@keyframes rwdcur178144 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 11 7, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 11 7, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEgUlEQVRYhcWXzW4bVRSAv3PvMLaSyjioikRiR3YJAUdECKHu2VZFEQsWCHgGxKJb3qAPwAuAAioR9BFYdNE1SDg2SUqapERtZaWRFU9nzmExM5adeJw0SHA283OP7vnu+bn3XPifRS6r2Gq1MDNUFTOj0+n8NwCtVgsgUFWnqgAOUDNTQEVE/w3MVIBWq+WAwMzCJEnC7B1AVTUCIiAG4u3t7SsB+KKB1dVVgNeAsqrOAq+b2ZyqVsxsBiiZmQMUYG5uLun1eq8MEBQNZJMHZjZjZtc7nc5vk/QajUYNOM7eo93d3VcCcNPGzCxU1WtFxgGSJFlIkqSaJEk5SZJwaWnplQAKPZADmFkl/2F3sFEFuYvs7e09zL9rtVoFoF6vR3t7e5cCmOiBrOScmQXAzKjxGz814+a9xkSg3BNmFtZqtasDjEhgZuX8463NG0rmtQKImplVkyQpq+qlICYCZBuOy0ouLNKvb9TGIA4PDx8ANaBqZpeCuMgDblTHOYeIIJJuHyJyDsLMVszs0hCFAGZG5oExHecc3ntEZPg8A/EBMAYBFEJMBMi23EIREYIgwHuP9+lelkMcfvnkq7MQqloGJpboRSEoNF4qlSiXywRBQBCk1bz4/cI5CLLEJN1Rw0ajcTmAzP0TAbz3zM/Ps7i4SKVSGUI45wohgCpQBsYgLvRAt9u9P0bsHKVSiZWVFW7fvs3NmzepVqtDAOccC9+9OQrxPrAMLJCGIwSCZrN5OYBJEoYhi4uL3Lp1i/X1dZrNJqVSaSw5c4iDLw6/FpE1oAFcN7NrpKXtpgLkpTZJ4jim3+8zGAyYnZ2lWq0ShuFYUnrvh+EA3s0A5oEKaSiC5eXlyWeBc44kSQqhBoMBnU6Hzc1Noihif39/TF9EMDOcc9Q3aux//vjj+kbtLxE58N4/JT09HUw5jPJJijzw6NEjnj17xsuXL3nx4gWDweCi8p3JVl4WkSADcNNOQ5ybHCFVpd/v0+/3UVXiOB72i2dl77PH1DdqD0Xk1HuvpA2M895P94BzbuKEqjoMkZkNXZ/r7ny6O6a/9EP9gQjb3vt9oCcifdJWTgsBRmN4VnKjo+HpfNI9a/THzEgf6Hnv/wYOROQJcOK9z3tJnRqCnHISxFnjzXuNb1V1H+iB5Q1r5L0/BY5FpJfBHOce8N5PTcK89U6/7yJ2p2Mrv7x9btXNe41vgG3gKDMWOec0W2UsIhFwmq38FIi993G73S5uy1utVgi8YWZLwCrwoaq+117f+gjg7Z+Xf1XVP8zsdzPrAgfA89xAvojMi+q9j7P32Huv7XYbuDgJIxE5MbMj4E/nnL5zf2VXVeNstTvAtogcmNlz0phHmWEAssyH9BJz7kY1LQSxiERmdpwZc0CPtJYjoOece6KqR2b2fDS7d3Z2iqY9J1NzIAPoi8iRmUXAU+dcAESq2geOnXMnwAkQd7vd6Y3EJDvTBtfW1lySJKGZlbPOJt/BYlWNVPWU7Hp2FeMw/V4AoM65SNNd5jRr0/P/sXNOVTXe2tq6im0A/gHcTXfUxU1zKgAAAABJRU5ErkJggg==) 11 7, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 11 7, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEhElEQVRYhcWXT28bVRDAf/PesraSyjioikRsR3YJAUdECKHcuVZFQUEqCLhzRIg734MvgDggFVG+AYce2hsCCccmSXGTVFFbWWlkxdvdGQ7etezE66RBgrl412/05jf/3puF/1nksorNZhMzQ1UxM9rt9n8D0Gw2AQJVdaoK4AA1MwVURPTfwMwEaDabDgjMLEySJEyfAVRVIyACYiDe2dm5EoDPW1hbWwN4BSiq6jzwqpktqGrJzOaAgpk5QAEWFhaSXq/30gBB3kK6eWBmc2Z2vd1u/z5Nr16vV4Hj9Dna29t7KQA3a83MQlW9lmccIEmSpSRJykmSFJMkCZeXl18KIDcCGYCZlbI/Hhg2rrAhSLfbvZ+9V6vVEkCtVou63e6lAKZGIG05Z2YBMDdu/JMbjfh2oz4VKIuEmYXVavXqAGMSmFkxe/n0jRtKGrUciKqZlZMkKarqpSCmAqQHjktbLszT36pVJyAODw/vAVWgbGaXgrgoAm5cxzmHiCAyPD5E5ByEma2a2aUhcgHMjDQCEzrOObz3iMjo9wzEe8AEBJALMRUgPXJzRUQIggDvPd4Pz7IM4pfDx1+dhVDVIjC1RS9KQa7xQqFAsVgkCAKCYNjNH1WWzkGQFibDEzWs1+uXA0jDPxXAe8/i4iKVSoVSqTSCcM7lQgBloAhMQFwYgU6nc3eC2DkKhQKrq6vcunWLjY0NyuXyCMA5x+bS6+MQ7wIrwBLDdIRA0Gg0LgcwTcIwpFKpcPPmTTY3N2k0GhQKhYnizCDuHhx+LSLrQB24bmbXGLa2mwmQtdo0ieOYfr/PYDBgfn6ecrlMGIYTRem9H6UDeDsFWARKDFMRrKysTL8LnHMkSZILNRgMaLfb3LlzhyiK2N/fn9AXEcwM5xxbtSo/7z/6cKtW/VtEDrz3Txjeng5mXEbZJnkRePjwIU+fPuXFixc8f/6cwWBwUfvOpZ4XRSRIAdys2xDnpmdIVen3+/T7fVSVOI5H8+JZ+an7iK1a9b6InHrvleEA47z3syPgnJu6oaqOUmRmo9Bnuj/u7k3of7xcuyfCjvd+H+iJSJ/hKKe5AOM5PCuZ0fH0/NDuTOhsyPis2aVer38DHIjIY+DEe5/NkjozBRnlNIizxm836t+p6j7Qq9Xsy9TLyHt/CvwmIj2g570/TtfUez+zCLPRe+TVA2vb56tvnvP6dqP+LbADHAHHIhI55zT1MhaRCDhNPT8FYu993Gq18sfyZrMZAq+Z2TKwBryvqu9839r+AOCzN1d+VdU/zewPM+sAB8CzzEDmRBpF9d7H6XPsvddWqwVcXISRiJyY2RHwl3NOv3hrdU9V49TbXWBHRA7M7BnQB6LUMABp5cPwI+bcF9WsFMQiEpnZcWrMAT2GvRwBPefcY1U9MrNn49W9u7ubt+05mVkDKUBfRI7MLAKeOOcCIFLVPnDsnDsBToC40+nMHiSm2Zm1uL6+7pIkCc2smE422QkWq2qkqqekn2dXMQ6zvwsA1DkX6fCUOU3H9Oz/2Dmnqhpvb29fxTYA/wD2mXKKQxYwNAAAAABJRU5ErkJggg==) 11 7, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 11 7, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 11 7, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 11 7, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 11 7, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 