@keyframes rwdcur125322 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADpElEQVRYhbWXX2gUVxTGf6MtASmhgSKIsuxDQpRUyEIDbmIoGzUElWazQVYJtLooLoh/ICV9CC1BzENEMPoUqF0tSbssknVam7CkMmLEjRDbjZgwLhEcgqHQPghCYgKF6cN6b/fPzGzcTb6Xu3Punft9+51zz8worAO8nx42neanZn9T7OY+KJf4yBffYaSTAEyn7wHQULtfrnHXNgKYdiJsla2FvH/gCjOP3gBIEXnEErd/vWjphKOAIHETIEYgZ925zkHTH2oDkAKEiHxigfqmStRIguujF3L22uREHiOgxAgoQoiAsDqbPJvIDuK+NQnI/9fZENbXN1VS31SJkU5ipJMMBP9ZsxiBkoqw95uv6R+4AoAaSXCtbzerNXVUzM+h9iXITo8QoUYSlnvZOiAgUiGuRfGpkQTepWFJDrBaU8fln47icy3iXRouKEwrFHXAKRUtF58CT7n/5IaM+T47KX8Lof5Qm2X+wcKBIHEzv+jyoUYSTKfvkXx2t2BOxLLnfK5FILc/WAqwqnw7MQ21+2FWKxTxLnZ/PC3zvqJrAAVHsECAld35MdFMXv0xkdl4VstZv1pTB7MaPteitD6TKmsULUIrXB+9oMSNcUWL2q9Z0TXe3hiW11b2g0MROhWfwKE7/coYmKBZzv+QSsFHm2zJoYgDxYpxrKNXzo+4q9n7ZQsj7mpajsGlt3/z187tcq3oDe8lwMkFQb4vepYRdzXHq5YJTy5wvGoZLQrbni/i3tUIO7Y5UZTWCcc6es190bMAVMzPEfG+oKsnBcC/Hg8Ao3e7WdE1WvTMPTOP3nCuc9DMPwklvw9UzM+xomt0viO+ebWb8OQCB0MuIFOEXT0ppoxxpaFz0DTSSctjWPL7QMB9UOb/dOgQt15v4eeQS575rp4UcWO86P4lC8gXU9FxhNU7t2XsW8OFxz8EqjNHWa9kAh/XfEiwapk9V7t5/Ow5AJ4/z5BSw3j8Q6aTiJIaUTZCB9rNYHMre3bvBJBjaKkdj3+IlBoGP7bHuWwBdgg2t65JxLoJENaLUUJFcaqFdREQezhRcC1ioQPtjjVQ1ikQ+Yf/cy8gnIg9nCDy+y8bV4RW5NmxYHNrxoWNFFCQ9/dAWQL0zVu59XoLL30nCE8uEP3EmzO+9J2gLzmDvnmr7R5ld0Jv2ynHRzbAVOL7Dfo4bTtlftV7DYAH8RiGnsw8goHPA0EAfuw/77hH2a34QTwGgKEn5eje1SjjxfAfKPqPCm8HyIEAAAAASUVORK5CYII=) 5 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADs0lEQVRYhbWXX2hTVxzHP1c3CjJkhSGII9yHliqdsLAFTLciqVqCjjVNkLtRcBomCww7saN7KBtFloeOMqtPhbnM0W4hSOPdXEvo5IoVU6HbUrHlGjowlJXB9iAIrS0M7h7Sc5vm/mlN2u/Luff3O+d8v/n9fud3TyS2AP7X3jHc/JMzv0hOvheqJT757hcU8lkApvK3APA1HDXnyA1NAIaTCEdlmyGP9/Uzfe8pgCmilPiC7OPrwhQA13++aBuJHW4kCmlDIW0Jb2dkwIj39VsIxSieSxHv66czMmDZy1GAQtpIEZZShKVyESLU4teX4vW3dgPwxikfABdkn2VdKRxrIEXYMT0i9IJMTWQA6FP+ZXJ1zuEJp9WbFOCGns8+RaRATWS43HuQlfpGauZmUXszhKJBNPJrIvftNkWWw7UGYC0V4l0Un5rI4F8cMskBVuob+eqH9wh4FvAvDlkK0w4bRsAtFS0XHwAPuP3bVdMWePND81kIDUWDtvkHmwg4VX4p1ESGqfwtsg9vWnzCVuoLeBaA9f3BVoBd5TuJ8TUchRnNKmLVdnssb+Z9WdcAuDJy3r0P2IW73CaayV+/jxc3ntHWzV+pb4QZjYBnwQx9MVX22LAI7XBl5LyULoxJWtJ5zrKu8ezqkPluF36osA8InLgRl0bBAM3W/20uBy/tcCSHTbRiN/9oe4/pH5brePtUC8NyHS3vw5fP/uHv/fvMuaFo8PkFuEVBkB9JnmNYruN07RKxiXlO1y6hJWHvowXkA03w6l43iso64Wh7j3EkeQ6AmrlZEv4/6ejOAfCf1wvAyM0ulnWNFr24ZvreUzojA0b5Saj4PlAzN8uyrhFZJf7uUhexiXmORz1AsQg7unNMFsYkX2TAKOSztsew4vtAWD5u5v+j6AmuPdnFj1GPeeY7unOkC2Mb7l+xgHIxNe0nWblx3bR9XvDgDQ2C6s5R1ZVM4OX6F1Fqlzh0qYv7Dx8B4P3jY3JqDG9o0HATUVEjKkX0WJuhNLdy6OB+AHOMLrbhDQ2SU2MQwvE4Vy3ACUpz66ZEbJkAEXoxmlCR3GphSwSk7o5b3oUteqzNtQaqOgUi/7CWewERidTdcRK//rR9RWhHXmpTmluLUdhOAZa8PweqEqDv3MO1J7t4HDhDbGKe5Cv+dePjwBl6s9PoO/c47lF1J/QHz7p+sgEmM99s05/T4Fnjg57LANxJpyjo2eInGDgcVgD4Pv6J6x5Vt+I76RQABT1rjvKBJtO+Ef4HPqaQly0JfTIAAAAASUVORK5CYII=) 5 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyUlEQVRYhbWXf2hTVxTHP9ENRUZYYQjiKPmjUssqJGwFk6xIo5aiZY0GzUrBH2GywDAbq9Q/woaU5Y9KoXF/FbZljtWFVlqzuZbQ6RMrTQcyU6kjDRv4KJON7Q+hsDbC4O6P+G6T5r2XtIlfCDfvnHvv93vOufe8xEIN4GzuFGb+uUc/Wox8L1VCcJJxATCGr2gjZ3OnOPHOp6jZFAD3s7cAaGk8JOfYGl0AwkiEoTIjIZoIZ3OniAwMMj+7DCBFrCOWuP5Dv24mtmxEgIaQLyoiA4O6hLZGl/z+sa1F+iMDg4R80ZJSVSygMHot1Vr0hbC7rYZ7aOs2LKCQHPLRzM8uY3dbsbutqNkUajbFgP8fuebNU/noC7OghyIBJxkX2oEzIgcIX7wgI03Ekly5tI/L195le5OHRCyJ3W3lwMzafLvbSiKWrCTWNVIjn7O5UyiTiyLki4rVsbAQC7dFLvdX0Ucs3BarY2ER8kWFMrko5+tdV9MSmAkB8PQ/xNU9VGRre+s9XN1DePof4g10yMj16l9WwPrUa0jEktzP3iK1cLPEp9kKfW31T4Di/mAoQK/memhpPASPlFIRz213prIy+lxGAeDz8Y9K9t1QI9IQ8kXFH79Mc+2yg+1NHp7teaPIv+23XwG4s7Sb8MUL0l5RIypXd8hHMqFOWZS48ZxcRmH1y2/ls176QeddUEn6NRy9EbFMggBF1/9VOg2vbDEkh022Yg2Tx8IyWyO2Bt4+5WHE1oCnGz5b/Zs/9+6Wc72BjtoK0MgPxs8zYmvgTN0KwZklztStoMRh1+ITbE0ueH2X6T4VvY71yA/GzwP5Axdz/k5PXxqA/xwOAMZv9pLLKHgy+TXzs8uEfFGx/iZsSoBGnMso+J4Tfz3US3BmiSOBeiB/CHv60sypU5YWX1So2VTtriHAcdsRWf/3A0e5+nQH3wXq5Z3v6UszoU6V3X/TAtaL2XbsBM9uXJe2T9R6HN5hSJhzbLoEhXh1z8v461bYP9TLzwuLADgefEA6EcThHRZmIqq6hgCBw13C39rO/n17AeQY+LcLh3eYdCIIXgybW9UCjOBvba9IRM0EaKnXRokEFrOzUBMBo/emS541W+Bwl+kZqOoWaPWHtdpr0DIxem+a2E/fv7hDqEdeaPO3tuez8CIFlNR9A6hKQGbrTq4+3cHjtrMEZ5aIv+YsGh+3neVSap7M1p2Ge1TdCZ0d58r+gJlLflHdn1Mz8tPhKwDcnRhFzaTyr2DgwHE/AN9EPjTdo+pWfHdiFAA1k5Kjrckl7eXwP2LvomMMGNF1AAAAAElFTkSuQmCC) 5 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
}
div.testarea{
animation:rwdcur125322 1.3333333333333s linear infinite forwards;
}
