@keyframes rwdcur157321 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGGklEQVRYhcWXbWxT5xXHf/de+9qxr+MkjqOEJJAQutCo0KIoASorLd0XWD2tYaLVpkqjKhPb1FJ52lSp/bCPE5+8Zdq0Tus6DTQJRVPW1lSaQJGQXCigdkBLI17yUvLivDnxa/xyr++zDyYpCU5ipr38Pz7nPOf/P+c8z3nulSgTvlCgCegAzof9QfOB9RpgR9gfvFJurEeGLxQotXbYFwr86L6AtTa11J5SkMsgfwI4WcJkAF8Cvy5hO0ixWptC2oR8C3AJOAK8EvYHf7yJ/1YgSzGxRNgfXNpMgGUT+xJwIOwPjgCretzb1yUqntqFPj1H/4sfLifSDSyE/cHBzYiXsWEF1uLs8Gnx7rnfAxIin0VtaUGfiiDyuRWfgRNXH4rpCwV2AK8Db4b9wWzZAnyhgAw85x0Jn1teq2qrRdUsmEtpUwhZtnhqKSTiFJYyZlryyoVYnEIizsBrl6UH4uy0ONQhYym/d+1tKSngfi/rgJatjoV+fS6Kw5IECRRXNRaRAlMghEB2VSMpEs7up8gM38PM6Mxc+ALtmf2MjivfCfuDH2yU5ENnwBcKqBR7OVU//3l/Jp2m7tldZG/fRdGcWOq8iJks41ci1PTsIfH5JI37tpCdmCM3eg8zk8HdrJG4+ClePf8+IN2PaayZH7sB+3oVUL0j4RyyjLvZiTAMANSt24iNxjGmI6v8JauKECbeZ54kPz6JpcpNIZkiNjQJwNx23yvARNgfPP8AR9O6AqB4ymtanchODTOdIjWXI58yULRK7B1tjM07Xd7Ri8m51qe/DXzkHf24oNU7MXN5cLhQW7aRvT1KdnaRue0+D5AtdS1LDqLevi4BUO2uxWW1U7uvm4LsRLLZAcHYvPMaoA68flkCDtXdu1yoaXFgsZpYbAosJXlp+0EK+TyKq5KGxZvR9WbCunPgwIGDGJpENhbjn+dvIlXYURwO+l/8QIKvr/lWx+JPtuxtIR+PY5gGuq6TiGQ4/Y8+1JoqUO0UNhg3JStw7Pk38Fg8uFN2qqVqjGiUiPOxTqlg4AsFLO0/OyRajx8QgAi/e5tTP79GhUXDbnEQ/SqPorlQKmxYqzW+1+Yne+t2+QK++4ce8d7FUzisGq4qDxeuDSJXVAD4bN9oIXL2ui6rCs/9ooedb36L4z/dg63ezcmeM4zemGC2qcuDLKObCkda/Jz59B0QYqWtm7bAzGYgl2VeiaI0tWJqNRBdAJBHI7Y/T39852j6xjjJsSi58QXePvkRSmMlsDwFr/LSwGFe3n2YM1feQalyc6zzOO9dOlWyAiWbI6k2hieuY87cQI9EQAiAPsCevjF+FGDir5dW/AuTiVX7C6k0pycGURUFM5ngj2dLPZhFrGqBLxTosdY3IHJZoqlpFqIRVKe6bK6qjw2lX/3w2VUBGns72fXLI/T2dS3HeKEQW0RMfoUoGOsSlxQATE052tplewX5lIG+ZGB3yRx7/g3e6twXrelooCCsAPygvweA7m9amTl3E8lqwxcK7Aj7g39HCGwVEphFCsVVWZ6AsD94F6gTponS1ArVdRi5ApKqYKl349jzJCZFAYlIBoCB1z6RZge/ZLa5qx3o6P1NtwAwFRtGRsfIGiiempKvJJR4jHyhgMU7EtYBLHYZLDYqOtoRQqBHppEdGrKrkrFFZzOgAhrFj4+x3t/tFxgGsrUYVpggCsXDX7YA+HoSZpM6FY/vJDM8iqzaMJNxXB1tTKnbPEATMNWQuDVn8VTz8o5DAPzlwm+JjaeL5EJQuc3L314dXHfklxxEy2rtLivxz4bQk3myM4vk0wX0iXG8I+Ho2/t919/as3fu6N7vk7s7DEDw1K+IJbWi35KBVmtHGPqqpMqqwNoN0ZHUQ3aPbzc/fPowfX86ydJ88TzYn2hH0RykLn1GbZvroYQeScBaIbO34kWS9sfI3rqDUlWNJMtYt9SR+WIIALWxkfzkJHXt7k2Jl7HZR+kKGjqbiccgPXQHAGNhEQB9PrrioxRyj0RetoCBE1el3r4uoVlAe9y9gaf+SORQxo/Jg8EGTlyV1gu+ke2/hvVO9v+V7H8qqhz824LK2fifyPZfMMaYlXbzrqYAAAAASUVORK5CYII=) 15 16, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur157321 1.6666666666667s linear infinite forwards;
}
