@keyframes rwdcur104216 {
0%,15.733333333333%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEZUlEQVRYhb2XbUhbZxTHT27uja3e+pLNFMSpWJE2dWrnVi0TWbZ2OKdC1IpSK3GhzIJa3YfmQyYFB6E1yKA6X9BRtLS1mC/ihPkyM0NKK9PqYCqNtl5inGz1LRrzZu49+yA6tVFXZ/x/us85557z4zz33vNcvlqtfpScnJxA0zQ/IiLiT4PBsAZHqf7+/nGO43B5eRkNBsOKTqfrqaqqupmamhp9JABarfYJ7hDLssgwDGo0mt/T09NlhYWFHqtPEgQxt9NIEASEhoaCUCiMnpqaylxaWvoJAN6IOxQAl8vl1mEymbjm5mYlwzCVTU1NnCeKAwBAb29vu7staGho+N5jRbeIcGskCJBKpaUqlUrmcYLu7u4BRES73Y5zc6+3dWJ0dHRVJpOJPVmfIElSuLi4CC0tLfUPHjxU2GzWTadYLPbOyclpz8vLE3qMoL6+3lFeXl60sdZoNI9dLtdmF5xOJzY2NrZ5DEAul0dtXYvFYn+9Xj++dSsWFxdQqVR+s1ceo9Ho9nnaTzx3xpSUlOjq6uonYWFh9MzMDExNvYKnT391ms1/9QYEBIOXF/38/PmPOhMSLjzj8dZTLCzMhwuF77w6FAC73UbW1dX9gvgyybzUDF8XOsFu54HZzIPISBdotSQMDb0PBPHps8TE5GKJRDL4toX3VEND/f3SUiGmpVEo/4pCjiNQqxXgpUsUrq3xcXBQgCdPEnjjhheWll4263S6w3tTJicnI4uLP2Pj4kgEAPTxAVQoKExI4CMAYEkJhamp6z4AwGvXjmFFRcW9g9YjdxocDocvjzdHMAwHBAFgtwPcufPvhL57d/2azwdgWQCCALBYLPShAZw6Ff48KChr5MqVF7HHj3NQVAQwOwtgsQC0PkYo/5YHDAPg48MDpRKBouK4+Pj4Hw8K4Fajo38Eq9XfDdy6dQbn5ylEBGRZAhnGCxEBnU4Se3qO4fXridja+qho/4y7640OAACcPRtlslqtFwYGPk6pq9NdDgy0XzxxYkm0smIk/PzOERR1Bk6fPge3bwdDbW2t4P8AvJXy8/NTTSbTtnnBMAybm5ubdGQQlZWVP1it1m0Qer1+Oioqyv9IAAoKCgQajWZ45/nh/v2W9p2xCoXCM0MsMzMzcmhoyLwVYnl5GVUqVelGjFwu/1ytVr/2CAAAQElJiWx2dnbbVkxPT9ukUumHKpXqptFoZLu6uuY9BgAAUFNTc8/hcGyDGBkZcayuriIiYmdn52/75TjQCN2Qv79fcV9fn2GrLSYmRuDt7Q0AACzL/u1RgLy8q5aenp60sbExt4U4jrN4FCArK4sQiURXAwICvN35SZK/77+E2y/hf1FZWVlIbGxsc0ZGxic0vdss4jn3y3PgDkxMTFz09fX9gGXZXWNsNmvQfnn4BwUwGAzDAFDT0dHxQiAQeCHiezRNkxRFbcaMjY2/bGtra90rj9sj2UEklUppkUiULJFIvgwJCUkKDHw3fHh45Ofs7Owv9rrvHx+1Zsigwtu8AAAAAElFTkSuQmCC) 10 13, auto;}
15.833333333333%,35.733333333333% {cursor:url(data:image/png;base64,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) 10 13, auto;}
35.833333333333%,55.733333333333% {cursor:url(data:image/png;base64,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) 10 13, auto;}
