@keyframes rwdcur42835 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB50lEQVRYhe2VP0vDUBTFf001o6SDIlns5B9wiIuDKEIHQXCoVUScHEQc1c3B2U03QfwM6i64iB/AUfwABSfF1eE65L3XJE3SpH118kDI4+Xce87NfX/ALhxgG5CUp2VZqwvzEbFdYEIZmgT2It+mhyHeUMn3zUz7J413qHjLNsV15fGkHx9eBl+bnbUh7gBCa/2oIF/U+yAyHgg7JRIleVYWpl5wZcWhszAHNjDRhziEu0PyCEUNOH2Io+LEKUDshew/0JbxXnEOgOcNZKKR8+27SJx4HhIE5qQycFaWsvayRisZUwJmFxgDzWa3iYKJDkvGmHPAAajXO1+Oj03SopgBbshvRRQN4BaYMwaSJq6uuk2MXp6tZSR8B1aAJ8LK8nCgeKvAW8xA0sTDQ9zEz+nFo3t9PpaR+IWwolsVs0e4z5O3oa78WQdWAGk2Owampjrjeh0WFgyvKFrAXcr8FnCfnBzRg2j10fHnJ9RqSAkT9yW48Rbo6pMmRDywdHulGsiqPm4iGIoJ04K06ms1PfMFvNrWBlJ2weZm3ARhP6OPfQO6eiVeUSt/qL2PGQA4OQnF00hV198Ypomu87/q+ouAiHgiEvRzPxRGXk9FrXwqlddeXPuour6P+jtV1w/+VPwf//hL/AL/6YGGOJoHDwAAAABJRU5ErkJggg==) 0 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB4klEQVRYhe2VPUvDUBSGn6aaUVIQKVns5Ac4xMVBFKGDIDjUKiJODiKO6ubg7KabIP4GdRdcxB/gKP6AgpPi6nAccu9tkiaxaW6dfOHC5d7z8ZyckwTsygG2AElZbcu5ejQXSbYDTCigOrAbuZsaRvKmCr5nTjrfaXYHym7JZnJdeTzo+7uXYa9hZ2wkdwChvXZY0G9fQZTWdolAVgZTD9wg0oNZGmBiQN+6BihDIYRzkHeftZwoQJk+1jNvOzKe41sHxAHwPBNsEDVz7r768RPPQ4Kg90k4y4tZ77JWO+lTQOYtMACt1kDtEMIvXBGZ74AD0Gh0b46OTNB+NQ1ck9+KqJrADTBrAJIQl5e9EKMXp6sZAd+AZeCRsLI87Su7FeA1BpCEuL+PQ3yfnD+4V2djGYGfCSu6UT67hFOe/Bvqyp+0YwWQVqsLMDnZ3TcaMD9v7PpVG7hNOd8E7pKHI3oTrT66//iAWg0pAHFXwDbeAl19EkLEA0t/r1SArOrjEMFQIEwL0qqv1fTJJ/BiOzeQ8hZsbMQhCPsZXfYBdPUqeUVN/lB7HwMAOD4Ok6cZVV1/fZgQPd//qusvACLiiUhQ5nf9q/J6KmryqVRefrO1r6rr+6inU3X94E+T/+tff6kfFECGgiSFPYoAAAAASUVORK5CYII=) 0 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB4klEQVRYhe2VPUvDQBjHf0k1o6SLlCx28gUc0sVBFMFBEBxqFREnBxFH6+bg7GY3QfwM6i64iB/AUfwAgpPuDo9D7q5JmrRpc3XyD4HL3fPye+4V7MoFdgHJ+FqWc/VoMZZsH5hWQDXgIDY2O47k6yr4oen5+MmyO1Z2KzaT68qTQT8//Rx7DTtvI7kLCK3NkyH9jhREae2VCGRlY+oNN4r0xiwNMD2ib00DlKEQon3QbzxPLiBuAcNBypsBAZxBfi6A75eCWB8hecJPfB8JQ3NTGbmry3lnWauV9sn4z5M5BQag2eyFKBjoeMjk5h5wAer17sjp6VCBAOaAG6IpHTTtKLtbYMEApCE6nV6IyavzjZyA78Aq8ERUWT8dKbs14C0BkIZ4eEhC/JxdPnrXF1M5gV+IKrpVPgdE5zz9GurKn7WjA0iz2QWYmem263VoNIxdUbWAu4z+HeA+3TmhG/Hq4+2vL6hWCx0rrfshbJNLoKtPQ4j4YOn1ygTIqz4JEY4FwixBVvXVqu75Bl5t5wYyTsH2dhKCaD3jn30AXb1K7qidP9a1TwAAtNtR8iyjihdsjROi5/6veMESICK+iISjvA+F1W9NRe18HOd1kK19VbwgQM1OxQvCP03+r3/9pX4BFO1+nWYQkQIAAAAASUVORK5CYII=) 0 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
}
div.testarea{
animation:rwdcur42835 0.8s linear infinite forwards;
}
