@keyframes rwdcur66372 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 24 23, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 24 23, auto;}
20%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE/ElEQVRoge2ZXYiUVRjHf+e88+1+O7vuzjbbZn5bYKFJ4hfhVFR4EXYjIt1obhYlglRodNUiYqJb4e5FRBch4aV04U0REgNtCSJ1ExQoMm1hme7HvPO+5+liZtbZ2Y9s3vPehA88nPc8M+f8n/95znM+3hfuy/yyc+SZZa9/uXNpmBg6zM4dzeGow0CYGKER6H13e3cyqvakYurllSeebgoLJ7wIKAY6WnRTW5NKb8xGdoUFEwqB3mPbm4ADnW0OqRj0tOuD2cFcGFAhRUCzF0VXZ7smGYPMYmd9S1RtCgfKsmSObtPAoZ6kpq1JkYxDZ7tifcY5aBsLQiCgtHoRWPZQh8OiBCRjkIrB8oyzKzuY67KNZ5VA5u0toDgM0N/lkIwzrav6nVhUq/028cAyARV1tgJPADzQOZNAulWxo9/Zlx3MxWxi2p5Ch6t9Zrr0DALJODy+3OkDXrAJaI1A77Ftq1A8B6C1oiddXoGSUUjEIBGHtQ87tESV1WS2FwGlDgERgExKk16kSAAJVVENi1sUO5Y627ODuTW2YK0Q6D26LY1iT7W+Ou3QFIEEEOduGQc2rYpo4BUbuGArAlq9CqSq1dXdzrTD9bq236EjpvZmB3OpOfv6r9BBO8i8tSWFmnnifDCticG0RmueO5Lw/LJIG7A7KDZYIKBizm6gu9aW7XBmOR6t0c2rIwADNs5HgQj0HNmsgTdqbUoretrUtLMRZjofAdb0aZIRtQ4IfD4KREDHnadQPFJrc6IOXc0KB+bV5ji8tCKigX1B8CHwFFKHEKjVde2aVLTmH/PokysjALuyg7mOIB40TCDzztYVKJ6ttz/W7cz6r9SVACv7NK0x3UTAZI402lApNYCInuEVQFJz+RZoValL2XEjYADfgCfgGXi0y+HSNX8f8GHDfjTSaMlrGxN6UfQXhequ/21/roXutIPrgetBsVK6Hrj+3bJk4NpNn5+uTYLI2uvvffVjI740FgEjRoq+mTH4laG4ectHUNOOFysOF/0Kgaoa+HPcxxQ9lFamIT9oMAIAXQc2HEdxpL6j1t5mEs0xDCCVaVOdQtO5Xnl2b03h3XZHCx98u6FRPxrOAYwModWblPep6VS4M15iKnYP3Qr4t13wzUcN+0CAVWhsZPQ6wrl6uyn699TeuB7imzHgi0Z9gKD7gMhJyrPkrqnkM2tlmkPMRAmETwqn8xNBXAhEYGxk9ArCxVqbeAYx8+RkNQmMYCY9FxgOgg82jtMix6mNgoCUDPU7dG1UzJQHRi4UzuR/DQofmIC4/tdAvs62YBszUQI4FRQbLBD4/dPLIDJYazMLEBDfYIreD4Uz+UtBscHSjWxsePQCcKVaXygCZtIDsTP6YPNSX86F8qPrl3erOcRMlm4A523B2nwvdB74GUCMIN7slUhKPuL6w4Uz+SlboNYIjA2PuggnqnVTMrMWIX/Cm0AYsYUJtl8tIp8B12GOPBCQydK5wlC+YBPTKoHfhkenEE7CbAJS9BDPWEveqtj/wKEYAf4wrjfDbIrexcJQ/qptOOsExs5+N4FwSjxTPkMDGEEmPOujD6F95JOPEW5KqTyNxPWvim8u/kujhiQUAmPDo38BZ6s7spT804WhfMO3roUkvM+swmkp+X+LLwX/jvt5WDCz34FYkvHvb4w3b+pbohOR/I33vwll+kCQK+U9iZyg7sJzX/5v8g+NMroR3iEoogAAAABJRU5ErkJggg==) 24 23, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 24 23, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 24 23, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 24 23, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 24 23, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 24 23, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 24 23, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 24 23, auto;}
}
div.testarea{
animation:rwdcur66372 0.66666666666667s linear infinite forwards;
}
