@keyframes rwdcur111814 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 4 11, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 11, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 11, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHKUlEQVRYhe2VbWxT1xnH/75+v353rh2/xC9AAg4zxTjQEJKwZR1aqUYahXXNBkzTkIjYpzJpnZYMLRMKH/iC+NAP7TS1WtSJVIJRtK0FBqIEShkshIYGk7c6L7aT+DqO7eu3e6+v96G1hEhYnLHt0/4fz3nO//md5zznHOD/eg41+F3U83oQ5QZ2tPqojlbfkY5WnwcAfvPmj9pqazd2l+Zr3JRnlfVdK41LygU4e3GIPtVzmFKpyIGWlhY6kUjC6bDd+Dp5k6lCfWYsSNetkJhsaWnpGx99ML2Sb9kVAIA3e35/cmBgoA7ASP2L2zxGg94DAA6bvlsiIUZKcTVuqq1UkabGhj6NhmyfCS32PjcAAJy9ODTdeez0/tnQHNTK4u66LVVOmVTsjswnB0oxPq/tOIDdDX5XE/ho++XLVw6cvThE/1sANW7qSI2boko7O/rjxi4AiC3Gz+vVAIBupVLqoSpUtaU12Rw3Ultj7mx8ccOZXI7D4/H5wFOenm83VveVBbCzbt3C9/Z4Lx3av6MNAPQ68lCNmyJz2Ryt0VdCJEJGEIoZm1l78KWmGj8APB6P9rocRqe7yuhPpfODtwenBp9I7tzuc/xJLCbosgD6zt29QC+mT7iqDO+//qr/uFIh9QBoK81v3+rCXDR1wKBXUuudxksNfpdnLEgHdBpyJJtnl/lt22L/BwAEp7/qiWUAPz+6r7ej1ed8cozjuJv9Hw66+j8cfFtNyvD9fb7jH5y/dC6dLcDrsR502AwZoQioSBllrdT0tr285ZzTbtidzXK4fP3RiSd2f0SvVVL3hmYOjAVpGgDETwO07t31Un39jnekSCa8myx13k0WR3X1xl6FlBu4cWfyEmUke2RSguI4YW99/Q5Sq5KRYhF7iOd55Fke27zOWk91Ze3o5Dw9/CjcffXW+Hs1bspToSebvB7LQZejotrtqDARwOezkQS97B341Yn3uk/1HE63v7rnbYGNg+VyyPJGUJQhU2FQBxZiqQAAj92qpQBAZ7RjnXMBUikBi1kHiZhAcIbGvaFpSkXKT+/7zubTlSYNFAoJcjkeLMtP67VKdymf6GmAXdvdXXaLdn+FnvSrVEpUmjQBo0HnSSRzIBUAHU+DSefhtBtA6txY765CeOo++IKARDIDNanAwJ0xFAoC5qMMtFo5DDoSKSYPji8E7g+HmkvlB1Z4CaM0cyNKMzSAhbEgfaHB76K+1bixz27RvUwvpqHVKGG3WWEymTA5MYGMSYWCSAdBLIO7ugI5Zg4b3Eu4OzT18UfXA3u/vsKesSB9c1lHrlSBZ6nB7/IDwK4d6/d/Y5OlS4AKGq0OBXYJWVYCCFmIwEFEyJBOMzjzu086x4L0O6v5LmvCZ2k2kojMRhIRFItLTc3f7CSVShS4NKQSAhKZGlKZGlKZFgKfAsvyyLOcfWR0flWAsj+jkvIsjytXb4LN5/HK3j1I5zP427VbIEQcFHIpJGIC1kpd2X5r/gtSTH7a9zAwbTPrEYpEMROKwWbW4yePZ+CKMfB5Hcizhf8ewFiQpj9RSG/wmRyGhh4iszCJqkQaA9VWTGgU4HgBeq0SobnkuXL81nQEHa0+CoCTMju2m6x6bKWKKBQKePBFCIRKj/oaBwhChGQqiyjNnP+PA3i9L3STKtUbRDGHmdkw5sJZ7Kxbh21eB7TGKmQyWXD5BBZiDMaCdGB1xzUewa9P/uGYUGBP6tQCSAWg1SgRjTHIsTyYdA4cx0MhA3I5btXuL2lNFWjwuzxGg6br7r17YNJZJFM5aNRyCAKwe5ccOqMdxXwaBCFqB9BZjmfZ78DPDu/z72lefy2fjZO2Sh0MOhU2ezbAbK6AzUxCIi4CBQYiERCeT5B6jYKbmIoNrOZbFkCD39X2+muvfICiQGlVIogggsbgACBAJhFBKQcqLU4IhSziiQysZh1cDmODw6ofGXw4+y97YVWA0yeP9r7W/t23FhcmSbWiCKXGBk6QI52YhYYUQSYpIpNhkWQyUOssUClEyGZzEIsJqdWs67CYNC8oZJI/z0YS3JoBTvUc7vL7NvfE5h6DpmOQy2VIpxMo8inMRZN4NDqHmVAcfKEArUqGIp8BDw1IBQG5jIBUIobdqq9NpXOiByPha2sC6Gj1OZubG98NhefIv3x8E/66nYjH5nFncByXrwdujE4uvHH+o+Ef/n1o+rcsy/ePfxlNmih1c4VejPnoEmbCcSjkX/V4LJ5uloqJt2YjiczTeZ55Dbdu9XWaTUaq748XArE4A5vNgrsPQoHwXIJmOf7Y7cGpC6XY24NTganZ+LlP707iy5kYFuMMhh+F8derX+D+w2nIZWIAaF9TBTJM/PMrV29N3LoX/KnFpOnXavW7Pv3s/g+ufzbxy/B8MvJ0/OJSJlIUig9ii8wwxxUMTIbtH52M/iKZyr8biiTu3B6cKvtt+J/qn/tI+F5v6Tb+AAAAAElFTkSuQmCC) 4 11, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 4 11, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 4 11, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHZElEQVRYhe2VXWxT5xnH//axfexj+9ixTxzbcRzDEuJ8lBiHKIQuUdWKFWjJsqDStANpayXQmNTBtHUaWTWmCS52sW6TkEZ30WlRUdlEQBV0QBtWPgMLmCSExCQkxInjOLEdx98f58O7KNYoK8TZul3tf/e+5zn/53ee533PA/xf/6aaneVUs7Ocyq8rbQzzZXFvvdHi/O6OxkNP8hEXmrCzzfH1zjbH7vz6udambgD2h8ntRRpF95e8Y29Yv/EcSUovPslXUigAAHdra2tXa2vrUY7nezhO6ABwCABMJXSXhPjnt1TaGKZhrSX50ktbT2Yy2enfd187/yTTgivw4UcDwb0/+t2W8fGJF23lllZ71Wo0NjrtACCTEjUzvqWT+eSmEvrcfCBmF+cS9n7XyImn+S4L8GhvK22M/d2jZ84fO3a8ReAFrFmle6dujfEbahXpVKvIfJxVS8udsUSGiUX8GBq6G/yPABx1lnN5iJc31X1QaWPaP/xowD05Nd1jNijtJCnZDgBGA73nYZxbKiXcFauYD5bzLghATkp/+eo3nZ7X2p2vLwRjU1uer9kOAOlUOqjWlkAmJW4FQokui5G2Pttou8zolNTQyNy31tVZISFEMBvplkf9Km0MtX3rMycqbczuggC6T/Sf8njD3zbo1e9UVZR0WC26jl3bG9vzz+trLdVX+h8czmR5aDUKe7Fe2TU+FXSHFuMj8UQGpExS86gfo1d2yaREB4AeACAKKdPQqM9947bniNcXPm6vMOxPpjKO3ou3f93c5NwllyQrKIV0UKGQ7iJlEmRYXluxqvj5JqdtcyicQP/A9F