@keyframes rwdcur14056 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 5 3, auto;}
5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHeElEQVRYhbWXXWwc1RmGn3Pm7Mx4vPau1xs7cYwT8gOBQGhCUENqiNVWpShIFa3oRXvRO9QbVAmpUu9o1aq9qYSqXFSNVKEK0V6YXqBCKKglQeGvFKgxbZzYAWLjJPbaXq/Xu7Pze04vZq3mx4EQ0SONNDOa851n3u/9znwDX8CwV4RhhakbmSu/CIA1jv8DgJEcMgrM9cRybwRArXezUPi4WCg428qbfAo9Xm3oB1R93/ijoyL6lFg3pMA6AEYGwelisWg/LEza7YqgZnnqX9s2qrHHHjNVIDhyZF2QLyoFIzJMz5RXm2EYRNawLeX9jsWhVMYPeeVwxHUZevRR4z3xhLkS/oYAxBUwdvsYyDnPH9ix88B3bru1OLR5i3a7Os2cZetFY8RJK7XG4lhNxjF1zyP41eMyBogwgsLnA7j0LSRQBLYCW9P4R6Wm/4Kdmi7baIWQlHM53UdqijJn7rSccKojdd6pVBhrLx604yWfB+DSFNhtgD3AvVpzX335ub5mS3h+C5nESJ0IhLD6LMFBaYkHrVzyrf7+9KFsekE98Por3qFDV6XmuhVYuy4Bt8OHA7Xlv5UnJ3bbrvO1wJG2n6ZCOw7YHRa2oiRJvw5mG0Cn6ZR3TO3ftfoVZraOmNo5SF79GcnlWb56WJecm7YKe4EvATfDvBfFe+2uwg6R4thJLK0UkAYsAUIIpBBdx/f/vM+hZEbefTwq5pLtHioqatL9uyva8w7r6ek/6OtRQAMRcAq4FxiEpqfTY7JaHfFUztJR2Bk1W7ZqdamoVNSB4wnt5rLJCZHMpWZEoqqo5CalzRk29L138GDf6X37TKPZJDl6VFzljysBfOAc8A9gCCiHwZKsLU/Knp4SLSOJ48SOQjtq+cot5EXgeQQATREiU6kcTTlRDAvL7NIiuU1K80G3lxu3rODCI4+YWSAZHRV6PQCABlAFKkANCGAiH/hLhK0AWylba02zEalCtWoXdUPtiCo2gM0yO0/NuElXUZ/vLSSrrjUgLTMkHLnVEsnuvKsn7r6bE0lCdXDQVJ98kgDEZR6AzDEOUAZuB3oh9oQIREfXIWzHxbIshNBi89KEGBl/St1fedo+8uN5C+A3j59nYKGVW3E3p6tOlw4lqZLGc5TZ5nYIx3HTgu0FO3MuK3v3WI033/xpfKUCa2moApPALiAJgxW7ujBNPl/EUoqBcIk9C2/L+5IXZElXWHN678Vn8/XV6ahg9XKx5+G6bYQvO0QN2wRKWTMdjloMY+PmZDwopV2FE9F6NRsAs8AUcAHog3G7tjxJT+8gHfZGrDSid2WRTl3H5LNJeWNAoLob/5TOwmvkJu9iptxT7epw3kqSM9Nul3yvf6B3Dj2QT6VUnlfzYUGvB5Bc4QMfIk/wnIzjb6DTBKk1SV4hwwB62+YRAjNkWJjulefr0j197n2mpuft+cqzRZNWFlZWJnwg2LHj+9UHH3wiKJUi4Lvrfo7X0rDYVmIY0GnSlKu1/9BfPkCkXJzUJ9UOqhlSO2yIByDy4Qyb+KuOGVt8Xs0uvbwRlvdAmG8rO3727DNnjxx5JiIreX2thkQDM8AEMJ49/AFBa44gCHFbq7RMEZsEFsF6RyD+Aq8sPsBRfs1Jv5nMLn0SwK4AtgBdNqhuMnOXyDY8DVxVBZcCSLKK2A70g90h5YAs996HKyVeCk2rTGg0UQgn9X7+aL7NS2xmHs/AT2IYCeCbSzA8BW++C6sz7dQ22qm+JoAh2yM2ANuAAUi7NfeoON2A19vH