@keyframes rwdcur205624 {
0%,3.025%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF50lEQVRYhe2Wa0wcVRTHf3N3uwV2XShQQrGlgCJgleLb1mo/NDZiW2l9pMZX1BgUDCaaaNoU+UDWR2M0KgpK1PhoWh9R2wSJtmqkxDS2tWVBqy20CBQsLOwu7bJdlp07flhmyiyLrZr4RU8ymTtnzjn//zlzzz0D/8t/XZR/C8i1vUnT19VrV5877lTHfwLe5hsxrvJal6aqagKA9WyOq5cvYbVvRCtOnnM+4BVChKbaSPmuZi6khhD3K6qqplgsFr+unYUiu0+NiivSMvxASjgcng90CXOwSEI8IvV1DQQCgaRYcE17TwNPAD5GUbTJK0pKBy+vdWmrly/hYH+/CEUifD/0ewpAYmJi159WQHfUxel0dsVkrmo8DorXEc37i8k3AhQLUr6rPeI6TmVVBV+3tJKYmsruz3Zz24P3yZX3rBeA1lhTrZgqAGIaoaaWPVRWVVBe6zL2giq/HUd5SMBoHOoSmAAe5o3q+fza04dwnIf7u9001lQr+/a3C4SYTEJiIiCECOjZV1ZVUF/XQGpaMvV1DVRWVRh2ft9WW2uLjdaW2UAqrS1JxgVE17stHD3q4tT4aZJT5kwSl4UAOXaHjmcmMDIycvFU8GtKV5KelcnlN66gvq4BgO2fO7TBwa04kyWFRSqtLdFtcf3yoAFeWKSSPlcja14vvq69jA57AFBgAMBqtZJdXALE7IGNrzf8rINfdPWVJKfNARQCoydZfsc6biopPjXvkkWhI+7FCSDo+Q1yc1VUNQqcPjf6lYaHo3l91uoivWgZg8f7dYjwxltKF3aM+nuMqhtfTsoUfZ1dXEL2hXmTTxrjwTEOH3TTZ7U63t6yLYHLfqK5YwPNHRvo7rbQ22vB5xN0HrHQecTCK59u4pVPN5FQcCu+wUG629pprKlWhBAhgTBa00QgGAxm62uHfTZCnOltR7KTrJwcsgrzDd2bT28CYKLEjeOqX7hsxUCkdJVvqLljg/FOqirhiNQTtAEoQjkZl8ATL73srqyqoKllD1l5OZweO82+PYc4dMDN8MAJkhz2aed2o20Vuz7Yhm88xN7hQWvV85szGm2rjPed7kN0H2yjsaZaAcK6vqllj3Ecx7RhVDwnPNx7abGy+e4ypeb225VLl15LkiO6w2+8ez3N728B4MuboxVRhIIySU/XASwouPBMpsIMNRGZyDYR0HclwKPXLTUl29PxM/pxqyjRu9vvJXPBONeVrQJNAzSWrVtD5oJx3H4vAHZHop79NJllndUbtwLxJtWTa8uUo/sPEImo/NZ51NAPjo1hP89hPCfZk+icBAcYOPSrjAe+cU2pXV+bwFzbm7Szjcq3D+zT/EM+Du/dS2VVBT0nT6JpZ1xGvV76egdmHLnltS5talVMFZjJSW/R8lqXdkVuHgsvyqVo6bXU1zWw0Okk0SpkWA0TkRN839RMweJCOo/3eWLjfNHVNW20GweRlDIBpBDCGow1EsLcu8HAGA6nk4uXXE3dCy9iSUgyElm2dg3+oRFe+GpXuq5TVZlS8cyzPsC0J6SUNoOAECI00zjWB9HKe9YDkGC303vsOIXFBWTl5SEUGOr/HQC/Z5i0rHmGr6rK1Ipnnh0pu+tOdmz9cFrsP/0h0cHXPXAvP/7YAYAlosrweEQAeD1eIuGwyf6Gy0v4oa3DeJ4KHtsRQojwWQkABCbC5C/Kx+/1s6P9sADIzl2AdbYVv8eLd+TMWO7yefGMBgzyjz30YPjVt96xxWtHKaUz7kEUK4qi8M22T7AoCvmL8snInMvQQD/jwRBpmenMzz3fZF9YXABA2V138upb79g2Vz3qmiG0jKlA/A60nPBIQPT3naCkJBVLRir7d+4CzAdYRnoyO7d8FNXn5sgdWz8Ur214ar3NZvs4XlwhRMBqVlhCsUaTpdMAetvb0H/TdgJXld7EnPRkutp/4YJLioio6lQf3O6252YC1+Wc9oAecOpvGYB/cIjQ6SDH3O0cc7ebbAEWLy7ZeC7x/5KU17o0ncjU9f/yd+UPaFSMwgP/KiMAAAAASUVORK5CYII=) 18 15, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 18 15, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 18 15, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFZklEQVRYhe2Wa2xUVRDHf/fsthS6ffMs0JZHBYGUDSoGIRKjIERi5YOBIH6QmJJCIEGikVAaUguGNCgBaQMBPiEvE0MJJtBqsBJDkEJ3S1pBS6EtLdB2t1vY7WPZe64fyrnsbReomvhFJjnZuXPOzP8/s3fmXHgu/3fR/iugwpOnDaXnvbdk8Ljhjv8G3NXhMVoCAaMlEDByCgoNXddjAMSzHFcteIOWQMCQUqZKKWMGC6rremL4cxSavOJpRQMJEAwGxw0gIGUoIsDWnV/j9/uHCSF6Iu3f9vsNtZTNZrP5AHIKCo0l8+dQ1dwsekIhfm29IwCGDh1aN4BAuChHJfHx8XWRzp28dcuobG+3kAmPsWZdLj9WnKfT20HZ4ePERUXLhSuXkVNQaEQgIOz9AQ6Vn2PNulzToT+40ivb282lSOzPz9OuNTQhHHG4f/6F/fl52qXKaoHog5VSWgkIIfzhzIv3lJCckkDxnhLWrMt9UrFoaWoylyKj5EFvNwmJSQDoUk4FyIh1KDwsGXs8nmmb9pbUKPBXFy8kLjmJWQvepHhPiQW0+Px5AyA7PZ2ijGzTnm24KG1o4Lbfb4xzOLQRo8ZQf+06ABq0ANjtdtKynH0kwoNu2ltSs3XjBor3lPDC7JdJSElCaBr+zvvMf38p35869eBi/Y3u8MyLNKeFWJHmpKWpiVNVVZy8dcvwej30BnvVdnDTu4vTLVVXipQyEaA12ENalpO0yRMf7Rj0dgW4XuWmyW53HDx8NEZlnztvnhnoJgFTV/aHMkTHvXvcdFWzPz9PE0L0CIQvIoGurq40pTtihyDE42HlSIgnNSOD1KmZps11rsLMXoGr3yLNietcBVLXCYakSjAaQBPa/YgEPvlql3vrxg2crrhA6sQMugPdXLpQS+0VN+0tdxnmiLXM7X1bNofH4S1GW573bdnMn+5abla52J+fpwFBtXe64oI5jge0HUDb3TbWzn3NxDtxo84QWl/HLfhgGeXfHmf1uQomA5OIYxJxFhI3eMDqL7Yxd2k2jbU1fZkKa8c/DD1Mi7JHNZpW9VYCFnCAhqs1qHtL0x5vfWq4IvE37bGOoSr7ARJlj2qEsNuw8ORpY8n8OTiTUiI67Dhxwkh3ZnH7ZgN/XLzEtDmzqb3wGwBv558xz50tWGTqM15yyvXvLLH1j6Xr+jCbzdY1AGQwN9/BK5eMnWfKjF3lfSunoNAwDMPy+7Q4/SfqoO5lKWWiEMKnJmRdh5em+gY0o+8NV5UAmDZnNmMnT8QZNaQ9c9z4EeFxfqirM0qPHLP8LfYwkBiQQgj7gNIIYe3dLn8AR3w8gU6fCaokedQofK0eis6WD1c2XZeJudu2dwAWcClltElACNHzpOtYlW3hymUAxMTG0lh/m6lZU5CGhtCgtfkOAL62dlJSx5i+ui6Tc7dt92SvWE7pkWMDYkdsw/7gSz/6kMuXrwJgC+ky2BsSAN42L6Fg0HL+9VlOLrqums/h4P07QggRfCYBAP/DIJnTM/F5fZRWXxcAaRPGYx9ix9fmxevpNM/WdXhp6/Sb5Nd/vCq4+8Ch6EjtKKWMf+onmRJN0/jp6HfYNI3M6ZmMHD2C1pZmert6SBk9nHETxlrOT82aAkD2iuXsPnAoese6tYVPCC37VSByU9jutklANDfdxelMxjYymcqycsA6wEYOT6Ds8PE++4QMWXrkmPjm88+WRUdHn4gUVwjht1sNtgHffI9KZwA0VrtQn2llwCuLF5E0PIG66t+ZNONFQroe7oPb7frySeBKBvUOqID9h4jvXis93V3Uu6upd1dbzgLMnOncNJj4f0tyCgoNRSRcfy7/VP4Cn7eIEez4PgsAAAAASUVORK5CYII=) 18 15, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFcUlEQVRYhe2Wa2xURRTHf3fa3e7tA1tay8Nqy0uIGNEYggIhMWqCQHgYfDSR2BgjiB80EUMNSjQ2aIQmxg9V+IJiTXloKI9CqUigVUhT6INIsVhKS+mCZQu7dHe73e6d8cNyL3u7WyDET8aTTO7MOTPn/z/nzswZ+F/+K7KpX6l7Waf920RGkpLK/RbBj5YuunvcDeU19xRZrJS19ajm633KHQgodyCgNpTXKMMwXADiTuBFy+bgDgSUlHK8lNJ1t6CGYWTGjh1osrGvFw0kQDgczosjIGUkIcCrb36O3+9PFUKEEtkv+f3KbKYuKSnJC9HoZ+e62HOsWYQiEX7vvSwAdF1vjyMQK8NTP2rUqPZEG62ys1Od9HhsZGLt2z/5hh93HCboD/D1uu/JcDjlw7MnWP6HERDJsaMFC5/kyx8OsHL1i5S19ag1GZpt81R2dlpgJz0eq8WSWLzlMzRXCrVV9dRWlGgNJ08LRBRWSmknIITwm9EvWPgkpaXlpKfrVB+qGylRALi7u61mkjHFX3WQgqdnAmBIOQ2gIC3dxMMWcV9f3yObD546Y4JPfmwqenoaE6ZPiQMtq6tTAEvy8yks2GnpK9Rc9nR1ccnvV3np6VowcGuNBm6A5ORkMmdOj5KIdbr54KkzRcvmUFpaztMrlpOakcbEaeMYCIbwtp2jrK1H1XecH4iNvFDbaCNWqG3E3d3N3qYmKjs7VcHcGTRWHjXN4Q8Xv5AfO98iIKXMBOgNh8jOGw/AhKljAUUkPIj7wiVO763lg3VbXWb0b8+dazlyc8Hqm/ohGQHgXPNZaitKNCFESCC8CQkEg8GHzL4rxfZnSNFdjM7NJiMrw9LV72+1ojfBzW+htpH6/a1Iw6BxzzEzQCeAJrQbCQl8XXm8pWjZHL7bcYSc5UvJCPfRcKKV1sYW+r39OF1OG6nvvnjLNn6C5+LsJ35porv9CrUVJRoQNm3He0MEx0ezbA/1puinT7BizmzryH15oE5ddfsAmPXsU2wvO0T9/lYAxjCJMUyykfib8xQVb2HKU1MYqPsjGqmwn/h39Uj+Gka4iN6JAQe4evFyomlUqA9uq0/RHWb0ceJIdlxkOIHecIivVr0Ut2Djqpc1b+91pFL4fP0AjJuWS1HxFrxrPba53rUeioq3AHCt+4pMBL5y8ti0hMznFX50x8r36U/VqrS6RhVv3a2Kt+5Wr6/drJRStu973+4a0U9ZW4/Ndld1WUqZKYTwbiivUZkzpxPo6MDztwftpqvLf/Zac8dNyyV7XA5LHy3wTMl78P5YP1Xt7arL0Fk99QEL19qE0VIrhRDJweEEhLCf3cHQILquEwpG76RZbyyybNdazxLwBth19GyOqdvUr1Sq2w0M2MCllE5rD9wstQn/2YbyGrWpXylHtg6AMyUF7/V+ssfmMHpMDoGODtwNTbgbmgj6/DhTb1V1w5CjU91u8pMG6DL0ON+3fZCY4P6hCGfLKixdJGIA4PcFuHHNR9rEiYyf+QQA0yc9RMh766555rX1fd6GMwxP/c2gwzaFlBGXEMm2R4dZt/sGBhkaDJObl4LnygA5uVkkOZII+AKkcuuScmTr9HRdofFYCwDzF86juqo24XGUUo66YwZMaThSj6ZpXL+qMIYEvms+hgaHyMhMx0i1+34gf6wNfE/Z+yUjuJXDCMQfiuqqWqvv94dwCIFLT6H+1yYO/1yL4Q2TFFQ4lzzPoBZm37ZD7Nt2yFp7+Pv1r2RlZX2cCF0I4U+2K5Li3nzR1EXvh7+aW5m0cJ5lmx/TV3W/od+XEbMGWlqaP3c6nTu5jSSsBYlJjHxRxWYp9l/PmPH4h3fyfVcE7M6jJOL7/8u9yT9BkowBs9287QAAAABJRU5ErkJggg==) 18 15, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 18 15, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 18 15, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 18 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 18 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 18 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 18 