@keyframes rwdcur31667 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 16 14, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
45%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIPUlEQVRYhcWXTaxd11XHf3ufc++77/r5+eG4r8ZJjesmoYEqSkITaCtQLFSpQNUBggES6gSEBHMkxggEA4TECCEhITHqqAgJVYUyYAAtdJB+5ZvUuLaTvDjO8333nnvP3nt9MXjPyA5p2jJhSUdH2jra/99ea+111kr8kHbtyjP9JGKaoF8vP9sf+vn5wvZmYtYnrW1b3iq7/lyJ6b9qFWmDavvMzTv+g/ZNP+iDNz/z830Mz8y+F1fOvsMHHlr55KGicbap7bjZ1E2zmamqFq3jotfx4LS8ff3H6vO3d6Z/M6xUy68f6fcFeV+Agyt/OLvKp8/fZvfRdUw+KuYfcvdzqrprqnNT7UUlm5mLSJHWhlrLoUl7K8l4daveefkBef3mB2d/tvi1QvmhAV74lWex8Q/Ovt1deniRZk+J85iaPRTu+266J63OTXWq0np3R1W91qq1SRGRobZ2WGs7kFqvTmL1jTPcevER/uTm52Hzbq3u3QsvfvYKQ/vz/Tf7D31s2c2vGOlpUnoM/HKoXHCtDySTXUxO59BttG2Htjluc9xOicppaXKmtrpXXc+sSR84IneH/Ez5PKy+xA25V69/N8CN+lcXhjx/QnL/iSAeT3AZ13NJ205ndZq99WYVtGZEyCr05pgKSdSz6gxtc0x2wHYU2S0wXzGbNp7wv+Tfrv7uPZ64zwNf/sWb54662ZOa8ydTSk+k8EeS6/ls7UzWupW05mjr7HWdkJGQkaQVl0JoJUxSmGQ3y2oyqdRpQ2YNnVRie0XvKy6//Zt8a/2PYPcBvPzsQX+1t4957j5OSk8R/pPZ9XzncirJ2Edb56hDsjKAjCAjVtegheQNl4JrI0xQacnDUKyrtIlg04bmEenW9MMp8ptPc3P8j3tDcCPVcy0mD3fwWBd+Kbme66zNk4y913W2cUm0DVEHQgrWCpiAG+EBanSRyQa9Q0/kRMsZy4HuGXahocMITz7Po9d/jn/fAKUHiF/6VP7bkUukeMTdL6aw/aR1x6321HWOsoK2xssKKyu8bQhrYEK4gQc9CaIjK3SRyARbQIdk0Klje5V6QbBLb9H/1Fs8dhVeOgZ4afmn0zZJF7PZhUTs59Cd0NaHlhx1Q7QRLSt0c0TImpANWCW0kk7iGCRUoWPKhAkTAIxEI+HZ0Zkhe4pfEOzSq3z4/O/z0tADPB8P7JvJefe036fYDZdZaMvWRqKNeF2jZSBkQ7ThGEJHOhRwEoHFsXQCFPsfsA6jw3MgvSPzip0N7IMHnLpocK0HuKX9OVLsZXw34zOzlpNJplWQirXxONNlA7I5Fo9CxkgJCCfjJLYxgsyEnp6eRIfjVJSaHaZK2xFsz4h9hb4/dpTvhvqZPqe5h/ZmmmkFWiFJRVshWQNr4JUcjYTTdRn34zIfZDoqHYmORCYBgSMESiZlo/aNNlXYAds55MePAcJ8ajlNceuTS4+17K3RmYIKbkp2xa2R3I5PmxJBJuLufybIGB1BRxAITpzcc0eoCBXD+opOHZ/eZmea/+WZn6aqIiJ9ay2LNFprmClmhpkdp9PJ+65UkDEPgoQR91VTRXEMCBSl0RAEw2g0Kg0nMHrys19/AZfSWqsqIt5EXVXdzDEz3B01OxHL9zyJCFACJxP0BB0Nw0k4iYZRqCiO4xQqjeaBq6G6Ba0HSKoLIw8pRbMwTeaEGp06SZ3kkMk4mXSS28eHDtJxBSAIGtsoCSExogggBA1lTfWKuuLNiKLEZs5L2gNsyfr2kLbfUaL01tokVLNInpjlzgGH7JmeCURHT08AmUQiiJMbXwgKmULQyIwIA40lIyPNlWiKbiAWmbzo4RjgtA6Ht1P3RvVYiLaNeNPOdKpmZDGyBFN6VBMdExRnciKeMQRDCYRMIbNCWOEcUTmisEa94j5QCtgC0q0t9A0HzQBnt35vk9p4tdV6bRTdjE3L2FQ3zXwUp0XHqIkxMoUJjS0KEzYk1vQMwIaeDZkFxgJhhXBEYUljoPqS8UTcDyBeP8/i5hfuAvzqa28yq3euJanfaaIHY9PFUKQMVX3d3NfiDO4UMiOZAViR2TBhRWJgwgI4xLmDcITxDoXbjBxRfYWoYAPYLfDr29irl3nl8L6G5Cfi6NaR5m8Pkj7S1M52ptMOyx0xyzgdkTvipOIl8kniOUE9CUPBWdJYMHLIyBHqA6ob2gB6C9I1SK88yPq1BO2+fuDvypfic+lnN4NOGc33FJsLOm1IL2hXEQRPFaWgFIwRY40woKwx7lA4pHDIxldYLGltybgCPYD8KvDNPfRrn+DF//p7kP/VEf2zfaV8On5hXcBG4rRQc8O6inQNTRVjc1xGUsVZo6wRVjSOaCwofsgYS1SXtLKiLMHeAF6F9I0p+vWnuPGtL1PeuyUD+K3ZP61Vnz5ckEolpoUWhRYNi5FKQaNBDNQYEB9ovqT5kuoLqiypdYOuN8htsOsQL0M8N0e/9imefy4oq+/do/eebflfQ77Db+x9k0cfv0X6pKAfEeSiUM8lfFdos8Y4dTQfl9bKSNORsQi+EWQRtDfAr4G9cJnDrz7O6zcVNv8A9w0p33cw+WPgAZh/l9/e/w5nP75EPtqwByt1v1J3HZtXSi/HAF5pzbDBkdtCvZWwGw+y/OqTXL06gfLF95gJ3hfgrv0FTA1m3+WX917mwUcP8csNO9uopwplKgiN6oaNjg2J1fWH+c9vX2R12EEJaF88yfj/E8Bd+yOYBkyDnf4al+cHbM/X5NlIysHaZ6yHc7w29KCAdtC+8D7CPzLAXfsd4Mxx45sD8gRYA1vgFfwV0K/8qJv+f9p/A7OpQYmtrI/WAAAAAElFTkSuQmCC) 16 14, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
}
div.testarea{
animation:rwdcur31667 1s linear infinite forwards;
}
