@keyframes rwdcur229832 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEb0lEQVRYhcWWUUxTZxTHfx9YegvF1TEqEx1USIeS0AENEtDoADW6hAcnLnFL9tC5J/egs0vsAyY+bNkwWzLmgzMkzujLJhJf2JZYCU6JwRkxZiIMOxWdDkwpmaVYbM8e2hFYaLlU4/7Jl5t773fO+X3nnO/eD1KU2WiWpvImqSqoklR9AKhUjDybPFJnr0MzaPiDfqYiU9zx32Fvx96U/C1YbTvbRLwiEhKRuyLiFbmw54Ice+/YgrORlgrArUe38HZ4Ob37NN4vvPASGA1GSpeV0u5qXxBEyimrtdXKxT8uqm2ObVK+vBxHvoOCnAKKVxaTtSvrxZRipjybPBI9ERWJRqVtZ5vuLKRUgrkUDAc5d+kcI1+PznjaILAvKcyi5wVgMVnQDBqRqQjjoXGUahERDTiT1E4HwDaBlcChpHW1ZlvJ1rJZ5n4HpRqJBQc4m9RuToD9+zdKTo6ZiYknNDc/wWRyMjl5UkSuJgTRFmk4PtuNUo0AKDWJiHveZpw1we2ulzVrCiksfJn+/ocAVFTYKC2dQKlyIITIzTkg1glsQSnD9BORn5lv9TCjCV2uaikpWUpDw1oqK3cDYDJl0N9/H+hDpCe+shJijTWzuVILDvESbN1aKjU1K2lqWkdv7xV6en4AYHT0MWazkVOnCti+fQCJh1SqHJHQDDceBS0zgPQFnwZwOlewefMbjI35CQbDNDd3JnIg8DqxXiiZ/ULcCj4V+DFhsDNnPpTKymJu3rxLQ8M3CiBtxYolYrVmk79sH5qmceXK3XmYn8bHR3NAehT8Mid8fb1dsrIyyM9/e/oeIM1uzyUvbzGoLsbH/+bgwZ+SpO+sgiPxsTB5vYMqEAiB2LBYTOTnWwBIGx4OMD4eAvIoKirE7a5f2M9EnRT4Pj4Sy+WqFovFBKqTYDBMV9fvACwaHBxRfX33pL39S0KhMC0t3oSriwWLSeRdFbsaEk2fpcbGMqqqSrlxo5ehoVGGh8cUxJuwtfW8am09P68TEQNKTSWZsU4OHXqFDRuKAQgEYjslM9OA01mGwVDHgwctdHcPTVss4F/wlsB3iLz/H4gd8YzZBKJoWh6VFZ9ztc9DRUUJZnMWBkMuIyMDXL/egtc7wPHjvdNZ1t1MB7YckI0lG/EH/TR+25jQzuWqllWrXmXpUjPhcISMjHQWLzbx6NFjenp8tLVdmmWrMwMNYsuxUVNZg8/nSzrz3wDr1xeL1ZoNQDAYprPztzmhdQHU2aPkmnPp6OogEAroQu7uHtKVXV0HkpysHAb+GkAzaEw+ndQFoFe6AIzpRowGI5FohLzsvBcPAODId7B6+ernGlw3wIlfT6hr968x9ngMR4GDy59clsM7DgvEDqPPAqB7G+6q2SXVhdWULS/D+YGTyIUIt+/dJtOUie9PH2u/WpvSUVz3h+hoz1EVCocEwPnESXpBOkUFRfCm4Ps4+dZ8LgAQK8XE1IQM7hnEbrVjMVl4eOQh/qA/ZYCU9dqS16TWVisWk+WZeuB/1z+Gz6pVkglkFAAAAABJRU5ErkJggg==) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD90lEQVRYhe2Wf0icdRzHXzdyek3anJbu/vEm6RQVSzsTxYVsS5is0XbJzKNoJ0HqGK3531EIRzVMriaDtltGqBDoRsw2yzMbzg6dP3LO2HBS3rmcP2/4Y8pjrE9/6Oo2t/O5OAhib3h4/nl/vu/358f38zzwGP8xNGqJllyLpEen47rt4lD9IdVxa+EJNaTMmEzZ9sw2cgw53Bq9BfWBkod1akhh2jA2ajcSGhOKa8IVOHW1BrTrtUzdmWLyymRAxf1CcXaxKHWKiIice/ucqIuqXZOnqgIAM4sznPrmFJwFbZCWqteqfBxeK8uPac1hVW2grrtO4/a4abjQQEZiBtFh0RRlFj1gIntF+J/Ztlhy5fjx/WK15qms2iOQHp0u9eZ6GSwflKbiJpGrIvXmeq9Da8Vm2ydlZTsEvharNU8cjhIZG6sUEZGlpS/F4ShZZULVNQSIfTqWaF00AK5pF5dOX8J42kjNUo1o914kKqqX0NBY4uJiSU39jsTE50hOTmV8fJjLl8tITo5naenPVeeqNlDXXafJ2Johpe+XclfuMjAyQOfRTkyfmhj/Y4LIyJcBFy0tTeTn70BRFFpaWhke9jA4OIHT+Ss9PSP/3gDAtbFrzHfME58dzy+3P+HF/buZmqpiaOh3Ghs/RK/fzM6dVm7cqKK/30Vf302s1u8DtjU5duwVOX/+HZn+bFrc7o9Wevq6yAWR9vYjIrL8tlrzZM+eJFVDp8pdWNiTUlho4MCBNIKDnyLixzfRm/VowgtXGJuAaRyOCJqbr1NR8YPqrNdsgclkEL1+M/n5LzA3JyjKLO1X29ka/sYKIxgIAcI5efInGhr6/Cq5zz1gseRKcvIWystNjIx4WFiYYXFRIa70CiI2L6YbgL3a9/zRBh6owMGDGVJQkMbwsAeP5w65uQmkpHzMmTNFGI05tLf3kpX1Fm73RdraagAXELcSHUlMRIzfBu6DzbZPRL6Vzs6jItItIt1itxcIGOTeenU4SsRuLxCTySDN7zZL2+E2kVEROSOiVCtS+WqlXxvvvn6Vlr4kKSk6dLpNeDzz9PePUlExCxwGFC+mWQNQlFkkdosdp8NJ781eNqzfQG1XLa2DrarnYBVx1654CQlZ7kxj44AGvvDK6HOg6++YpC1Jsv3Z7ZxoO4HziBOALFtW4O79svi9x/DQ0hqfN4ol1yIyJOIocUh1YbVfLfBxC7wFzRrvzL3R8HODxrPgoeurLnRhOoLWBfmj7wuPzvphKM4uFplerkL57nLVcT4WkdnvXvZU9QAwPjeuOkb1D8laSIhKIO2DNMZmxxiaHFId59fX0Bc6fuvAk+dhXpmn+XpzIG/CY/zP8RcnXsWcJ/QDLAAAAABJRU5ErkJggg==) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur229832 0.66666666666667s linear infinite forwards;
}