11 7, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 11 7, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 11 7, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAElklEQVRYhcWX32scVRTHP+fecXZJyropJdhmEzYQgpsaREuEKoqvpdK/oU8+ivhmiRCl/vgTfOxf0Adf+6RChYoKosV0Q9IS0pRg67IpY3Yyc44POxN2k5lNWkHvy87sPcz5nO8958wZ+J+XnNSw1WphZqgqZka73f5vAFqtFkCgqk5VARygZqaAioj+G5iRAK1WywGBmYVpmobZNYCqagzEQAIk6+vrzwXgyzYWFhYAXgCqqjoOvGhmE6paM7MxoGJmDlCAiYmJtNPpPDNAULaRPTwwszEzO9Nut38rsms2mw2gm13H9+/ffyYAN2rPzEJVPVXmHCBN03NpmtbTNK2maRrOzMw8E0CpAjmAmdXyP7YXbtigwdm7V2Vzc/NOft9oNGoA09PT8ebm5okAChXISs6ZWQCMDTp/8+9Pk4vRSiFQroSZhY1G4/kBBlZgZtX85q29z5RMtRKIhpnV0zStquqJIAoBsobjspILy+yXustDENvb27eBBlA3sxNBHKeAG7RxziEiiPTbh4gcgTCzeTM7MUQpgJmRKTBk45zDe4+IHPwegngNGIIASiEKAbKWW7pEhCAI8N7jfb+X5RC/nP7qg8MQqloFCkv0uCModV6pVKhWqwRBQBD0q/lC59oRCLLEpN9Rw2azeTKATP5CAO89k5OTTE1NUavVDiCcc6UQQB2oAkMQxyqwtrb2zRCxc1QqFebn57l8+TJLS0vU6/UDAOccr//18SDEq8AccI7+cYRAMDs7ezKAohWGIVNTU1y6dIkrV64wOztLpVIZSs4c4ueJLz8UkUWgCZwxs1P0S9uNBMhLrWglSUIURfR6PcbHx6nX64RhOJSU3vuD4wBezgAmgRr9owjm5uaKAZwr5sqher0e7XabmzdvcuvWLba2tkjT9Iidc46l7jI/1b94D5gWkUnvfW1QgdKXkYiUJmKSJDx48IDHjx+zv7/P7u4uvV7vuPIdyyKvikiQAbhRb8NSJVSVKIqIoghVJUmSg3nx8Pqxdp2l7vIdEdnz3iv9AcZ570cr4JwrfKCq4pwjTVPM7ED63PaHsZUh+zd2P7ktIuve+y2gIyIR/VFOSwFy+YsUyJ0OHs/34fKQzdm7V4cyuNlsfgQ8FJFHwFPvfT5L6sgjyCmLIA47vxitfK2qW0Bnenr6/SzK2Hu/B/wqIh2g473vZnvqvR+ZhPnofRDV9sINe2f/8yNRX4xWPgHWgR2gKyKxc06zKBMRiYG9LPI9IPHeJ6urq+VjeavVCoHTZjYDLAAXVPWVb4Nr7wK8HV//TlX/MLPfzWwNeAg8yR3kQWQqqvc+ya4T772urq72Ay0DOH/+fKiqp4CXzKxJv6fPqmpNVRNgR1U3zGwdeGhmT4AIiDPHAGSZD/2PmCNfVKOOIBGR2My6mbQO6NCv5RjoOOceqeqOmT0ZzO6NjY2yxx5ZI3MgA4hEZMfMYuBP51wAxKoaAV3n3FPgKZCsra2NHiSK/IzaXFxcdGmahmZWzSabvIMlqhqr6h7Z59nzOIfR3wUA6pyLtd9l9rIxPf8/cc6pqib37t17Ht8A/AOJIXRdOhK1vAAAAABJRU5ErkJggg==) 11 7, auto;}
}
div.testarea{
animation:rwdcur178144 2.6666666666667s linear infinite forwards;
}
