@keyframes rwdcur55316 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 8 8, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
48%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEg0lEQVRYhe2VS4hbVRjHfzm59+Ym95pkYpJ5dJjUsVZaFXQ1lVY3SsEHCKKCC7tRF+LCIrhx02UXVaiU4qKI4BOEglhapUOhlAa0C6ltndqH7bQznc4jSUNMMjf3ca6Le6aOpa3JWMRF//BxknPvPd/ve5xz4K7u6q7+16o7WWrOG4UXjg4MccL47wEu1l+h7VdpuAuZ8sKOQY6MDnD0joLEbvkkCDWCsGrNNGut/tQIAS6erGdO1j9OPfnbB6OlJ3zABnygWb4Uk3cWAKDufGldXhyyv64ONF9fNdIa0A3Ap+U1+svxzzKv6vsLA1QAB7iwEojbA8wvbiBt7BssnTtlzK3dEGyPiektUmDFQINMPVbLHOC7zHscstOcFYJpoLLSbNxcvjxZ+OjMmRLO4tpE6K2zws4De0LPqoaBtRB6VjP0Cr+H1dLucMc6K9w0tipc08vyt88AQBButSaq2/oeada0WGk0X0TqBjIsIJrvI6Y2g/kHci6LzF2h0reXb/p28mnC5Czg/FM2ugHII7k4/GzlfHw8s77Qr2spG5IphOdCeD/MvgunH4dCBd/No1nnaegH2F7YyQ8JkwvlS7HGygGAXD0s6+Od0cTLMlvsT2p2GiEEIiYglOD74IzBtXdg/iFIzSGvDsLgND8P7mdHcieHiXZKe0UAg3Phloaz+Em+pM1n+vR8NocmRJQB3YgAIILhRZh6E6qrkIlrNDpDGEO/8HbxJX4E6sr88qWYDyC6Abia56vWcLLubl2otZvIjgNCIOMaeC4IlQkpkbFvYeQ5WL8LkUigZRaYuXcXFUAD8mo0NpZCs+sMANAJdmeO15/OjCVWF/stLWEi4lr0SAiQEhbbuEIg7TRm4IPnct5/hmPa9xwCpoEZZY5a1e0eoOU/ShiWh+/zKn1uciidRdPVoSwleC5SSlxNw7TT0XyzgQsYwAngAFAGDgNLO0N2VQIALO04enwy2OY7HQdXyqj+qgwyriESJqZuREAAuoEBVIAcsAkwb1hVdA8AWGFsT/spkXM6i27HwfdccNrQcWg06sx6LkdVNug44LlcBmpEjdcGGqgeUKPUegGw23wxt9r6sLiZSvVg0Ia4oRuQTJGVkiNCsDfwcQNYDaSACQVgEtW+opxfV08Aax5DOD8x0XgrSCfH47aUOM0Gs9kcvhCsV5HOK8urzxw1f1qNS/IBv6cSADlrhs+bYzIrw1at4zCTsjkMnFJOnwdGVcTTwDjwKzClHNpEDegqsO7OgeUa2c7B1j3C9ra23ITJLsNgn4rMBC4sMwfIENV+FpgkKoumAIAeSwDU48fIP3g6/lomUZzRbYpEjTUFHFPOHOXgGlFWLqtvfRXwUhO60MtBpLSxFOaAtFrABIrAWmBsmfMr6p2zRE2YUvNL/eEq2N4BboAxgWFlDxPVeJIo2jRR9JIocl/9b6u5Nr1uw1togCitkwqgTlSW4/w93UuNd/0UBNx/C5BVDm2iKJtEkU2oOW2ZU1eBCaLb0IHem/BGqYuYpnJkqt+uGo2bvCv56zLiT6a36106By4jAAAAAElFTkSuQmCC) 8 8, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
92%,95.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEeElEQVRYhe2Xz29UVRTHP+/OnddhOswMZaYtpVLDgiBBFqALU+PCxJ0GxT8AEjTExB8LF7hxZQgmLtAYQxpjlJAYNiay0CgBjKZDDGmQFKMEiDLTpj+mwzB9nXnzZnrnPhf3jlUKzbQS3PBNXu7Ne++e8z3fc86978FDPMRD/M9wVnrYxxkBMg24ETLlKXY1HxAvg573L2/rvnLrNKVgoufM7JFN/LS1n1H3gRHIvjb6PI1WI/tVZba7rGupmfB29rvg2CCTyfvlQ6z48Lj/R/dsqyD0erlhV1DZ+C2S3V1vLkxvns5+v/hxH2f77xeRu6Kf0Xj2XH0klQ9rWyNh/fFUuPjElnBx6NNwoXtO1yk3Z1MXSke2UNq+OxvG2uuGh0KGh8KOfKxYhACbPmwMTB+KTmw5gIp97YioC0KgPRcVHF3wqnu7k0QI4uPOl/E3nJFskZmu2N/KKsDL5R21ZgIA3VdKt7v+FCq5d0Mm04uOSLTWaL+KUgtQP46afwkXiXJ/118MvCU+StyiCQTWRCmXd/TaCVytvEIqdqxvsCu2sRfRnTD3F01TCkfAYgNdewc99zLoKGzM8XPyPT6J3mIMKObyjnc32ysWYRvxc9OnaikZYz8a0ABdMYi6iKgL6+KQSCEe+Qz51D7kjlPI+h6evnGekfJJ3m3tIXEv2x0pANA9NlNLFDNq8/5ILJFECmGcZ/uh7i+911KgFHi3of46FA5yE4fxubSz1xamsJfO5R3dOYFG+CzzrW8GhyL0ZHAjEtE3AMm0cVqrmrFSNgQaATNCcFlKCs39fO6e4BIg7zCrO0oBwIYD1cu1uCPqBxFKQaiXHJaKUPXAq0DdJwh8ClLiS4kAPPcE24FngAEgzVLqxZ2M7on+8wm5cN2fqr/o9gQnZVxKRKkIwppqKdAa3VJ4URdPCAbaS4FtwAzwI/ArkACmVqVAVwwdr8SP+rsdd2Eev+rR9Kuoum+uiDRFGYvTKwQ7gRuAC/TayH07H7T3E9BhF1j4Ww9wthZBNA83qPuoRoDyqwRAUwijRqgJgKp1EFgfV1naEzJ2jK2KQC7v+ICXuuZPBi8IFTVnohKCqpRIrWGxyVWMxEVgB/CodZi2UQO0j/RgtQqQyzul2ITzQWNnNKFBKEW1ETAlBBdbij8AzzqK2yVJzL7Rj5FeASU7+qsmAJDel7hIK9QLh0O/K0Yz1cOYNeZhZPUsgSIwDhSAa5iiu/mPuQJUx13QRmaIG3O/VNXic3F33UhkTErSwA/AkzbKhI16FJOO6xjZy8AloGJN6VzeWbYxdAK9ubL+1fltHJKS08Bv1ukM8Bgm72XMppO0o2dJBXceSmsh4Cff5kLSyFiwhhUwiUlp087Tlli7BQt2/BdWXQM2giKmtXwbhMa0XhmYAKYxigSWUAGYzOWX7/xrUYBc3gmGh8ImpuK1dRJYexlMntu5Hmep6Jah48PoXhgeCiXQg8l3DCN9vyUzg1Gqnf9l3wT/mYAlEcdEHmdJVY1JSbtGqrm8s+y/4i+sxMwGhS0CYAAAAABJRU5ErkJggg==) 8 8, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
}
div.testarea{
animation:rwdcur55316 2.0833333333333s linear infinite forwards;
}
