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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 6 9, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEeklEQVRYhe2XXWwUVRTHf3d2uh2Wpew2bdlpaqkFSmOwEqyISkkUog820QDhFU00geijiSiBYRJMeNEXPxJNSIzUGCSaIPqgUWNESDGUoDSh4aMtH7Jb3G63pWy32+0cH+6sCHZJuwV88Z/sw8yduec35/zvPXfhf/3HUsUGxLUNwAJM/1ZOOfHsPQHwg0cA45ahrHLio3cS4NYABVXcPCYAQSAirh2+kwD/yoC4NkCVfxnxYYLACOABWSAFjCgnPmuAqTJQuNcM0gqsBBqBen+sAogBNeLa5hTvz0jFPNAMrAEJg4r6gS+B5EBl0FnIg5wANTIbXxT1wPtvJT7MDk9uBlkD1IO0gWoDqQfqgBCoWsAS1w6VClAkhfLA5ra5WatjsIWH5pBMebmqjdEgOe8oqJj/UBJkLygTqBDXzpTiiSIAKhZeE05wNtPA2THm9xPkfIKrw97j0dequ8vCgRyo1UAt8A3QDYTFtZPKiadnAlCsBN2gYKFGLDOBCFSKQdnbg8v4aWQFZYRB5YH7QNaiy7JcXLv+TgCcAHmXdQt+6T8nTOSBGr0GhzzgWJbk/qE8SEJ7Qq0GVmlMlotrx4rMOz0A5cSvgOoEDu6vDHAWoftX4RTCCMJYBvht3Oz8JLVJe0JCwFKgCWjwIazZZACgE+i4fr+5+zJ63YWACWCOCVUVikXn89bpA6kVoIIgHvAYunCLgZbpQBRtRgWJaxtr9yQmdo9hVAOLLaWtuww4B3jQUxfMNG+IfocuQRrkIqjDQLdy4j2lZkATOnHvh22xpdvL8SyAVqWDp/23DZj/+3io67PU0+jdshbUYqANnYXaWQH4uvjjmwuWfB0Q6Bdo9BOXAyxdnrk9udChj5MF88VAGkFqgNjtGti0AJQTz4G6vGWn/WJnSuC4QL8OjgFDwJ/AI32TodxX6VZgBaZqR3tiNbo0pQPcgODkqtdjHzCEbklZ4CrUoagEBGG4K2ukDg7l/ZmbgCdALPj7nHHzvNMFKEivcdl6Yc/AzuoxhQLm1AEJ+CMvKGAeirIHg561MXoCvF4wtqNbuIHeTjKF09W0M/CPTCRA7Vu4LfbOadPTXxCEybyebD6KKwjXTuUMoB/UAfQu2QhU+jHDhSU6YwBfo8Deh3fYz7xkiZfp1Z9XgcIDrgGX9CnqC1AR4DlgHdCC7h8AIXFtAqVE3/XkvAwQBkbXt4V/PtJ1fVN1Th/c+hCywKNubC1gDzoDH+WH863lzeUVficNAJeBcSA3Yw8U5B/dQuhtyTR3xQe/Fe2Jp9yaV8BIDzkDn0Yr0WZdGoTno+eAz4FjwFEgVTLAVDIVMrHLfhbYetpJtC9BYa4EGhR8L/QsKh9pbo+8BxwBjionni7VA1PKXwS9fU6iPYLOBin9O1NueM3tkQ7gAtCL9lHJJrydkjssvCyahjRMnjdo2lL1MrAP5EvgjHLi+bsG0PFGbMMhUxgAWGgSeKHqOKiTQI9yEknlxL27EPeGxLUtce31blVgTFz7VXFjDb5p762m87/hLxgXkX8HHTlpAAAAAElFTkSuQmCC) 6 9, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 6 9, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 6 9, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAElklEQVRYhe3XX4hcZxkG8N93dneymU4n202z2VnbZE1LbLY1CJr0DxpEpNVSlJK2FqQ3bW2hrRSKQpTgMBL1QkS80KLorYJCQvUmGhDUNEqooY2YFCoxhqSzm2zH2cnsdpydns+Lc1bHTaJJNl7pCwdmznx/nu953vf53uH/8b8e4VI/xFqlgGEk6KGbf4ZeqNZ7/zUAsVYZQSnftJgDgWYOBjqhWm9fcwCxVtmAKdyICZzIN+3hJKb7hi+Ean1hJQAGl20+gs3YgJsxituJv0GDME5sEQoyOYZx7QDIaL8xX3xCRv8m9AjH8/djKBC7hEasVQZxKlTr6dUASJZ97yJF6SdfmX58sbV4D27FbcQteJb4GHEb4f3E7fgAcWsOZMUAGvmT3HV3sTX0s8YGv5wb/ePe5lY8LthAsh0fRIlQwSjhDkzGWqW0IgB5aR0mnrj5I+XDyvhzx+1vdEt+dJYDdaSj2EQsyvQfREEmVynWKsOuIJYzIFs0HCLu238s8qZM9cnAewY4cM7cS81hQpl4E7bg3fncYYxciRyX8oEytpM+7JvnnjKBsn+e8yTp9askD6z5E+EIcZpwAKfQkcnYQ/s/GdbFGIA2jhB+e7yQ6B0j/g6zaGGC5Pzf+FXzVusGHsEObCaWiUvVMCiT5N8ycFEAoVpPQ7XewC9m7yzunRF15Ax0cCyf2e7yVovywPvwXnySMIWRfMRSflwyLnkXQK7lh3/89Zmf39eWrCnlS6Yyi+rKPPOWIlNrEGm+g2QPZoiHCKdxNlTrl89AHxM9HHzk8+t3/r4YzS05/1L+N3MwQ29zvsX4KiYKiM8RdxJ2ylJ4/KoY6GOigB17avUDT6VBWRDRFq27KXBP4C6MXcd4hRMLtFPOpynxQ4QGZkO1PntFDPQx0cWru6uVj7+0Ojv4X0VNsqRsxixBj83zcp0bChQHWJ0khB35MqVYq1yw32UByGMWr3xm1/jdz6yO6Zn+yS0cilnxzc9zZpbrE3opVIhLIy/wh8sGEKp1OYWv7N01/q77B2Mayaq9ITMssvw41ObgLIWAOJWZljR/9JfmZeXAxSLWKuWvfrk+t+udRHJvyO5RaOXuWcQnxohhP74rM6kT+aGXuqyFK5FgeSx88UuV+/YWI0cjjcjrkVdlkpxC9Ouc/hFsJX4Uk/m7QZSvmgHIb7/JO742/drLHclqwUnRKmysrf8C1p6pznzu8OahxoOfXvtT3CZj4Qc4ygok6AMBw4/uqb+9ezGYx5218Scw8pfq9Dc2jgez09HglkI68uhoEy3iDwnfRveqmoj+yB2uE2uV6wq1+ny3WtmI7r7qdH0bdBgSrDq+mLy1f6649mNrThP+0T2tmIH+iLXKKJLvVafPTcrsbwBrcXAs6T307Nh3ZHfDPhzhInW5gs3Jy/qFoZi+uZgkEedERycGug89ve5TOEVcICw1sulKquBfIpeiB+3dlcf+MJg6I3rxhtC99+l122T1cZbQkdXJAhrXWoKCrHWZxNST35p58fvPr/8sDmeb61rWpFxTADmIYVndb0KJeJpwUvZP6oLW/e8K0Kqk45oZQAAAAABJRU5ErkJggg==) 6 9, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 6 9, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 6 9, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 6 9, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEa0lEQVRYhe3XX4icVxnH8c95d2Z2st2um7Cb3dFtWkJb7FLTUuIa/6CIgbZUUhVbb8QL74IXorT+C3QYoYL2pqJSvaqioohECkX2RsE2oi2lkRRiTZZtWGtms1mnm+2SzM5O3tOL825cMRMzbcSbPjAXc+adc77nd57n95yXt+Pt+D9H6Ofh2KhlKKEb6s38fw4QG7UqdhArhApyZOhiBStvFaQnQGzURjAt7fgmVDCPxWKsghYWQ73ZvqYAhdR7MIwR4i5CV9r5ywWA4vsCzktq9A2Q9RgfGv5m8+hzJy9M433F527ie4kz2ItJYjUdj1IB23eUeo1/fKp0pPyzcz96eg/3VDt56b4RBrNMjHTicUKL8DzxD5IKi1jrF6CXAn75+fEvbeBjx1aVtDM/Xcr85DRjJW6oTNsWPoS7sFvKkZtio9ZrQz2j1x9y5I8Pyn+4LtuWYV8gH+DoaXYN844RLmxkhAmcwhiGY6PWLubN0f5vVdJLgQ5x5RffmDhY3nyqix1S8c2+ztP/hFHibrwfOyUlRlHFEEZjo1a5EkCvKigVE43+8ftnT35wPE9Ft2lDS2l/G9eXlR/cvoo5QpX4JOFlKR9eLbBzV/CLyyoQ6s1uUsHKn24uf+fU8cgclqXKX2V9gfJfN5g9NyJzl5BPEz5JnMIuTG1Zo2du9EzCtIz2Q/eMPvnlbfKlNTYWuDiHdzI4KhXeS+scWWV7BXGM8FHcgXdvWbjnOj1/CPWmUG+u4dXDX5u87YlqzDsYqKKNmcCdUl683uZEi3eVbyXenhBNSTlBOoa+FdiMNSzVvz554w8Gcstt8jn8JaYj2RvSLBfbnHqNEKaJe4irUh4J9Wan50avAgCXGtOtdz+6ePR7HdkNgm27C4BjkelAl+4/ynnpwPYV/Jj4N8IsTiO7HEi/7XgMt3/x24u/O3Q+ZDsrmKI7T2lYyokOZ26sdCY+MXo4uWX+CqGTIMIint8KcjVH8C/aenMZC9/96uQDj1Wik53o7Hx0HgtrUV6YcTi6Xnn2560DGCP7COEOySd2YmbrnH0BFDFPPPLYoYlbPpBFS5gXDSPLONOJljF8YmOIuCN10rif8JnCtHZstey+AVLLDS1C62y9Nr53IObzOIG5PFqTPGscBrP9rsv2qGS7pMp4D3FEMqg3rcCmUbWweuGR2vWfK8W8Jbl0hkFMfatGKfDbMzRXGcpuJgxJnbO6OVff3WsLBMktO7FRG6g0mvGpPFjB/sbEYdXwKY83UyHOX+DvF7lz5DRZSxKp/aYVuBxMp14bOJBF+xsTtxGm/H6xcAHMRmu/Wffnp859VrrmXYprArAZG/XaOGHotfqZGauxaNCY5Phk1t13//ZDeMFbzYHLRdHtusTJl66L6ZY4UtjMVNnMwbFZvCilyqVL7DVVQHKBxQ9/ZeIZa5Fj0dwrWe7e0TrhUeni8m+tuS8nvJpIN+r4aXzhV08s73vw4PjD+LV0ff+PpnTNAbaA7JTScOFK7w1vAArDliRcvNw6AAAAAElFTkSuQmCC) 