@keyframes rwdcur87441 {
0%,49.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAMQUlEQVRoge2ZaZBc11XH//e++5Z+vU/3LBrNaLQvsSzJyJEdS3YkkaVcJlFwlFSRD1RRRRWlFFtV4gLHFDFQjoEQKCBgQsoWSXDJ5UAUAkkIiYltjRRttmxtHo9GM62epaen9+63v/vu5cMo2E6cGY1tyVDx/8v78F6/+v/6nHPfvecA7+gd/XyLXMtD8rG/YuVanfZmMoKHQqifvE9cb2PXqkUBrvzJ72VK7c69ktIN+WTq0tps//OVdrXQc/+D9RthcDGxxR6QlJgxXXu3Hqd3RcSnl6ypWSpJofC5PzgVi8Wed7k/svK+P27eCLOvp2sBMCilGxNxfYWuGwmqsLUilNtcz7/Vke5FnbEj3t/++enxZrmw6eP3zJINe2+E7//Vgikkn/g7Ojtd3ugF/LCRVFfopmaoqgpCFUhI8EDA7bgznhecjDHlu1zgBxCi2nFd512f/QK/EQALRsCeKRt96Xj/tB3kqSIZVTQomgGqEMgoAgUHyxj9sUj/iO+SD7Sqtae7FPWRSMqTAObedoC2Fxq6KfKaYSQUGlGFMVCmQNF0QEYQYQDhUxAZgcUiQ12e3mU1/bUyUo5devj+w1OtxvDufe+rk/fsf3sAdE0zQkHy1CSMEpUSooAQBVRnIEQDVVQIJQDlIQSPKBUixXTTZLaeKlVqK89dLt72+H0PPb5v25rxf3vhsnfDAbp4r9GWzQzVGKWCAJSAUAJCVRBDB9EikMgA5RxSCEhCoKiMdcqVvubkVGqy0czXbOepL/7+/daX242222k4Q5/6XHDDAJDymJAyTikDJRKEEEhCAEUBdAOQEoQABAQgBNA1eFxgujiLExdGaXH0krFjwwaWYtodqVVDzrTfPzZ26B9n+jTVSnz0196SIqcL3s0E0JgGQgBKKBSqgFI6b1ZVgZgBpFJAOj1/zeZRLE5i7OxFkTx70TpA9bHf2L61H7n0Z9v5/oMOZQftUvlXLxSn+o585re1twJAWejmgzs/lgvU4BaY6i5CKBSVApSCEgIiOBByQEpA0yBjcWFDl0eGT5DmsRPRTYUiNuS78/GdO24z7tg1oA8OmYnBlenYujXbAqZs02JG+Cu3b6sf/P4R680ALJxCiY6gEEJKQGEKCKGgAISUUEAAQweSGSCZQWTEqVuv81q9QdPFSd6vx5BcM5TRdu3sUrK9lJhpqkukmB43NT2TqPdMpdT+5QPPPPIX33nvgU+PXh8AqgtGPDeaL04QlQGaChq7ajzdBSSTQCw5vyrpLlKaIfKMIZXNQhnop8rAakpiCQqighCAaSpL5GJ5qql3VAh6uiPRfebJR78Wj8XG13/oE0su8IVroFnj4JILESEkBIGqwjdi8JIpuKkcwnQeIp4DtDgo05HO9mFocADp5f0g6QRobzeFnqSgP5mpBGYyYy5btW5zft36X/eFeEAydfXkfxwy5OG/WRLAghFwNMYNRE7QqmF8ZASTro+2lGAxEzKdw9Y9ezC4aiMS6TgIYYIZOlu+fqOob9uG1pGjLEMWej2BZpg0u2wwf9PeX9x/6eixvnal8vkfnT15DMA118WCRfzQPZtjl8ara6u1+vsnX74kzMuTUddUKYymZsVYsRTOzpWQ6e8L0pmcUFSdgRBopuZ7jgXv9Ema1VRBb98RkXiSEEX96X0XkSBEEqaBpWK0izfqQ6bNxS9vWl14/PTZa/rwLQjwm1u2R1ar4Z+bKgt3dGJk1cRkIn9lMpWdmuG9hQmhV+oi1tcjzVw3NbI5hVAKRdPgBT61qnMRLl2WZP1KheWWEaobhNCfyFgZgUQeqFMH6zQM1e5kI9fLKVx6+7dtLB7YeWvw6PEz8g0DfH74FN/33j11LZF+acvuPXb3eHGjWav0J0MhurmU2VZDyJBD5HqU2OAKohgxQhWVSqLAZ1Q2h4dlLAiosmYdUVJJQlX9NebBPcCuAaVJoDIH6gcxIniu1bEHVD8sckqav7PzFvcfjv1siAUBAOCr9/2uum5geS4XU94vQ+/m0ExmsXYdxNAKqicykhauyECngmfNyBxaq1BKiWroRDNisnbheRE/fkqEq5dLJd9D1ET6ahTkvHlrDpibBCplRG0b3HERcW4wSrvLrc67ejV6oeaFjX86+aL7hgEe/OjdCe46e4Ob1/6WunnTemP3LlW/525i7rmT03ycUs+V5NxF6YNCf/d2qWgxqjCNSIXCX5aPakdPgJy/SOiyXkF7eyPNTCiIXMCeA5plyFYDotmB17FhdWy4tgffDxRTV3pm2+6a3kSy9InbNk89duzM6y6xiwL84b37TAVki9iw+gNq/2CK9g9R2r2cktxypmzcypSbNkvCIOSJ56SXS0lzxSpVMQxCFULMuEmr5ZKij40H0ncRGaqideeoAgfEaQLNBkSjBa/Rhm3bcF0Pnu+DRyHhUaRIiHSp0+4JAu4d2L298NixF34KYtEjJdVUwPYAXQNJpgA9AUCngEJJMg2ma4hFEcS587zxxJOis2krkmQQqsGg6wrt2rIB1sQE4ydOBTKV5LV8l5ZfkWeqbVNYNrhlw3UdBK6HMAgQhAFs14ftenB8L1PvWDtm661AQM78/cc/OPzJJ7/3mo7IogC+7YB5PhdCQgIgoHj1SZSmuxhbvwnmvg8Frb/8IqsffUpQsoMme3ohO02YmSRKPV2UnHmxyZ57cWYmkzGMXds3JiE1dGyEtgPfceH5PlzfQ8t2UW+3+Vyz49SsjmU5brNle4ik7LPNGAWwNACdRxyeXQ+ikL/y09cuCjSTgf7Bu5E/9HU++c+HuKVTqm5aT3m5gtaVAmpRwOorlhWW1Wr/2iwU5jKEfGFgsLdHpaB2pwPbcUXH8VBqNMT0XIUXKxWr3OiMRlL+QAhxNMbIxS+dHJl6PX+LAiAKuZ2IF2EFQmYjEIirf8KryofpTMZzCW3vXY7xne8Hlf98hs1OFKnLJIrTZdTbHVQp7X85ZWbfo7Kvnh8b3865uz8e01ZUGk0UZ8p0rt1pl+qtMcf3n2173g/TMf2kENJRIIOABz/z7LA4QCITaI4zZ9fbdaM/6AOEBkSY30ZdTSdCAMOg7CMfRqZSo/aR4eak1aazvV1dVseGHfjC4Rwtz0t97/nTYuvKNV8ZLU7nIxHtqncsVJvN064fnPBd77wv5bjPg+pfn7hwTb2mxQHuuZcr3/5mM2x3ZgX3VyqSayA/TqFXIIhCKRlcq8V270GPro9cfvbZqcsRv0PIiHl+WAiFPKkQPNXoNILvnj87euvg0Nctzy90HNt3/GA4jMIxzw+q/3K+sKQd6aIAJJWCLI049MjxYhS4W1QRZkAjvBIFZf5QAwJomqHcvJn3LO8ubmk1f3j4uVPVkIuUJNG/Q5LhQ6dGZn/83kbo/rfth8ccHvKL4432UkwvCQAA0LdBGM5TL8Fz7kLg9UNlV+uYAJBXtwUhIAmYFrK2Vd+SvWnzGfv48MPFtu0pKm3/6MLUa/L4mXPTDgDnjRpfEgAhBJ2HHhhzywNNlTEolABBAIgIkGQ+AmI+rYgQ0IJoRYPgzoc/tv8bk/Vmde+fPXLdunTXFgEAHaaM4kqpGgs5V3TGEAbzWUTkfAYJMR8MIiEsN8G5t1YRuH1lPveN62UeWAKAiIJZPjM35vleU80l8uACUkoIISGlgBACBARBEKDjurTSrGdGi+U7swnzW/8nAAY+86fty3/06Rc7NLpL02lehBwiihAJAS4EZCQhiUS1bWGmUvUmynPORKlu9CTj19P/tQMAQMtyxg0mx9SW+gsQEjySkCKCBBBJiVqrjZGpabw8VSqUGq0n66578EpdedOFupCWBCCoGI8CMWK3bUcyaspIIBISbhigaTkYnZ7hhXL16SD0v5wwtKdrjtU8dHrsuo6jlgTghn5V18wL1YY1m06ZK53Qp5brodq2+GS9UR0rzQ57nvc1AXn8seMXb0h7/ZqGfK/WSw9+6tZSu/NANh37cLndpuVmyylWGjOFucpwzXUfJRQvHD5z+U1125aiJUUAAFgY1gF+ptLq/NL47FwwMVctzDSb36q61sGsqY09cWrihk4wlwxQdKy6qsgXJmaq1ktTs1N1p/Olphd8M2tqMzfaPPAGACSkdXpi+uxEtf5fFve/7UZiOIzC2SdOTb8ts+Ml1wAAHLjzFsP2wx2eCEdLbqt+5MLsWzq0eEf/n/Q/OTlLkYstnJQAAAAASUVORK5CYII=) 9 5, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 9 5, auto;}
}
div.testarea{
animation:rwdcur87441 0.2s linear infinite forwards;
}
