@keyframes rwdcur153705 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEWUlEQVRoge3YT4jUZRzH8dfMbMsiJltp6OpqCK1mQRkSohXYQUg8xZ6C8A/YwUOHVUI6lBcPIQp6WSzBaAUvEoiskdA9E09rimmxSrSRtbotg43j+O3wzK7jujs7Y64xMR944Pd7eJ7v833/nu/3+fODHgzhUw2qUUS5HPmPfXkoxYTScBATARoOYjKAhoIYd/ro0aMNCTHucEQ0JMR9AI0I8QBAo0FMCtBIEFMCPAaILGZhDtrK73WrKsAMQbRgPl7DBzggpxvL0frIAWYAogP7MIICClYqyenFq9JsPFqAfwGRLTvUJn35p7EV1xHWZcPuttCdDeTRj+dmBKBOiFllR17HTmwmtwYbdblorXCsPQwvCtcXhssLxuzdKvepOR/qAqgRohWrpK95C6N05um6in4ZQ17MhPPzQyxO5caisKk1Uls71RFGdQNMA5HFcnK9UkgEW4IdQWbMwSLCwIJQ6AzFznBhftjxROiUT7M1wwBVINrIdbOyRHdwObgRXAgOjrUroWRba+h7Mgx2hANzQkboclXOGilfZhZgCog+HECB3cH1IIJiMDjWZgRDOoXVmcq+o1LYbZSSvaY8qAmgWCzGnj17Jjt2T1a+TQBvBcNlgELQF6wO2s9ilyVOane2DFRCMcNQFxellaqjlpmYEqBQKIw/X7lypVbnQ1oiR9LzseB8MBBsCzqDJSelTWs5dkl38hJiBbH2no190oZXP8Dx48dj3rx5sXfv3rh7927k8/lYtmxZLc6P4uPy4NdZG6yojP2hstNdWL6Ek4uI94kB4jxx7J6tEWm3rhpKDwBMjOtLly5FRMThw4cr6w9VsdkiTf9Wui6SGZJWnhJG2mc5t+RZJ7GrnXOriT6ikGIt/iTWpTEK0lFjVs0AkyRl7N+/PyIirl27Vlmfx+wqdrNSIm6UEnP878fqF8SiuUKajRHEIFEsA/xOfHIP4IB02JseYDLnx8rw8HBERPT09FTWb69mGC25rDVdC13NEAe3i8E+8eWHYtvbFcspcZC4QNwgLhPdxCuUsnSbZk+Yyukj5S8XiBMnTkRExJkzZyrb/DANQBs2dz4jv6NbXDgsil+LQr8YODRuo4jRDLGD2FIxwzl6pUSvLQcmOA/rx+o2bNgQxWIxCoXCxLYd0wDsxOiW9eLGVyK+SeX8Z2LFYpFJYdTfxdXOFJaj0vGjXzqZVj1eT7bGfoEt5efT+BlLT506ZdOmTdrb2yvb3sZfVezfxndoOXKaj96leIeWHAODPDWb5zvc/PFXvT8xXEor09xyn1/wW9lGVU33a7HH1GH2+XTGpRNpP/Ldb4rd74l1L9+3X2yVkr3FvWN3XTez6X7uzsbZCY7fkpbRWm5PbViVy+hduVSp3LcgrT77pBB8qKskZGps14p38AYuS2F2s45xWrE0l/FSKcZtfI9r+AN36rB1n2oFeBTKSiCtksN/4+5jHL+ppppqqqmmmmqqqaaa+p/pH+9bYiU4Nw8XAAAAAElFTkSuQmCC) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAESElEQVRoge2YQUgjVxjHf5OxIch2kbYW1zWr7CHu2lKqLIvotuBloeKhlJzEUl3YHjzsIUpZemg9CUVW0IvYCrtUqYdKQexSeu3Nlu1Fq7VaUC9CbbU2BDvE5N/Dm8Qkq5lkqy2B/OGDzMt733y/975v3psBiAA7wCeUqKKAXHv4P8fyTFKOlRxELkDJQZwEUFIQ6aBnZmZKEiIdsKSShMgCKEWIpwBKDeJEgFKCOBXgP4DwAZXARSDgXhetvADnBFEB1AA3gXvAGNhh4BrgP3OAc4CoBR4AB4BjrDkB9gTQglmNswX4FxA+N6AAZuZfAO4Au8ZHh2BIEBYQAx4DDecCUCREpRvILWAQ6LV9tAFdEFqFdsGsYE+wK1hP+Tt0xxRcD0UBFAjhB25gZvMQiAZfJBa6zJZps3bgFcGyQK7tC94T5nQ8SBFpVDSAB4QPuGZbTGBSQn230UAYWaZfFIibMUsCRxAXrAgigroY0HvuAHkgArZFuPkqifCbaP0R2v8KrUyh8f50v4Sxu4JpwaZgTGAJQltgt2Hq5XwBToGYBsYAZ+hdtPsl0rco/g3anE73OQB2IChozRwbxaRdF6bYPeug4EI5OjpieHgYy7KyrKenJ7drD/AqwHdLYLt3SCbNdet1qKrkFwPp+xp+/hH4C0gCASxaCDECvI3ZKzxX4tQVcBwn/XtjYyN3pvPZLmaWNfshWv4ULU2iu2+h4Euo/mUWgBBm47qPeSdPAKLJEu1pHw9ciOIB5ubmVF1drZGRESWTScViMTU2NhYSfBT4yL35bnsTarqSlfs7wAdpgHoWqEO87xdLl8RyjZityky1m3hkylMAuXm9trYmSZqamspsn8zjswKz294J1bJqmaDjLsBBFTyphwXgPlU8odUS088LJyh0RezViQ6fMLv0PcyeUhjACUWp0dFRSdL29nZmewy4kMevD1OIXZjCTH/9aAXVmd87uKnGZq2IuwC7l8VQIAUwhjnseQOcFHzK9vb2JEmRSCSzvT+fY6DChrYQbFmgcdAm6HPQ3azHKWL8olipEft1Yv2SCPtEMwlswnjsCacF/dCdOQGan5+XJC0uLmb2+ckDIAD0BiE2AFoBxUEOaOnYRxyIYiEGnhN9/uMVtpnAFHphNZATPMDtVFtnZ6fi8bgcx8ntW+sBMAhE+0D7x+cGLYOug9z6eEyILYLEMKl26E5eCwUcr08LPqVfU/91d3erv78/s6+Ddx3ccgPSOug30B+gL0BtoBCsAl3YtGGOEIPumAYKPE54fVqMnACZss8K8N+Amc1YGPQxqCN7v+jFFHsFx8fuot7MvD7uXgB+yAn8EPMYLeTtKQDcsGHydVOwh5iVO8DsFflS0FNWgf38wDvAG8A68Aj4s4j7+IGrNryWgHbXx/fANvA7cFSErywVCnAW8mFA/JiA/8acf8oqq6yyyiqrrLLKKqussp5J/wBPVzPCBiGWqQAAAABJRU5ErkJggg==) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur153705 0.8s linear infinite forwards;
}
