@keyframes rwdcur240522 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 4 0, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6UlEQVRYhb2XbWhbVRjHf3dkJUu2W5KYzs6tHTLn2KAKkpTAqkWLIL7gnPhh4gvIUJhuSkXdBpOWSTMRlKmgiB9URJQpgqJ0guTDWGgKug0b5zYqbWO7NWbpDr13WS1cP8Rzd9+Tou7/5eY85znP83+e8z/n5oIDtZpm1Gqa4bT/Xwg5k/f0nTR/h8NR5VoRoVbTjNTW44amGcbnRxaM1Nbj16QTIZm8p+8kueEM337/FwDZgxl6+vK2TsRirU0RqlYvNd25kFfy++5ZzmdfzNlItLevYf36DU0FVZRzBsDFi42JhADOzxxjU9cxAN449DwAAwc/sLjd0nRygM5O6duYSCgcjipyr2/a8q5t8uzYLgAymdubTu5HxI/EMoAgte/Z87L5W9d1dF13+fjZrUTicW/9LLMOJIvBod9xMtJ1nUgkQiQScQWRdieJIFKeBAB+OlHil+LVcaGQR9d1envvIp3OBAZzkohEIgghAP8umBeR1MLGf3RwZmyX796n0xkKhXwgmWZh63Q83mpMT08DV4UnhEBVVfMpIbfE6iPh5zsxcc51ImxXsUxsDe6HxcXFhtU5idRPhf1EuDTQDIQQvPnYw+b+/hu4CAghXK31Syht0kfOO7fMKsaGBLwIAdz9zOOusdMmCS2lMy4RxmJtJnNZuUzULI6+9zEvfHLEU5hOIbpE6MS+4VPsG34RgNzQblZu6nD5zJ+epHfv4SWRlFiSCHv3Hmb+9OR/lrwpAvt39tORaOOJe7fTkWhzdeCH8eW2+f07+8kN7TbnG13HDQls29FNUl0JYD6D5rft6G4U0gbXWzAebzU6OzeYl5EQgpEP3zHnvTQA2Lam+6lnUVXVFsNLgOAjQnmM5HMg+5Zt/sG0vcqvCyOBMaynwQlPAnKBruskk9fx8/w8c1fCABx4Ncsdd27huW/qCd6+X6Xy4xivDQ2Y69vbrwegXP7TvNS8qvclYE0OMHclTDSxFq1SYnDgFSDLbPFXfvvuI76KZs3kanJdveoyrFKqvlVb4bqI5N8oSUAmB9AqJaKJtbSE61VV/zhD7IaN5npRnrKQmGKVUm3YBc8OeCWX0ColNMtYlKc8K1OT6xBlSCbtW+FEw5tQq5QAuO3WLlKPPERlepzEmhttPlbbaD7HieJZz1her+NAAjcrgvdfHwSg/9OjjOZzAIxPTLp8rbaRLw8B8OgDT3KhpSWwQE8NWAW4emHBtkASAnj6pQOusRUyeZAOfN+GQgjzOEkUi6eIxdoAqFZnSaUyjI7mbbbNm7tsa2ZmztvertXqrD8BqH//KT5fCasVaF2xAoBLly9zwfC2BcF5Cv4GF9kekHpPr/QAAAAASUVORK5CYII=) 4 0, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
70%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADz0lEQVRYhe2XX2gcVRTGf1M2st1dZ8lut6TaJhC2JSI0Fs2GhUYqhIJixWooWEkQsRgoNJWI9g8o1UKrCJGiQhGfRESp4INQooWEUhuygk2FaGhCpU2aDawTzWRnutQp44Pe6dyZ2Z3dlzz5vezcc+4933fOPffOLPwPDyoVw65UDHut+CJe8p7eq85zNBpX1koIlYphd+28bBuGbX917o7dtfPymlQiIsh7eq8yPprnu/N/A3D6ZJ6e3gmnEqlU0rbrlKMosLy8Ulf1IkHkTz/ZxJdf/yWJyOcfbzC3ORvChUQAloqX6Nh+CYAP3jsMwImTn7qmdTZIDm1t2bqERKLRuCL2euvDH0vO2emDADSefbCQIBHrAES3K8DPUwvs6/8dMXNo6E0ATNPENM2qRGH+trYsqVTS10XOMRSV2PZfFa5NH5TIY7FY9TTB8QfN1XUdVVUD10klSaWS9uLiInCv7CJgLpcHoFCYqCkkSIRbwI0bc1I/rPMu7ux8TNpzy7IAuHBh1LHlcnmp3LquSzHEGgFVVatujyMglUra9xomGCL7QmECy7J8xF6E+SUB1QKoqoqu64z09zkBxVjYxBzhF+Ogffc2oyRA1/XQZgvKStjcIr2IxWKBvkjAXF/wkf4+dg8OMD044PN7bSPAa5+fCwvroOYWAA55vdg9OMBIf1/d80MrcGz0F46Nvg7A+KlDJDpafXPKMzfZdfRM3aRuhFbAjV1Hz1CeudkQuff4hd4DXhw/MExreiN39Vla0xt9FfjhepPkP35gmPFTh3xxqp2KQAFBl8bLLxypKTTMXw2SAHF+xSXz1NYse/d3k1ETAM6vG17/3v3dAEx+9pEUK/Rd4L0JTdMkk9nAjkSCt48cduxBTQhIvXHi9IcAXCmXKZX+kO4Wbw+ECgDYkZAzfzbXLY2/LUxK4yvlsvPsFeAVUbUHBDnAmGZRoIUxzWJMs9Bye/hEyTJ0/ke03B4urjZxcbWJqWg7U9F2Vu1mZ20ms6Hmd4KvAm7yeDzOreW7xNObATC0BeLpzdwX/TejP29do/nBbU4wvTSPmtniPLck7mAYRs1tqHkRuckFDG0BwzXWS/OBa9XMFpZK89yvGIF+AUmA6NZicYlNm1ocQoBHH9lO177n0Bavk36gXQritv00Mc7Ur7OOr1hckk6A94UkfRE1NydtRQHbtlEUhSeyHZx9/x0Ahr/4vmYmbpx99xUAXnzmJcbmZnz+wFNQDc/nuqUPSSEI4NU33vKN3fimMBkav6H/fg+lk3Zy/XoAVm7f5jdtRQmyNRLzH7es/qOOuNyoAAAAAElFTkSuQmCC) 4 0, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
}
div.testarea{
animation:rwdcur240522 1s linear infinite forwards;
}
