@keyframes rwdcur61067 {
0%,2.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtklEQVRYhc2WT2gcVRzHP1MUklthKU5ii7UHm0NLd4Nbpi1GKYWQhd3Thgnk4NZuMCLUQgN2r1FoShJIKxLFtOghMMWcWtxWjKUo6Jit5tAia/GQYHY7vbU9pXj4eZjMv53Z3dlEwS8s79+83/f7vm/f7z3YBkRE2n1TMs223wDs2o6ARiFOmc0XpWSa4pBn88W2IpRwUISP4FhZwzTN0HgjuYPc8BiHJopue/ncJADq3l4Abi4tRMYKOxCDHEBRFCU3PEZueCw0tnxuEnVvL+fNMgDWRp1svihRjoRINE2TduTg2TuaP4VlWaiq6o4tLi0zurTgtfPFwFy/GyEH4pA7QW58/QUAqqqi6zoAuq4zmj+FvrVDum+nrI061kY9Tvj2MAxD5PpVcVAoFMQwDCkUCuKHY31ay8Q6FR1jfHxcRBAZHBDDMNx6Nl+UbDLVljyW3a0wNzcn/v13sDh1ya1bXT1UzHLMU9AhVFXFsiwsywr0j174sC05wAs7FeCIALAsi2q12tHcHTlgGEZgb6vVKvPz8/T19VEzfwHgzZ+/YUJEJpqk720LqKwMRAbMpfr5/suvuLH6m91x6wNeTCtMo9hZdicCKisDsnjtoDjkt0sj+MvNbz8j8XTVI/fhXik6ZmwBDulrh17i4YPHfKr/EBi/+vZIoJ1L9ccSEUtAM7vBW/3LvVDbSnKnDyieC0OX+XvyLNcv2iEatyGWgIcPHgfKODh9wD550yhMD11BLymkp1AUJZh7Wh5D58IxyjDCjxjlN9wywR+Rc2p12w2AxNNVwLY+PRWd9JoKyOaLcvNj70Zb148Dv3PpcoL+Z3b/ruxMYM4+4K/PJ1qtKYTmqbgaPjIOCkMe+f2VO6Hx3atl14VaHb573pyn+X9gzVe/u9Ves8kd3F+54z46/Djz3Cau1eFJKtOUorUAP/Zvkb8XHprVPAJHzKyW4Ukqw753Z8IT4grILgRfMZU1eF+3f1FwyKMc2ZYAwNuG/ZAueN2NIhpJOxHRXMCfvwZFrAVFOFA3HwW2AWAxmfoXBAAyKFTu2uQyKMhB4fWLwuTtlEtudfWgbj5ySReTKbcPaPkWaClgXbq5V1JcIRDO71ZXD+fNMlZXD1ZXD7NaJtAXB5GJqHIBgZ/c9pHkia1aN0eSJ3jFt6ZG+52+w0dPdi7AJvZw5tbxyEnr0s0e4PDRk4FElNizm95Xw7dgK7hr0TRNAD55y2yat/145+xMZKa8dmWi84eupmmiqqqoqvrfvN3/z/gHTZynU2mDEIQAAAAASUVORK5CYII=) 4 2, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtklEQVRYhc2WT2gcVRzHP1MUklthKU5ii7UHm0NLd4Nbpi1GKYWQhd3Thgnk4NZuMCLUQgN2r1FoShJIKxLFtOghMMWcWtxWjKUo6Jit5tAia/GQYHY7vbU9pXj4eZjMv53Z3dlEwS8s79+83/f7vm/f7z3YBkRE2n1TMs223wDs2o6ARiFOmc0XpWSa4pBn88W2IpRwUISP4FhZwzTN0HgjuYPc8BiHJopue/ncJADq3l4Abi4tRMYKOxCDHEBRFCU3PEZueCw0tnxuEnVvL+fNMgDWRp1svihRjoRINE2TduTg2TuaP4VlWaiq6o4tLi0zurTgtfPFwFy/GyEH4pA7QW58/QUAqqqi6zoAuq4zmj+FvrVDum+nrI061kY9Tvj2MAxD5PpVcVAoFMQwDCkUCuKHY31ay8Q6FR1jfHxcRBAZHBDDMNx6Nl+UbDLVljyW3a0wNzcn/v13sDh1ya1bXT1UzHLMU9AhVFXFsiwsywr0j174sC05wAs7FeCIALAsi2q12tHcHTlgGEZgb6vVKvPz8/T19VEzfwHgzZ+/YUJEJpqk720LqKwMRAbMpfr5/suvuLH6m91x6wNeTCtMo9hZdicCKisDsnjtoDjkt0sj+MvNbz8j8XTVI/fhXik6ZmwBDulrh17i4YPHfKr/EBi/+vZIoJ1L9ccSEUtAM7vBW/3LvVDbSnKnDyieC0OX+XvyLNcv2iEatyGWgIcPHgfKODh9wD550yhMD11BLymkp1AUJZh7Wh5D58IxyjDCjxjlN9wywR+Rc2p12w2AxNNVwLY+PRWd9JoKyOaLcvNj70Zb148Dv3PpcoL+Z3b/ruxMYM4+4K/PJ1qtKYTmqbgaPjIOCkMe+f2VO6Hx3atl14VaHb573pyn+X9gzVe/u9Ves8kd3F+54z46/Djz3Cau1eFJKtOUorUAP/Zvkb8XHprVPAJHzKyW4Ukqw753Z8IT4grILgRfMZU1eF+3f1FwyKMc2ZYAwNuG/ZAueN2NIhpJOxHRXMCfvwZFrAVFOFA3HwW2AWAxmfoXBAAyKFTu2uQyKMhB4fWLwuTtlEtudfWgbj5ySReTKbcPaPkWaClgXbq5V1JcIRDO71ZXD+fNMlZXD1ZXD7NaJtAXB5GJqHIBgZ/c9pHkia1aN0eSJ3jFt6ZG+52+w0dPdi7AJvZw5tbxyEnr0s0e4PDRk4FElNizm95Xw7dgK7hr0TRNAD55y2yat/145+xMZKa8dmWi84eupmmiqqqoqvrfvN3/z/gHTZynU2mDEIQAAAAASUVORK5CYII=) 4 2, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvUlEQVRYhc2WTWgcZRzGf1MUklshFGe3FWsPJofW7i6mjC1GKYWQwO5pwwRycKsbjAihkIDdayoYaQIxHqKYFj0Ephg8pLhWGktRqGM2Zg/tYVM8pJik01vrKdLD38PufGVmsrNpBR8Y5v9+Ps/7vJ+wD4iINKtTMs2mdQAO7EfAbiH2P5svSsk0xSbP5otNRSjBThEuwZtlDdM0A+W7yW3kBoY5Pl500ssXJgBQjyQBuL44H9pX0IEY5ACKoii5gWFyA8OBsuULE6hHkoyZZQCszW2y+aKEORIg0TRNmpGDa+9Q/hyWZaGqqlO2sLjM0OK8m84XfW29bgQciENud7L03dcAqKqKrusA6LrOUP4cemOGdM9MWZvbWJvbcbpvDsMwRK5dERuFQkEMw5BCoSBe2NZ3a/2xdkXLGBkZERFEenvEMAwnzuaLkk2lm5LHsnsvzMzMiHf+bSxMfubEVluCilmOuQtahKqqWJaFZVm+/KGLHzvkb//2Q2T7F55VgC0CwLIsarWak99ZXaOzEYsgihJ0/JkcMAzDN7e1Wo25uTm6urrYMn8H4MVuBb2kOCKem4DKSk/owsqlM/z8zbcsVddYT2d4OjHK98uwWgrvpyUBlZUeWbjaKTb5jdIg3v/OT1/S8aTKUnUt0PZazyirpaALsdeATfra8Ze4f+8RNy+t+8qvvDvI4aSbzqUz9aDvc54C+i+zdE+iMOnvN5YDUXaDO/rDSdhqHHLnjymOC5dRuNw3G9l3LAH37z3y/ePg/DF3wa+WqI8+BHtOgX3hGGUY5FeM8lvOv4P1QH3bBXsqOp5UmwqNPAmz+aJc/8S90V7XTztx5u87ABzIToW2/eurcUfE1jbc/CeaJ/oorgX3rI1Cn0t+d+VWaJ2D1bIT