@keyframes rwdcur236818 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
10%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFMUlEQVRYhcWXf0zUZRzHX19itlJLITA8DVAUPHGrgSin53SzpTGzA3MufqlhndPtVn8Ya6ST/ENpqTQRTCJOzzKWMZqQ13QxRRqS5oa7OCI1Ec0QbQKtbnpPfxzf5+573+NHbq73xp4vn+d5Pu/35/N5ns8DMAyEEGK4+UcKIYRIzEsT/4sIlfxz72aRmJcmvF7vIxMRNoSAR8WnQ3goo6IoIX8vNRQIRqtNAVt3pTLSMilA+KAh7/z9KDBNN387o5qn5kQD8NftPrn+yWfGa70fRowkJFx1npQ/b0iVwXPt9S14ChuGJwesuZYRhSgq+bbqNGn0RQ69V7zS1uh+Qn7/3Wig3d7CnwVfDkkeChWOWp0IBYbOwLK3OjlxIEFnb7f7MvAwCBYRDqAoihJ8BgIFtdtbGBSKoijcb2h7KHIAa44FHAhVhLyGH0/ZwK3FlZrIAtN+v6GNB99eGjHyOz90j2iz5lh8N4pR9gEhBN7TXXhPdwHIMRQi0g201rXpbDphgxRh4Lvfq6enEZFuAIbuA6rje21/aOaDCUcDa64vCyEz4ClsoN3eIk97cNrdl2/9Z8JQEF4RugSBIlTy1ro25r3XR2tdG3NXzpFRB9pVBM6riEg3UOGo1ZRCUZTBTjhEez07axd5mSWs3axQ9SCMX3iTvKwS1m4K41ji45xzf0JeVgluNg7afaWqLhMcYktIn+p5UMsdBmC7UanUdJ4LuaF9fQ1Vu32JEqYl0p617B9mhedq7NVlguoyQfu6mtARhYB8C2w3KhUcCGuORbeow/qFX9C6GpLKVsvvQPtoEXgrNK+hrbtS2X3dJd74sIN3S+0ARKeukvPu98uZuDJKR3a3rofEDzZqbMefLRyVmJDPMQiWrrDR/dgdRJn/gMwsttJBBRNXRmnIZxZbR0UWCrpb8M73Rqr3+Un3O3OZkDmGuD3jmJA5RkMOcHLBWc38fmcuPeePAbB0hQ2AXbZ8Khy1qOXtcrq1h1BF6eQCYc218F1DEd0Nd/B6vcRPjuHVgvsAcgxE8Hz85BgA8jJLAkQISvO/psvppsJRq9mvaXnyL55Ba0aUEef8i6yasVyuCc6Airt1PfI7vXcThpcjAHhx2l2q9wls9kzddbfdqPT3XDV68D0eA/f6qe9xgYDwVzxy057GqzyfmMBFd6ccAd5eHAfARxHHdeJs9kysORa6nG4Apr6USJfTTX2PK+AQDkpRaxUBZDihvsdF7xQzCxamAHBgDZhNyShHtyPWbONM8yUN2domM0+Xt2DrrlRKDQXCmmOhK8pPXOGoJcPp+8YRIGD3YhdfrWikN6YP600Lzd80M/XxSI1zsymZM82XfOSmJShHt8NzWZhNyQBSjPrWB/r86WYV4HuKX4hZT2TqeK5dj9amKjbbJMxNCcLclCCMeyeJ2GyTKN5xUHg8HvlzqvGCiJ8xX3g6T4r4GfPFqcYLuvniHQdFsE/j3kmaMTbbJCCoD/x2pFkB0+DmaMbO/RX6kdGpkaYYjSQtLyLFaNTV22xKVteJrUUbFL/PaAZafX4HWlWuoFsQm20SY+deJjJ1HL0/9rGmf4esvep8Z4mdBQtTpBiAnSV2CrfkA3D4yAni4qcAcLbpPJ/+/Bl+n/2AYKB1uhSga0TqwsjU8ZqIrl65LteU79lH0uxFvP6alaTZi4bLQpDPcdKvCl0rvlYeLdPELF90AAbDJLnmgsulGYOh7oHAsqol0GLEf51UqAerqsPv/OqhJiUub6EAWD8zX9q3Fm0Ytd9/AdrtmjcDnTXDAAAAAElFTkSuQmCC) 7 7, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
