeBW8Cju7nt2dyGjZsnKwQ+Mj559qqBdUMZT6zDyg9q3f2IwPbO6Jqb3SLMZUhDTatj+zM+gLf+key4vWHGXwnC9gcxaYNoa6CpxaVX54xfHstYyjy4FDucOr4ct7nv+76fFt6uc7ozQkYmRdpJ9pKn0v+EjQgBGLBr1MkpoQWTtsWVmyTIrIdJY6SkfWHBtnW5o6pfFnNCX2qT+exEHWf33ZyOG2TXx9f+mieCoKJ9cN950QvMCju8pXL0Se2oaNSeIOz1+1rOYp7e3GiBA44pRTfUfsCHutUrZpJrgNKagilgXnImgamixLTXUIl5xiPlP2dpJ3DHsQorB5zqcqkbPYTCj2Ujx4xjFgMHJnplvhzni5YbHASPv4aEGHvz63FDueM5uRyV56P8Bl0BsYyDp8clJzcdZiMuVg3zLLlCXbcrxnecwJ01mk27WAEokJzkaL9wHjDD4Y8o5lZ1IzKQKDbqoAFSU0l1ImyHPH0ZOwsREp5g2rx7qIadEI/x9grTV8mQH8OQAAAABJRU5ErkJggg==) 3 35, auto;}
37.5%,49.9% 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3 35, auto;}
50%,62.4% 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3 35, auto;}
62.5%,74.9% 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3 35, auto;}
75%,87.4% 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3 35, auto;}
87.5%,99.9% 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J2UBbC6pKj6YyDqbK85BDJo/WY0r1vhqoqPT+byQ/3SahmKdPyRWbp20QzuylrG6DQtbmh6WMug7j8ui1cXVu71u/fKGHkGI5cThouf2HfJh56KHDqtKcMmUvM5kqMysoydAlidIyGDh+MrhPaLnvpPQHw4edPIcH//baH2CmDsWOyAiKKxkRdpXx/5xYSO2haIxSL415UA4tkYnML4yEnNTscliZQzeAdPeIpnZBU2J/nE97cCMSkeEdmVpJnCVWTAep7ubcQUE0fAv980yptazywFTh+LNBE4bXLLetHPa+8kojN7eZ3gi8cdhAP/8v1GfgtP44PgqUEImiX6KMxHAlVY6gae1NjfqBsb3mKAKpCE40+Zkrs8cznicILZXB37wHf/8zW0ynKZ2ZNHmbE1liZeAZeKJ1nY81x9oTn2acmSLg14VQz6ipd98Pbzzmz/YuyBuTk10TaKoHlXcLlncR0L+V7RoN8xTaqEfuceMrScWXfEDNW1/LU5a55wPrRybnk3CfnjWM2zxeam2T05riy1xMKj/fC+QsdRi55etPJCkCQ7O63MV68MBg7ylIYDBwC9L2CczRNDgEXBAlCNcv3hNaOBnZ3IjuXlMHIoYB3jqTCdD+xtZkHKV20uw8B88L+QaJqFefyqcwqJbUtItC2yqULSoweh2M4hL57PQKmYP0tFhwLj/ADYTxwFMN8EcB6I0bNwz8MF/KssGuM6kBpe8N7QTWP0NaOeNQE74SUYLobOXLEA4Km7EV3HQJL4xDbTmimeTfnQi5ruWoJfa3XFhcC4Fye9d009jpseg5Fgiwaojwh0mT0VSRWEY25bPnC0dbGYBwYLBcZhN6IPQzHjt2dSOyN8VjwDpo6Mp32DEcOcdD0wqzJHnnXHuCFkDSXmLBoNOzQNoGEW+Q0w2FoMlaPOY5vB85fUPYu3XrMYJbLnx8JOCFfBzT6xWXpYphDqyiNetoTSpfdeVFKNWVv8IF8+pIToC885hw7u0psO4ZDRzlxdw+ALO7kALS9EhzXCIxlSzIhyvtdAI5ueJaGMBzcOuD9IEOmTigHQoyGC9llnBe61nCL18QJBIgpl0xTww2Ets3FPbb54oVzebNU7ydcSIyXHOO1guHAUNW7B6CLsRsOHHExk2wjjEtyrc0IYBkBlHyx4epuxPnAcOi4udaJwNJqQVvn6zECiObmyESg8NBGuloZTgJ4h9eEOCGhaGtoZ3Q3YKvO0dQRnLByNJfFvlNMI5ocSe8hCQbjvC+g7wwps6HJyO6++IxbvGaqtLXSVNDFxHji8UMh3cAPigF4n0uUE4em/F3pMK5EKEeepkn0yZAg+OBQvSGJRvKw9XDf0ES8A+2h6yMpCMORwwdH1SRU7yEHqBrew3jFUc0MV17X4/B3MsvMNxmyuMjUt7BXR/SGBkcChEJIveZxWMgborBYkBzyI/GOolC6LuHFkEWy1BuPXXwmSuQL1sHbYtmS833bGHFRj727BwA6hNQLK8uOajdiTrAFCI588klzbKa4yLgDYfVIoK2Vdn69RJSDnDxip9faXlGDUvDO8GLgJdfzwiF9QpOBs7wlukHE9No1mnqeKEpIfe4Ivc/TKSRfrpRwD1TYOx6IApMlRxgKsTWsyAlvkQLoe1usvHIs97Wxd+X1pz8Y5cXo4b2fXDoN84J1hyGQGI7yxMecYzA02mRov+ARN4jdEBGH0yUENAp9mz1yaVlY3/CMhvcAQEr82aTQdcp4Ihw0Rt+DlJmdpWR4Wez5Fw0LKd/lxcAXcOxkgRnMdiK9LaZC1x5g18EEqplSDhQXBCeSE2T7xmpi8fprZkLs8tzROZise5aXhMHAMMst8t03QyrfUVWJyxcUXTBBweijLP6KY3EaNxEdyLlg7VhgeSIEL8x2wR/e/xsI6RaGAXRtHhyHgjdpsBYPsNwAWrRreSQ2ib5wxGS0naLpHgAoCzmLGKMVx3QvH13qQIqsmJhc+1OW14nByhHH1tFA00bUZ57ft4Yu4jz1tx6ESJGHpl39rdYVAmKY5mRqBtpmj5hXdu2vTVTl7qjwR//CqY3h0D3hncP7193UvDbqUb31QGMwhCPHPG0fidHom8TquicBSY0iCOXYv3FjIXnQ8mazgmuiuV+QBav2kquMLKpQV0F1AF1t/F9wwj08r35JCAAAAABJRU5ErkJggg==) 3 35, auto;}
}
div.testarea{
animation:rwdcur258820 2s linear infinite forwards;
}