7yUgeg1seOLbjfRGndzG3ZVbzqPDizGzzON0Py9/MMXjdH8kxd4CvDjaIP8wWDStuQS2GG9eM0QKyM77XzGVDfhIr39hsMnDHNmXAMCdhqPQXXCzd4vYTdqKiGgBf/7hF7HhF2FD3XkYsHwhlX4OAgDpFSq36+TSK0in8ManwsSNtENutSVQdx46pAuptJMHRD5Emgp4IO2s2tdob31HOud7A1ZbgjGzjNWWwGpLMK31+/LiIPQkrFxE4I6TPpk604jaOZk6wyueMYWt+GmtnxOnzrYuoE7s4v0fTxOGB9LOIeDEqbO+g6jj0EGSr2ZC20TBGYumaQLwxTtm5MXhxXujU6En5dXZ8dYfupqmiaqqoqrqf/N2/z/jX0dLozQJybuuAAAAAElFTkSuQmCC) 4 2, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuElEQVRYhd2XT2gcZRjGf1MUNrdCKE5ii7UHm0NLd4NbxhajFCHJwua0cQM52G03mCDUQhfsXqPQlCSQViQKsdHDwgg5WdyuGMuioGO2mkOLxOIhwWY7vbWCkOLh9TCZfzsz2c2mJx8I3795v+d5n2/nnS/QBkREmj1TNIymzwDsa0dAoxC7TWfyUjQMscnTmXxTEUpwU4QP4bWyhmEYgfVGchtDw2McK+Sd8fLFSQDUg90A3FxaCN0r6EAL5ACKoihDw2MMDY8F1pYvTqIe7OaSUQbAfFAnnclLmCMBEk3TpBk5uPaOZt7CNE1UVXXWSkvLjC4tuONM3hcb5cauISKi67rY8PZFRHTrEbGzT2opSWopnwttK9F1XbLKP/D2OXK5HAADAwNUKhUAFhcXAZwjMh/UqRnlZ5O5F+Pj4yKCSH/ftgNWP53JSzqecDKPit+zorm5OfGev43S1FWnb8a6IrPfUx0AUFUV0zQxTROAarUKwOjlD5qSAzy3VwG2CADTNJmfn2diYqLl2D05oOu672zX1tYA6OnpYdP4BYA3fv6GgogUIsp32wJqK32hGw4levn+iy/5evU3a+LW+zyfVJhGsarsXgTUVvqkdOOo2OSV4gjeduvbT+l8suqSe3CnGL5nywJs0leOvcD9e4/4JPuDb/3zd0Z846FEb0siWhIQZTe42b/YDZt1ay53RHFdGLzGv5MX+OqKtUXjMbQk4P69R762FeSOWG/eNArTg9fJFhWSUyiK4q89O76G9gdHL8MIP6KXX3faTv4IjdmsW24AdD5ZBSzrk1PhRS9SQDqTl5sfuV+0jewp4HeuXuuk929rfl96xhdzCPjrs8JOOQUQXYrXgq+MjbODLvndlduB9f2rZceFzTp89zSaJ/o3sO7pV7fH6xa5jbsrt51Lhxfnn1rEm3V4nEhFUuwswIvD2+QhFXZWcwlsMbNaiseJFIfenQkGtCogveC/xdTW4b2s9RcGmzzMkbYEAO4xHIbkWXe6UUQj6W5ERAv481e/iHW/CBvq1kPfMQCU4olnIACQfqFWtcilX5CjwqtXhMlKwiE3Y12oWw8d0lI84cwBTa9hkQI2pIM7RcURAsH6bsa6uGSUMWNdmLEuZrWUb64VhBai2mUEfnLGJ+Knt3sdnIif5iVPTo3223PHT57ZvQCL2MX5W6dCgzakgwPA8ZNnfIWo88B+ul8OfgV3gpOLpmkC8PGbRmTd9uLchZnQSnnjemH3F11N00RVVVFVtaX/aP9X+A+fyql4zVOePAAAAABJRU5ErkJggg==) 4 2, auto;}
}
div.testarea{
animation:rwdcur61067 10s linear infinite forwards;
}