60%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFKUlEQVRYhcWXbUxTZxTHf5dgzKbODGYVq0MmClZMtoAo1RpNXKYjzhWcM6MUNbjVaNJsHwxZiMaXJdpkKouNODtGtS6OuBEWYbBoRhRZEOdMMKzdmDoRnSKyCCxbo3324fbe9vYFmInZP2me23POc87/nPO83AvDQAghhtM/VQghRIY1V/wvJJTgXwS2igxrrggEAk+NREIcAk8rXhQSYwklSYr5v0JfKhgtNwnsPS5pJDOVgJChCd71x0ngpSj9/fxqnpunA+Cv+wOq/bMvTNB6P44YiUii4jyzZEFclpE6b30b/rKG4YMDtmLziEQkJfiO6lxVKGcOfdcDqqzZ94z6/HezHq+7jT9Lv4wbPBYqPbVRJCSIX4EV73XReCQ9Su51yxV4EkSSSASQJEmKXAPhhLzuNoJEkSSJRw0dTxQcwGYxgwehkFC34SfTNnF3qUuTWXjZHzV08PjbqyNm/uCHnhFlNotZ3lGM8hwQQhA4103gXDeAOsZCUp6e9rqOKFkUsWCIBJD399qZuSTl6YH454Di+GHHPY0+MuBoYCuWqxCzAv6yBrzuNnW1R5bdd+3ufw4YCyIgYrcgnIQSvL2ugwUfDtBe18H81fPUrMPlCsL1CpLy9FR6ajWtkCQpeBLGOV4vzNmHtcDB+q0SVY8T+JV3sRY6WL8lga8yxnLR9ynWQgc+NgflcquqnYJjbIvpU1kPSrsTAOy3XVJN18WYE7wba6jaLxdKGJep8sIV/zAnsVgjr3YKqp0C74aa2BnFgHoX2G+7JDwIm8WsMdDlrFGf+1N68W6oIdO5ViYXDNRf18sDZ+jU1DnXcHpKWdyg4btCswbsPS5p9q2P2GcviTkxY/dm+utkEuHBM3ZvHkWusRFnEQqWr7JjLXDgbLQw0TyGsQtgonkMz6+epLE8s+iCRu9stHDv0qknJ/DB9waqD0WvyilvjxvWUSz98lV2APbZS6j01KK0t7vJp12ECiqmlgpbsZnvGsrpaXhAIBAgbWoKb5Y+AlDHcETq06amAGAtcISREFSUfE13k49KT61mvubIU994gtL8SQaaFl5hzayVqk1kCxT01/Wqz3l9W9C/ngTAqy/1U31IYHcXRG13+21X6MxVsgf58hh6OEh9bycISHzDr0460HyDlzPSueLrUkeA95fOAODjpNNR5OzuAmwWM91NPgCmv5ZBd5OP+t7OsHfCIBWlV0lAfhPU93bSN83EosXZABxZByZjFtLJnYh1OzjfelUTbH2LiYmH27D3uKQKfamwWcx0TwoFrvTUkt8kP+MJI7B/aSenVjXTlzKA7Y6Z1m9amT42WePcZMzifOtVObhxGdLJnfBiISZjFoBKRrnrw33+dKcKkK/iV1I2kpwzgZu3dNpSpRYZhaklXZha0oXh4GSRWmQUu/YcFX6/X/2dbb4s0mYtFP6uMyJt1kJxtvlylH7XnqMi0qfh4GTNmFpkFBDxWv77iVYJjMHJOsbN/w0GUbNTMs02GMhcWU62wRDVb5MxS7ET28s3SSGfOobaZb9D7UqsiF2QWmQU4+ZfIzlnPH2XBlg3uEftveJ8r8PNosXZKhmAvQ43Zdvk0/P4iUZmpE0D4ELLj3z28+eEfA4CgqH2mSqBqINIMUzOmaDJ6Mb1W6rN4QOHyJy7hHfespE5d8lwVYjwOV71qyDqy+jmYZ1aJubI2QHo9ZNVm8udnZoxEsocCG+r0gItRvx0UqAsrKpfQs5vHGuRZlgXC4CNs0MX2PbyTaP2+y9XQpPWJzwnDwAAAABJRU5ErkJggg==) 7 7, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
}
div.testarea{
animation:rwdcur236818 1s linear infinite forwards;
}
