@keyframes rwdcur242963 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 9, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
90%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE40lEQVRYhaVXQUgcVxj+RtZZiy04YhxPbRQs071ka+z0MlrpIRYpPZQ9pGjA0LJUIiu1FErjtliTND107coGi5cU3EWhIiXG1iUHJQktTBbbXpaFBdGeViwZoUkjU92/h/U9Z3be6ib9YNh9/7z3/u///vfm/U8CACIilEGSJKncVldX5+knQrFYhG3bnvEi+IiIboyonhdERJIkScxpsVhEZ2dnNXMCADKZDFVDRGLOAODGiIpL8W0AgN/vR01NjctpPp+vmkB7ezsjcqwiPqAktzMNfr8fuq67nFqWxQcpiuJqi2xsHAvANE0SkfCJWOm67orWsizEPmzg7dHvSu1Qzz4AYGHNx23OPoqi8Hl0Xa9IAkApDYlIMxERGYZBqqqSqqokyzIlIs10sLdMBw/HqbDYSLIsU2GxUWx7OE4He8uUiDSTLMt8HsMwSJZlzyIWKpDP5z0S7/x0gUfLfkMo2UKxAHQdCMUAxO5gYTTOp2bz5PP541VwKsCjPozOMIyKTzq9Qun0Cm1tbdLW1ial0ys8WqYIU0OkguQkwHaB3+/Hk8Jl7KzFEYoFEI2OQdM05HI5AICmacI0MuRyOUxMXMHCaBYAcKpnBM+1XOUL2zRNvitqKk3CnKdSSe7wJMdOpFJJhGIBLKz5sLMWByDexkICuq5z586o5pKznARTwwmnQrlcDqlUEvPrL+PF84+gKIqQhJBAKpVENDrmsv2WeVAhVmAuOeuxOUkch4opOAnHESonoes6LMvy7KyKBMojmkvOYnIqUZVDkRoAsLR0C0tLtzwkhARe7XxNGOHkVII7eG/ggtBZuV3TNESjY5iYuAIACAaDrv4+wHscnzvX6yHwx7SNM0OyR4m55CwGX5nEzVmC8wR3Ei3fPc4PkVTpOL4U38bX10qsP/m4A/gng521b3FmSC4j9i9O9R1G7OjzUWQY5/sHOKn+/gHYtg3TNF1fQV9XVxfu3dv2EJj86gt8evlLFBYVAMevZBGYUrd/TgMA3u17E/M/rnj6sRR4Xgy1X8co2Dd/AMDROeDE0ZlAnj6TUwlsb28jdu1zoXPg8FOciDTT+127OD2sYDNh4fSwgtXVVQQCAaiqOz0dHR2u9vr6unBiBieBcvk5AQAwDINmZmb4i2AwCEUpEWFoaGhAS0uL0FGhUAAA7O7ucls4HHZJfywBAJBlmdra2gAATU1NaK/3If94H4zYSQSY83A4DACwbbuiYwZXUm3bljY2NogRAICV20m89faAa1B5cZrJZFztqW8+4/87Xu+rqjr2gJ3fF3t76NHuJn/i4bOkqipls1nKZrOkqirFw2ddfdhzsbeHr+74YA3FB2u85f9JJHRdR3t9SajgS39j+u5jAEeVDjvlhrrrAQC/b73Ax99Mr0nM+Qfj3agzf0FieR8j3xe5X2FJxmDbtmSaJpmH7V8P1wcDK70BYPruX9jY2MCf88/zAqQanHga2rYtVXPLYWsmFAvgjXfuQNd1iIrQZ4bf7+cVrqqqdP3qBGma5npYFfzkh9JvItL8/9ZAOYHW1lbetizLlQKgVOvt7e3xdnd3N+7fvy8BgKqqZFmW54b0VFukGklZ4QnAc7mp9sJaEYZh8O1nGAaJbM4LTW1tLcmyLLyQPBMSkWYqLDbyfAMlVTRNo8JiI6//n8bhfy0z8Ma4+FoiAAAAAElFTkSuQmCC) 3 9, auto;}
}
div.testarea{
animation:rwdcur242963 1s linear infinite forwards;
}