6 9, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 6 9, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 6 9, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEUklEQVRYheWWTWxUVRTHf+d1nM4M02lph2mfNCPWWhpoBBNCiAtoSIzIzoXBhBhQojHRuJCFiQk8nhg/QyMLQ4SNiS5YGDCohETDkmijQQskaJoWCfbNKCnDME5fp9M5Lu7DjtjpFxNdeJKXSd67c+/v/s/5n3vh/x4y10d1bQsIAWVxvMq/BqCuDRAHIlWvS0Ch3iBWjfeJOxYHCAfv6xr/AAhkD9cYH1LXrvWtPgCYnM8VoQCyLjHbYjVyrIDEMeqU1LUrQFEcz78bgFpF2DILXAumLm4D5gEfU5hLhqglZeEe1/t935kbPUAS2AD0gaaA1uDpAjqBTnXtFnXt2FIAavaBiMWX71Zk+7fdbSRLuavv71lxCMgAYxh1WjDWHAFyQBnTL3J1AQA4gmgvJulNwBui7H+29bm16cYyaAwkAvozyDXQDEiZRaakJoC6dmzZQe/WibJYzcAKoABMAsl1jX7XjuURpiqnwfoco0wR9DLIuDheYaEAc9mp9Y999tqbmEprAB5A2JgSupqnIozkAdkO7AJ9GEiCdDO/jRcMYAGxUy0N2MByIJ4GHgIiCucmYPAmxGUT8JoBYdU8cy4KoACkdj8SPZ5GaF4vZvRvmJLrE5AS/HgTEg0h0H7Qx4CEunZMXXtBSsx3GvYDvb8eyh5Z2RksXAJ6gR4xZswDEoWuJvA1A7ITuA6EQXOmQKkAJXG8RSkAxmIXV+5tf/zYqJIfg/J1oAikMB3iXqB5Ai7lQegA3QK6EXQNyGagH2PZVnXtOw+4eRUIAz1AK+iaj17PHNk6LaTjAtuAbQIRgXGFy8BEI6xKAJwFhkF+CTT6jpn+kaOqhc8JEEBYBoAe0OSBt7InX/CxOmICTwmswdRFIVDkShR6mmCaDOhnIOPAhWBUBmOqPKZx5eYFqAJJmCU0/vw72fNHU2KxVcy1pSWYOhLsMx6F+5tKoMfNYvKTAdArAdDtbukvxjJF80cZO/pq+2rCwT7GgW8ULir8oGZkbgL/0xuhQLkYcB/QCdLL3+suvGAAcbwyRugKCOxMDfDFNAwrXMM8lwOYQSV3YdICCdKn8UDHBEazmXkXocBfEdTFemDT8HvZD7qLQAImcmZ7DcAoyoNu+xlMYkogYxgVL2CKdBwoLQmgCiQGpLvezFw6NYm1jNsXR6HJbR8AWkedzO58X7i47snln4BkAA+j1xAwdlcAVSChRtebOlkR4sBmt+NtwBtyMofTCD5wrTvkb3i67SzoxyBFYEgc70pd7nbieOVJx256okHZ7HY8Azo66GQOFwEfZRpl9fBU5OrpXD9IgUB+WOTBMU/4k/vttUDonJP9EEyzjCKEEE6ssMrp7c17mLm85OoKELhkBMgci1CJYvxXQDnYRnHXS6kXQa4HC4+I4xVhiS6YKwKHJEMHvOz3KnzdZpX2vpzagdn1YPCbD4DrD1AN8uhA9tZXr6S2VO3cB/zZTsX/LP4EftaLTRUp8xMAAAAASUVORK5CYII=) 6 9, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 6 9, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 6 9, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 6 9, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 6 9, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 6 9, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 6 9, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 6 9, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
}
div.testarea{
animation:rwdcur259556 1.6s linear infinite forwards;
}
