@keyframes rwdcur76563 {
0%,19.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH/UlEQVRYheWXW4xdVRnHf3uvvfc5+1z2nJnpvWeuHZl2OpSiVlsQxAg8GH0wNBqNCT7woCQajRIxMSHGqBgF3xoxxECMJiTGhES8hJigtLSZKcO0QNsp7dzOmc71zLnufc6+reXDGYaW0oKGN1eystfLWv/f/q9vrfV9Gh9y+3Xim0piIjGJsYgxNr6CEAOJIMIkQhAqgfZhCf8m8VUVY/Jw65kPPOe7yWMY/4vYg7ueVVsaO5n1TnGreS9vhH/hvBohosGx5NeJMYk3XLiREz9tPYJB/MEBHjjyC3Wv8wBnLz3PnYxCK8IRuzgoMuzgIBKPDA5jMku/6OH73g823f1l4nvqnZWszZFB+P4AP/rxhAqnphnV9yAWCxxy+hl2E6xp6wgjx4ABHVqKqWCK/WKQJhZxOM+xxENqLHyLZ+S/tEf8JzSAxxM/VFdD6MToNxP/zmN/VgOWZMix2JuxibVF9nf3oncH1HaWMfPgba9h7ZB0dVqsmNPcaXSgUWCPajBIk1/pRzb//lH/55ogQhAAYBLdGOChx55Sn771IH75Ip8aHGGmfpb+Xb1o2zQW80tEt4SkjqSJ7gmJ7vTpOmJTGl7mSn6Zw06G2WiO+3WLFbnAb/WBTQhBgCDaGN/AgW/97jn1ufvvo3jx39x7+2HOzJ9md9dudBPmrBnWt6xh32ZTHilR2Fek/kkX/7DL9s8kqI4uM793jUO9Oue1BY4aMCvX+JluKIBH/Ce0tx0QBNfHwKPjp9VHpODKa8e57467GPv7K4yk9zM/O0c9qKM7GnomZkWbw8gCiZBqUCWx1SXZXaYrL4kvVpmy1jlgBrw+W+HzRsjLMuLLoJ4DTSfcAIiuB9CuFPEjxV2HDzP54mlGEiOcOTlJrtUBVkhdLOKuFWi0SsStJulOA9O0aPoSy/SoihLOnir5jjoXXqlxWxgxNh8xpOt0IHlOwjsA73Lg6JNPqr5duxlOZnljfJJelWd+ooBTdCg2ZvGdAl7rMkFwhVCVWa012Kpsms0OkokcTs4imwXV7TIfN9h6QDHVjDhY13mlLKkDPwElNgD0dx/DO44eRSsUODc1wYCWJ5iB0tQ65oLEF7OUg7PUwmnqrWWaXkTVgkqYICEEGTtLGJnI2AFZwbTLZIcEwRXBVDnmQB0mIngD+MRVAOJt8W8cP6EWT5zAUorebQNQSDJ7fIZoJqTmz1MJ36TSmmI5LlIMImYCxVKkWGnqlL00cZTFUF1omg0GkKzjmgFpS7FUlCyWJdtDSGswE51h+vFZvu0/rW06UF8osu/IEboMg1oxovJWkepKA6sZUKOIFxdZk0sUy5KCB+staHmApbCTEi+UoMdIM0vLyNGR6sRIVmnlBHZvyPIcTNXBBELg7W3YBOgcHKShFPWVVfypEnGpheEm8OQKFbmMlOssEbAiYakJUQx4gAluNmQVl6TVQKRSNJIGgcyhRxZ+xieVE1idkt0rsC5hGnja/6N2DUBhfJxEOk0ym0VHYOgOldYcKo4o06BCnSbQAjRAj0BGgBthaBFGyqcVBKyEMZ3pLgJVxjYtqnWPjmR7UoJ23wv8Y0N3E2DX3XcTCUEQKXzfpS5qlBRExLhS4CI2xbcAtQ0YXRdkpSStFDKOWWs2qa+EpOyITBcYEhoeeD7EEnQgvirwNwEWxsagr4+W00GU0PGTGg0rg8sCPkkaCJpAB5AEctLA1RPoRoKUlcJO2LSSSdycQ2uLpKU8mn6ALaBWjdHj9rydQAY4/m6ATE8f61KydOE8UeAQZVN4jqC1bOPJDD4JYgQK2IqNQZJOmUJFJkJPEpCibqYp65BMNklkWjSTHvZiiA2Y7euf6ka/zoFUzqFhpzF6eqicm8Uz1ol2pAnn0sRyC0r2AC4+DcqkccggSCGxUNKmSZYKabBiYn2VRrqM3pIEHkR1iKtgAxKY4J1MbPMxevrQIa125jX8hQWC4UGCwW7C7T7aji503UboPcAeII9LB6vkKNFFCYdS7NCQGZAxIlpFxksgSsiVmIYLK5eh7LYB9nNtu+Y17Lntdqw4Jjx3FnHrTuSgidproXI2ut6NoW/bCMEMESahniJERyqDSNYhLhDLGWJ/Hko+cRnityBaA1u2Y+DCzQB+Pzqibd+9k46hfqLZcRL35IkHymgfy6N1S9ANdOyNaQGRXEXKVSI5A8E0RNMQzwE+8RRQBmbAMsC22kdwnGsT4etTslfH6dyaw//4MOXxMcQX+gn+dgasbrSLPhSr4LoglwGf9r1mgvDbl4MLLNMO9XHQs5CuwYADAz6cql8r955p+RdffVGdf/M1qnfsozp2Gn3nDvyTFwkvLEHJhYUFqKyCVwLdhU6ga2N3egABXAbdBucsjKZAW4SXl67Xu2FdcHT6BfX6Sydo3N1H+eQk1i05gouzhOcXkcojbpXBXwO/3DYiByIPcdC2PbkNnHEY7jAJz4WcmnpvrZsWJkffPKYuX5qmNmSyNnkJ+VGL4HIBuVyBLS5oJeSVOspTiP72bshJSS4vcCZj8phkZyV/fTG+oc5Ns+I/7X9Y2+1XGQqa9Od1Oi+t0rnXxLR9rG0hyWGFsUsnsU+Q7jXIrWv09ekMC528MBntNG8q/r4OXN2+dv4ramZiHjGqUa2uEbRq6AMu/phHckgjZWo0n5fs/6zG0h8iXnpKfqC1/+va8METh1STKosTFbbf77P0T49tBwzUvMQx4Nkv+R9avfn/0f4D+n7J+XUQiX4AAAAASUVORK5CYII=) 31 0, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
}
div.testarea{
animation:rwdcur76563 0.16666666666667s linear infinite forwards;
}