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFbklEQVRYhe2XW0xURxjHf+cAywosAUQISLG6XrjUC7XQWs0+1ASbtBJqmuK2D9WkwTZpTMzS6MMiF02aVLCJDxpIE2jaBm1sY2k1ldRULUYKETDlolBMpbAUuYjsLsICZ/qwnO3Zs4umTdqX+n+ZmS/fzP8/35z5vjnwBP93SP8VkcVqF2r/at1RH6/8uIn7G5qF3lbhFKLCKQLsi/lYrHbx/PYXiEs2k73PisVqF/Pz88bHCrBY7aL/Yie2y51CUZRkRVGMFU4hikySVGSS/KJX4RSHteMDEUpskUmStEKz3rTQ920zAB6PJyVAgKLMGfUi1qQvo6Wqjlo3B4+7pYd6YoB8W40YutFVlm+r8ZGFhIRMANQXFpNXfYSorHRcbd2sSV8GwJIlS359ZAQsVruISzYTInldxpH2AyX60OfbaoR5Zw5JmzMw78xBKwIgr/oI7p47RK5dxc+XmgCISzb7vgmdADlUO0rLSGR61k1e9RHqC4sByrQiVLK0javRtqq9winEeMdtIteu8kVipSXLt76iKP4CZFl2qbvfXfYet7qGSXnrdYbPnAdgIfx+IgoO7WLG4wFgxuOh4NAuVHKgJO6Zdb75ByJF+lRSspbPX8DY2FiGSt5Q1eA7Ly20IraV7mF3fDR3m3oBuNvUy+74aLaV7gEoAcpunarj/vgkABI4AHL35f4lQrv4a+9/3KknjxhysNKSxcvW7b5zU0Usn56k0gWJL2Vhi/K2lS5YPj2JSq6D50CkssIv6mpHUZQYvbf2vJqv/EbGs5lYrHaRb6sRjaW1DBqjsUX5z7FFwaAxmsbSWkaHZwDoaeviat1RSZblaRl5Quvv++impqZS1b4+9A1VDWx4LpGQteswbDQTZogk4alEACpd+ETYorxjgLS8bGaFRHh4CBGbVnP5i3KDLMseSZYmT/YM+tb23enFzr63ewTzzhwAkjZnBOx2MahCNCgBKDJJ5Sd7BkVDVQPnKvdKoQFuCzj2zqs+cR9t/0mMOB7gNnnz1NjYGMvNq6hkaYAQlXi0tZOYpSYcjmFSt2SXFJmkctXndMkpLn1WsiKscm/wRKQlBxjpHwLA1daNq62b9pp6uqq/8pGrpNrjGLpwjZCBfk7k5khachVhoWH9ECQTnqvcG5Bqj737hjRx7z6KEDx44ARgvb2Q0dbOgFBXury7X28vZPz3P5RgG/zx87LIYHa/kqlCn3rLzn4vKpxClLf2igqnEG8frBLtM97K1z7jHS9UwsPBKqbe5hcBbZ3WQr2iFqtdRO7YAQMDRKxZzejZcySlJXC6qROA002dJKUlIK41gi5jAnzwyXcBgrR5wKgocxF6hyKTJB13S/fBW1ii7w1DSgquCxdJ3eq9HRGmcF8bFWPCPeGmsbTWT4TFaheJBa+graaKohh8t0CW5elg5Ri8JbXCKQQDA0ympDB85jyzcw9JAFK35jBrimbWuwZxmeneSS1DqO+B/ust2oIWPAKLwWK1i225LzLecRtSUogYchCb4P3Uh1t/wdHcxsilKwzd6GK6ozuo+NQt2fRfbwk4YlmWPY8VADCz8mlmOnqJGHIwlZTMPccI8QmxLNuUSfyGTDraRgDoaBvB3XcHgHFHHxarXag7P5GbI+lfTYqiREv+hjmjLIdOa237G5pF/8VOxh19xCWbyd2Xy1RSMsNnvsYUYyLcaMDjmeXGtQE/0QsVkfrCYr45aTsaGxtbDN6nm5oXFEWJ0gmYN8pyiJ8A9WWkCgBvrdC+brQYd/T5jX/49HCBwWD4crHo+qViPTl4r6aaH1QRsUZDUHLtHICbN9s/fBQ5/M3/AjUaWjFqX0/+r8FitQs1Itr+E/xT/AnB/JBW7/DUiQAAAABJRU5ErkJggg==) 18 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 18 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 18 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 18 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 18 15, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 18 15, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
}
div.testarea{
animation:rwdcur205624 3.2s linear infinite forwards;
}