55.833333333333%,75.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEl0lEQVRYhb2XX0xTVxzHvz23pYA31TalGOIAQZqAlJABDjUh3uBGp5UEhjxMMSyNiSZAZIvygMzFJSTaqQ9ukwQ2xRdG8AF0mCkIwpRI5hBfBFo2KsMRHFBwltrCvb89VBhD/mhH/SYnuef8fuf3++ScnPM7l7NYLDVGozGV53lu06ZNf1qt1mm8TbW1tfVIkkTPnj0jq9X6d3t7e9OZM2eOmUymhLcC0NraepcWSBRFstvtdOXKlYeZmZn5hw4d8lt+OWNsdOEgYwwRERHQaDQJAwMDH01MTPwI4BW/VQGYmZlZ1DA0NCRVV1eX2u3201VVVZI/kgMAmpubGxZuQb/NRrvfF875Lek8sfkdIkJ7exv2ZGbiYY/tiPmT/Hy/E9y8ebOTiMjjcdP3VVWkVCqJMUYAKC4u1rlv38dxfgVoaWmxjY+PU2Vl5YXNcbHH5AoFAYzAvC02NtZ24MABjd8AKioq3GVlZQWzfZ1OVwvAC/GypSQn1/kNwGw2x8/vR0dHr9NoND0A824FYxQUFESCIHy6XJzBwUG2nH0pyRYbjIqKShgZGbk7PT3NBwcHIzBQho0bec+OHaZmtXoDlEq+KyUlpXHr1q33ZDJvCIdjPEqt1vy+KgAvXrjkJz7/4pZjoiJt/XoPDh8W4XLJMDkpg14/g9u35bh/3wCOS7+3fXtGoSAI99808awWXbZLl6oveqYr04aHp/DkyQxCQ2fw+LGEo0dFKJWE0FAJFy78iqdPz6U2NHx7686dn1fvpPT39+uLitLFpCQ5ASCeB5WUKCg1lSMAVFioIJPJawNABw8G0smTJy/6mk++cMDtdquAUTYw4L19XS7g1Kl/K/T5895vjmMQRQmMAU6nk181gOjoqK6wsL3d+/f3JQYFSSgoAIaHgefPgdpawvHjMtjtwJo1MpSWSlAokqQt7235zleARdXb27vh9OkvO0+ciKWxMQURgUSRkd2uJCKQxyOnpqZAysvbSDU1NQUrR1xai54CAJiammKdnZ27Ojra94ZoXTt53qEbHetmIyNW1tFB6OoiuN1uaLXaz4aGhs7+H4jXliAIppCQkP/ckmvXrhVjYmLS3goAAGzbtu0bxnHEvTwFYIy0Wu0fBoNhnS/x3vj6jI+PL47fvLlbZAxgDJAkjI6Ob3A4HNULfUtKSvxTxHJycvQRERGTc1vBOAoIUFBkZOSRWR+z2fyBxWL5yy8AAGA0GvPVajWBcXMQKpXKZTAYksvLy48NDg6KN27cGPMbAABkZGRcnF0F7mUJP/uVxe10OomIqLGx8Re/Aly+fJlPT0/vAxhFRkbS9evXSRTFubfl1atXG/0KAABFRUX6zN27Rvr6+ha+bam+vr52pfk+PSJmlZOTw8LCwvIqKquC9Xr9K3a5nFvxX+KVWvC6Ki4uDk9MTKzOzs7ewfNL1SKZZ6U4Pq+AzWbbqVKp3hVFcUkfl2sqbKU4nK8AVqv1AYCvr1271hcQEKAkond4npcrFIo5n0ePen6rq6v7Ybk4SxajN1VWVhav0+mMgiDsDg8PTwsJ0UY9eND9U25u7ofLzfsHQKAVBUNvR5EAAAAASUVORK5CYII=) 10 13, auto;}
75.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 10 13, auto;}
}
div.testarea{
animation:rwdcur104216 2s linear infinite forwards;
}
