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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQElEQVRYhb2XbYgUdRzHPzszO7MPsw+3d3o+3B0qnUSaliRGJRFERlYiJRQZCdKLonxREKXSGyUkfVNRKJFJSXWkRsiBcVGBGdjpScl53l2n193tPezePrg3e7O7szP/3lQEdXu7s+EP5t38vt8P3//D/AbqK/Hn47qkeszPnO6ku+vMXyCuyuPWfM1LB/BK0L4gTKpk07XvZVd6bgDER190onplhrIzLFvYQGsowOh0lh1PPlKzZq0A4uFXDjI+Hufa72MYuQKUBY1BlYiughbmWteHNenWAiD2HvmM9YuirGxpxpb8nB28Ts+EQUd3L1Yyi5y7gU+TmP7h46q1q92EYsuBo5SFTFPIxyI9SHujn7tWLGb9ylb0poVIkQbksE4wqrN6x16ocmNWQyleO3CICUtiKFUgIsmosuCXkTTD/aNgponKDhG5REF4kRSZohzF8vmZOXdsXo/5AMTBw0dZsziGV9O5OJ6hs2eAK1eHuJFKITmAoqGpGigSwh/F0QMISSB7VXKKhvh0T0WfSgBCe3Y/HjVIyDF4YnULuzau4vJInEZdwdJinLs2Rt/YBGM5k8kpg5migyME5UgMKxDE8gWIeBwyb++c02sugMrrt3YbpBIgKaDI+PwBZL9M/sLJim3/5adU++I/4b4/9CLxXJHzg6MMTyW4MpJCMVL0z99bk9GcAIc7vsYsllAcm6Lkw7TKSJrGnu2P1aw5VwIV68f+KS7FM2Tzs5QdKNo2jm27kXIHcPznUSiVwGODIoFPI6gHbx7AGw+2cfeqW5E8Eh09QwynM6i24LubBfDo7beQyKWIqgr3NpVYq8t4/bGbBxAN+0GUSectwnoTCeBcPONGyt1Aoql+/JqPRl3FLwmW+gVb2he7AnCVwIX+30jOFlgWC9M3OclYKsmsHHEF4CqB7uujNASDTBhFxvOgBZpZEfl/T0HFq/j+O9eBkOiNT9MxZjM9nQEjU03vvy6pilfu3uPfUJ41KQuBpnoZMGyuJpJErDzBUAMnnr6PE92/cuTyBMMJg8lcAcoWCAFOmdaWJl64o43dO7fN6VVpCTz7t2/CyCUpGEkKRhqfY9KmK2xYvpTbFoS5GE/z01Se4axFxsiDWYSiA5JCS3OMze1LKprPl8DfSZw81clkLsu3fQNIHg/3tLawacM6Pjjby6mBJAs9BZYGVZqbGmgI+TmfV0jmTAb3PTevR7UfDjF8qQdFksFxSJkmo6kUMU2lbzJOwjApKhFWxGIsawzRPz7N889srUq/pqF07avv4VFkNi4J4xRKlM0chmlhmEUcPDiSDy3g5dRbu6rWrnksf/OdT8jmZkibBRYtiLBqeRtLQj5kCYqWzeaHHqhJ19U8cKzjS3yKD+GUsW0by7Jp1FUe31pd7PUCAIiu019RdLzE9AAj6Rs8ta1283pLvP7ucbH7/c/r/kOuC6Je8z8AZ7OyryZiH6MAAAAASUVORK5CYII=) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur105700 1.6s linear infinite forwards;
}
