@keyframes rwdcur204624 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIMUlEQVRYhcWXa2xb5RnH/+/r42Pn2HGcxHGcNJfm2lvadHVJuixAuaMhGBtsWivtC2iqdhNoYps2DQ2EmLQPaERjYxMSMLZBmQqlBdqycSuUtU3SNCTYIamTxontuvaxndg+xz4Xv+8+ZOkAcYlh0v6fzpf/eX76n+d53vcA/2eRsh2coyaVchUUxckFQbBQWlR8PhmEsM8DQFcfWiZG2usuXhwAY+KnGRrOnJHyjN1tVFf/xayqesKoqLgDgYDweYp/CMB6MXntdf88+uxVp08+AMY6P8kg+v2M5XLNzDQHmd3ex0TR73C5ur8wwJJmCvb3ppp2j4z+dO+xlx9riIZvAWP2jxrChBSJLL+NYFDG6dNFpuvXaz7fb0VZvtX/pz+VncQlA6UE8XTarC9owo6ittubWdp8qq31qVOcPwpC5j7kyuXGqd3+AGZnPSwe/w7r7x9gDQ2Nk3v29Fhvu21BEoTDy273UlkAAJimaVhiHE5NR1dC9naU+D07iLDrUCQ8FF3X8gIIMQHAuOaaCRAy4edcmHj++VDprbe+h56ebebGjT+CxRJTFGUOwImyABghEEURlQ4nFFVBpVSBzZ469GjaYOOZsY0vLSz2n2LsMVA6A7IyPGdWgPbbT56MGDMzD3KXaxfcbictFHaWDWBaiCmIInNUSJgMz7Hj01P61wnsW9o70SqnPFfPzt3jC8/3vTM7O5RsazsGStVVr9TfP5EfGTlUikRCNJUqEofj/bUUvwSwmXMx+vqr7kKxAEO0w1LpMk8OfuXITCDQeOXY2K4vdXSiklrQFT17hR4I9pz373hqirHfg9IQAKQpzYLzhzcDQhAwy9kJFAAWNa3lx12dX7u5b5dQMHTImYworms5nfzdH777XEfb4/vfm8i/F5hEJpVCc/RCzTWjY3fvOfbyn9dFwrdf2huEsCAherkLyQIA+r59TT+vr7tz72X9tY31dZgIhzHmrHwdfv/zePP4mwnRtrA4E+ywJGVvS60HjbW16Cpqzb5weLeZz3ljjz8xj/vvT5VTeFUr3bSw0HOgtvqZTuLobiVAsZAWH0km/vEgI/uwadM8ACCZ3Ck+MvSD7rHxb13b1iZ1t3dA13UsGBpCrS0nhgcHh+Kt7UdAiPop9T4BIBbbeNBd9ewzWXH9fInlj3msjcFscmnwfPibcLvfQmenG5QmwLmE/fvvaHz1lX27GXr8Xd0wzBKWFQVTlRXy7GV9T05ed8OjoHTuM+pe0soUMMZoyWQW0SoMO8DGdOhOQkyLS2IIBAa9Tz3+k/TRQ89qwN+xZ88jsUTixIGhh342c/bMLTsrqyTJ6YQ3fsFTm8ne05BO9QXOjv4mut1/ZHVcPxuAc1ZQc3AIIkAs0EpgLnDYrSJVRKGmfnTsxvZobPBcaO7yRD4/BKdzXGds3+j+/ccjhw/e1SsnuxtraqkZicIVj11RsxjORrf7TwDIfhYAXU1AVXIMhk5BCJZLMC0ctIISARYrtIKmby4azt2jY3d0/vIXf7MdfuH7ABj27v1j/L4HfjXtlOLK8jLUYhEXkymkq2rmAaypF1YScLmYupg0DUEHiAMVzKCUc0EiVAClVDMMlAQBA5u3YlMq2XPqxZcempicuOpCIjFEp6fcHkVxS5XVKGpF6DZnMbdly8nVtb3mT6CYBvNmltkVs3GhucllL1XbVSthFKYpUEJo0TTxSsvW9M71pv2m0KTkCbx7+8h9925LV7qWqjVTstRYwVUFanfH+9mBwVNrKf4hANhs7Mr8kviaaGeHSrbsrbouOIlAYZpgpgliEaBUe1jGJqoXFV33pJedAwuh7sDZcSjEgoy9AjphKDQ0jIKQ2FoBLvWAJNrMKYtTn5Yk1pCO2bleFC4Q7gQhIuOM6SWGy2Nh8SZ51vPuho3Fv35jrxzf4Feba+vAdA3h2RAWgaLc13cGhBTLS6C21iwmomxDISd5z2eXguvr1ZvtkuteUbzzaWdFOmEYzNAKOFpXbx6pciWmWn0o1lczGdKSr7JOdZ5922UuhEQ5EhWtR4/dAM4PgBB57QAASydlc7ZUYSZ2bUcnDKGp1iv8UBB2b3VW4i6zBEVRMdPsNfPbunQAQl0gQvdNj7onWlrVY4aZXx+bqyklMpSnMhI4X/N5cAkgLCdZo1CFX0dC7hurrVJRc8IuuFBnkwDOkVZV1n4hSX2WCvtwU62ZrXGyw7bqouysgBGZRyaRRL7KxVR/7xsgZE23of8CEMKy+QKq8klBtFqFKbcDy8oS2ro2IZVJgXGGglFi/vdnxK8unHOmO3rl0au3sxe/fZ2KsWnaGxypURUFenNTWrv++uFyTsTVBNSIhQSPZrKDPt2QGlMi4jEZi/MXEIlfRKlUgoWV6Hi2qIcdTfK5jhb2H3A4JoMgyYSoiSL0jvaJUmPLmi8jH0xAH49EHpqORN5pPh/urcsqO9dx3tJTKHWqOVUsGSZKmRQ1X37alW1qZiQeykvbepm2ZYPpOXVCMvLL0BwSzN4dZY3gBxMAmpoiBeDADOcHZgAPcjnv8KK8wzZ84ralqspbhEiMivmcaFsMwTf8jl10u1HwNKlCPi0alED31qW13p6TazmAPh5gVSsvkAHI80AQ8fi/RC13XAhOXSWE57uF0FyntVAQbMk4rPGoZDgcMA0TekdnSP/y4FhZ1T8W4KPy+eZ04GGd8yehKOutb7y20xII9ArDIwOWVKrJGo14KTiM5sZRcB7/3wOsamW0xg1g3OBcBOctlvPn1lsOHhygcnor7+9/DpTq5QJ8cXFOwbkTnH+uH9R/Ay3qDBPo+TnQAAAAAElFTkSuQmCC) 3 3, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur204624 0.25s linear infinite forwards;
}