7vXMQNABvX2w7U15jfnp5d2nHrjtf1LwA/f/v1bpOeyA3f87vze51tDvvwPX8QABaXksFSI32wSKNgWFbY0tTUSNFKGUWIsrs4jkMmy2FttYWxV5RUj03OB++M+rp6r97/Y95rg9P6m1SaDZ7pHf1hfu8LACY9MdrR0X6ypbl2Q9O6sheaG0q3qTWGbZtfWG/+25Wh6wBgMWnMjE7ZQCmkVFVVDWhaCwkiAIDqNWZo1Ar4AxFc6rtPSQhic3WF4aCj1txpMWnNUimxtr627Jnnmis6M2l20DsXmRY9Xu6f/mC702LSnFMpBEYmzWEhDJjM1uD1vitn1SqyhmV5Ky8IjLW0CJTGhtU2C3ye2+B4AZFoEipKjss3xsHzAuYDcdA0CZOBhiDkwPECsqxwiZLL3P0Dnq4+lyf4BYBKG7O7utJwlNEpwfE5l16nGqmrMu2MRFPIARAEAfoiJSCmUFxcjMmJCayx1yAUCoPPyaDX65GO+zE2fh/9A56zJ88Ob3l4NTscdeY9qTQ7cvrT0V2P5nwcgAFgBYDxqaALAHbv3LivvLSoK5VmGX8g2qNRK9y1VcYDApRQ0xrw2SWkshJASEEEFiKxDIlEHL/9w8U941PB9556uh8HKETNznLnW9/feUsi4sFlo5AQAngokct9bpVN+RGLp3Cxb9z1l9NDDcv5rWQYAQAyWQ6f9F5BNpPB1i2bkMgk8emFqxCLWMhJKSSEGKYSTcF+BQ+jvGLxzLRj2D1tNmgxOxfAzGwIZoMW37k3g/JQHI66MmSy/H8PYHwqGLwol17ikmkMDAwjuTAJSySByxUmTKjlYDkBWlqBWX/0qVMwrxW1oLPNwQCwMoay9cUmLeqZHHiex+DdWYiVWjRVlkEsFiEaSyEQjPd85QB1dWu7KKVynziXxozXB78vhQ0Nq7Curgy0zoJkMgU2E8FCKI7xqaB7eccVtuBnh/+0X+CzhzUqAZQcoNUKBEJxpLMc4ok0WJaDXAak0+yy1y+vFVWg2Vlu1xWpD/TfvIl4IoVoLA21ioQgAK0bSWh0pchlEhCLRR0A9hTiWdA0BIC9b25zbmpZfSGTClPmEg2KNErU2L8Gg0EPs4GChMgBfBwiEeCbj1BatZyd8IQufyUAzc7y9ldf2fpn5ASGVoogggjqojIAAmQSERQkUGK0QuBTCEeSMBk0KC/TNZeZtCOuYe9Tz8KyAO8e/t6hVzpePLK4MEmp5Dko1GawAolExAs1JYJMkkMymUU0noRKY4RSLkIqlQZBiKUmg6bTWKxeK5dJTnvnIuyKAX518M0DTkfNwZD/HoLBEEhShkQighwXgz8QxeiYHzOzYXA8D1opQ45LgoMalFwMUiaGVEKg1KStjiXSosER34UVAXS2OawtLc++P+vzU2fOXoGzYQPCoXnccN3H+c/cl8YmF/b1/PXOa38fmP5FNssdv/8gEC1mVC16LYH5wBJmfGHIyc/PeCicaJES4iPeuUjy8TxPvIb19Y49hmId033slDsUjsNsNqJ/cNbt80eCWZbb3+fynMrH9rk8bo83fOJa/yQezISwGI7jzqgPH/fexe3haZAyAgA6VlSBZDw89Env1YmrN6feMBarj9O0duO167d3fHZ94ie++ejc4/GLS8m5nJAbDC3G77AsXxRPZo+PTQZ+HI1l3p+di9zoc3kK/jf8T/UPRWIPhvQ0n50AAAAASUVORK5CYII=) 4 11, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 11, auto;}
}
div.testarea{
animation:rwdcur111814 1.6s linear infinite forwards;
}
