@keyframes rwdcur37330 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 6 7, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAjCAYAAAD17ghaAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC5UlEQVRYhc2XMW/TQBTH/0EMHst22cJIJtypF6lD26mtGGKmDixQIaGKoSNqpsqFT8ASGRgYGJCcAcGWdkCKh0jnTgEpQ9jikdFSh8dwPeccnx07TVWedLJf3l3e7969e08G/lfhDHSnzsmy6E4glHM1bhvivunH1lqMwV8LrbU4d6HTdmga+EZbnTvwe36tEglnSHY7fwS6TTnnDERXlIoWWRb1Iec6bad85HSHauTpyfwrIjEUGQAdopLzskPtXgwF9QHqw7y+UhSqREAHLgKofBRlcsAUrZVC6M70HSubCr9yquYVQSx9HHl1QEFM38ihIBWECaQoKTN1IIhQa7GYVB0IIhjvM3vIAACDUyCaRBi9m9nO4/z6UVpMxGr37gaIxt6sFnQZUZeRu5GOhH5UlfLAJKniM/bSANe6uzGDo7FHfUi9qCaULpecgQY/vVz72bNDcBsIQuDkOQO2XABAa/OwsDTfKwsAALjoZPQPF/L15LOXdn7RSeYX9YXSEVDNZ3Aqky+aRDj67QAA9nb38GIrDRZNIjifkJvElQF0CEB2vGngo84dHPV8bI+9xLGKCgB8/7MYorKohHTazuzeXycdGqPkicZoNTfAJEnFvL6CunNVfOxjIvuYCiGqJeGcuBFQe3uO85dRxrZtWcl7fECYBj5MEDcCWCRh71cGYuUA04Mmdhoj7DRGmB40UzaK1jPz56NwqxEAFkdhJQB2+1FKr9KMbgywF1MCUf8ySkEoED0KKwWYdL3kz9Vz+4qS8WAowONmZp2eB0sBzCeSci6+pkNvP7bx/ptIzcm7DZWEM5DXle23/0q2XDEUsjUbBmezyjhfmJY+gujjIQDZfnUJL0Oj7rIm+rtNPA1q2G8gKUxLA3A7rf94vY6zzXTPCS9DiFBgv4EMrIIwfhsukjp30On5cNtZmwhF8n70RBYit52NFLdlp1y6TZo+TlWL1nVA7nQettOb2W9dVPvWh0rCfyMSt/mutNHxAAAAAElFTkSuQmCC) 6 7, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAjCAYAAAD17ghaAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC5UlEQVRYhc2XMW/TQBTH/0EMHst22cJIJtypF6lD26mtGGKmDixQIaGKoSNqpsqFT8ASGRgYGJCcAcGWdkCKh0jnTgEpQ9jikdFSh8dwPeccnx07TVWedLJf3l3e7969e08G/lfhDHSnzsmy6E4glHM1bhvivunH1lqMwV8LrbU4d6HTdmga+EZbnTvwe36tEglnSHY7fwS6TTnnDERXlIoWWRb1Iec6bad85HSHauTpyfwrIjEUGQAdopLzskPtXgwF9QHqw7y+UhSqREAHLgKofBRlcsAUrZVC6M70HSubCr9yquYVQSx9HHl1QEFM38ihIBWECaQoKTN1IIhQa7GYVB0IIhjvM3vIAACDUyCaRBi9m9nO4/z6UVpMxGr37gaIxt6sFnQZUZeRu5GOhH5UlfLAJKniM/bSANe6uzGDo7FHfUi9qCaULpecgQY/vVz72bNDcBsIQuDkOQO2XABAa/OwsDTfKwsAALjoZPQPF/L15LOXdn7RSeYX9YXSEVDNZ3Aqky+aRDj67QAA9nb38GIrDRZNIjifkJvElQF0CEB2vGngo84dHPV8bI+9xLGKCgB8/7MYorKohHTazuzeXycdGqPkicZoNTfAJEnFvL6CunNVfOxjIvuYCiGqJeGcuBFQe3uO85dRxrZtWcl7fECYBj5MEDcCWCRh71cGYuUA04Mmdhoj7DRGmB40UzaK1jPz56NwqxEAFkdhJQB2+1FKr9KMbgywF1MCUf8ySkEoED0KKwWYdL3kz9Vz+4qS8WAowONmZp2eB0sBzCeSci6+pkNvP7bx/ptIzcm7DZWEM5DXle23/0q2XDEUsjUbBmezyjhfmJY+gujjIQDZfnUJL0Oj7rIm+rtNPA1q2G8gKUxLA3A7rf94vY6zzXTPCS9DiFBgv4EMrIIwfhsukjp30On5cNtZmwhF8n70RBYit52NFLdlp1y6TZo+TlWL1nVA7nQettOb2W9dVPvWh0rCfyMSt/mutNHxAAAAAElFTkSuQmCC) 6 7, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
}
div.testarea{
animation:rwdcur37330 1.3333333333333s linear infinite forwards;
}