3IbtzHs7Gc9/mRPeXl6OmvpYvGQCHk4tb6/fu+vUol/bV8UMalXeqTb03z5z763RmY/OT8y30wFcoyVrj6Dtg8U2rTLpUcLgZhrxNizXYqIjT9TpcvH0n5n1/67hQIQIkrTfrw8P/+6cu+/52mq9tKOltnsP3PlSyYnq9AwRjY7+b5FPA1irhveB+zPZRHcUHJdpcphExzT9GT4++7RuNl4kK5h7IowONlsXasO3vLDxq7vrW1dWuvKpthuuFd6cazTs4ZuQo6Nccyu+dKxVQ4XsAzUIxotjZc/NnaEVWPqTc4+RJroBNZ0BL9mwoVsylkT1TmlMPb+pvKosgZ1KBmQ/A6xy9tJFPuu/oAbMkW1KixnUMVrBBAuV2UTr4gW4OA68kT0ngFdU0MiXW41WaXERd7WJCg2IHMruoBoNXb7AZ3UvMpOeWaAOBGCp0P9ThDncMMY/RVamSRbrxBBUQefVh5O23NQNZguRE+D39FIVGn3Hfi7rqK+nfQraSpwDdkGqjF6qw1tvwcevtwH2APkMeFwuVGBsHFaWocMj2HcXbx86yKwqUb0y+LXKcG2Y9tt1k5XkRkBAswHdL0J6HFoXyP6KbgE2AR5gLa1gJqfhk4tMjZ3mmOfy2+/9kIufF4DsrTBtiC1tRd6AyklovU9m1j6yhnYz2eZlGQiBf0cxv280ePK1t/HXC349ABpIgU7gpvb1WPtYJquUGlk6rbYCPrAA/BJ46tOCXw8AQExmxhBoAWeBj9oLJe37VTJ1qmS++AVw/LMC/xeygUq9yp08pgAAAABJRU5ErkJggg==) 5 3, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
50%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAI+UlEQVRYhXWXe3BU1R3HP+fs7t3sJlmSdTeEDYSnQXlEUYgBHKfl0fpA+pAGyrSjU6sdqv5hay2p1VK1JiPVzuhYRSsdkcdEtJXWF4IV0ACSEAkEBJQIMSwxjw15Lbt3d8/pH3d3syHJmblz77nnd37f7+9xzu8cwShNB/1LgJ3JrgTCwC0i0LFvBNnxQB1QMIq6jSLQcc9IA3I0AiLQsRvYmCFjAL1V1WZFVbW57DLx2iS4Sj5kfO8eDXxUAmULzxUDKDX2cMbvPdWbzpcAfwbWV1Wbx6qqzZpN/wg2au0p1jpXHj6xZX4SVGbofnc08BEJlC08V4vmzLz55w7XNf4ub9Ai+wygATidtLYEWH7LghdLACLmDeaU8btfwPIUQC8wXwQ6nrscQwf9hg76fTrov8t+GXgWmnIEUgiue+DJpfLgdp+SslOCKtSaBxG4haXcDSiv579ZQvQrm+wx8z27y0AycOkW9fz2l48CPwCjPgl6LVADFGeQHOaBbQgk2uoIES/tCP2o3+op+ZNFW1cBUwA7UD9/5udvS3kBUNJw1LktOQf7Gh5qTXppRVW12fh1/YZ3gc+AaZnglxOQaJYkv+NJZ8nNO9a0pwQmBV7xaA3aCkthgffszVq75KAuqeKJSS2NZ0rWA58CRsWi12dMHLf+Vq2zjYSaEhrUDUBTmsD15cenIchBg9Zmp+UC+KShQKV42m3N9tsXvAOa9uU37iiYPvEprxCX0triienx57fvjAD3ANy9rDprclGVHeBi34pI38CCPK1zjaS+IyLQcY1dB/1ngEKtb83SOivp+1gh2gFIYvHiEq1zEaIHiDNr2sNT3K4e75SiJzxC9A2JX7B9ZUPUdBQDOauW/HOFL39jHihlxua0erIPFEvZZlmFRAS+vR5A6KA/AaC1E62zpBAmQlxCazsQRwiGN3kbeB4EYzIIA3QUYi3QvVpFzBLz6Olfh+fNvNcLGiH6moBZg5PtJFRReP3m/XMq1xqnhQ76Y1b8EgocUmuFEInB3NA2i3Sq+U+C3TsCK0Cb6PZfKKE+lCAxY9eHDEddWrir556Q11Pj7Q8vNV9467lm4KDEyujkOyaHgCfzQOtkgud9kAZXKkoo/AWd3TsUkS9AKxAGYuxmie8YiKlkgKtnt569Pdfd6AE43/6dSBKzXAJNQBhsahDVBtjQ2oHW2QgRhqx14LouLXGk/zj/6anjYFxIHBMgcgJS69cxFsZ+POgYPYZVS1/a5rCftENC1R5d3A7kAG47MGMocGqSm0RiLLFEHi5nI9o+eUgkuuJdnDJPcsqEM+ZZloxZjGPgS4qyisi2ZVu54TsGnbMRhOU434s5IIjG5qqOnjF5WJvZfgmEgJDW7lDUnK1aL9xprvvbB5RX7KN85Ra1v/5OtHYNC3dURXELN2hNW7yNg32f0WUGOdZ7kMTAobQntOMBNC7M2AxlxkrVzgNP9SbBpdZU2UWgw59SWrZw33K0fg0hDACbcMj2Lq8VrthXQwiU587DVCYno6cQQGuslbC5n7n2XIIDW5iQ9SXYxiDy7kO3b+LA0UfDdaeuPS2kagFdorVo+kNl7elhi6xswbkeBJ7Mf3s3/xKncQbGnUIIG0TPAJpPwt+iUXwdPYuponQluinPKWOO+0rGGH4rDCqKbpvJe7VvN5deuatpnO/NqwTYhehr1QxsGIlAFJGxX2vF0w99wk03rAM5G2GbAPEa8J+kWwuaw82cj50HDYvyF5FjzxmqsH8Pune1EiIqL88zSKjhBBaei5JRMLSOI7Dx0aYHyXF/OihY2GpZCGg0YkiKKohdgO7HIfHmoC2aSCJBg5S0ScmPwcaQcpxsvYAv1RHY6O7+n3nyq+nG3NIMAj2bwbMSZPYguApD//swsCZDnQ1IsOVf0Ze/aDtZ7HJ5JwFH/vhItrD0D/fAzWj+DWQhAK3Vof2T2hKt3oCUtqQlDqw1r9AxHyLr+0AbQu1Kj9c1PmbOu+Zx47s/3dXWbxr2eLxzzw+XXSmdzpxShFAC0VS51rhjpCPZV4gkNY2KxTpbdNAbkEnJaHQyt925i9DF2wAXwtEHiW1pcGuDM5g1vUaOm3um6VI8p9BmM3xOZ2DFzg87w1rrdwRCATOqqs3XhxE4VDsxvd4Me+ezDTu+NynVN80EiyuW0zHgZtm9j3H/ozW8v2cdKrkBKiX5+pu74lo7cbua7Bfqi2fleo61Skck7HLGQuN9/YcjkfOPAIew9p/mkUKwFqhCEz/wxpyglBSnxibOX6OkIyALxlqH4vDAcfZt/Q35edaZ5dGnF/e+UlNlfrn3fk9uzqGMRIb9B6J/d/QPvLCn7dIShW0NUF+51vj5SCGIA/E7ll5oGAS3kVAFFI6/V17hW5wWNIwAeWO60v13a3/vLp7s8LW1zwRsRM2EAhAC5s11VuRPJZDvCr0DnAA+BoavgkO1E/9atvDc1od/dfuxQQucgMOiYnNZ+Sfgqsnu9HnhSFOi0+7w+oSAvoGxdkjgNGxpAw0D39Qp3memTZ39qcAWBDyVa0cgAPDZ9rleIF1KQUmtnOnx3p5a0zNmvrFm9cfxlBGd3XQKpA+gsKBZWtU0QcoDAFIwC2zpw4kO+v802s3ovkHr6RQionr6rkkPevIWGtueWRW8cV6lHRJojVrzWLVECIRQjCt4A6Us8Iq7Qxernl/8XnJq6sISxAq1ZzQCt1ovmxKCPIAjx3vfS5X7V598k8nF3wRSws0td7VkZ890A+TnmBZSUrN34keRmGvDtX95tfGO6k1tReBABDomAPnA6WEh0EH/LkhnvgLsWtO7pGL767A9Unrd3gVXT9tYIEQkCeHktbd+NsmZdQUAs6aFUlczAAoLZ180jBwg5wlAVm86e6KqmmdEwPgtcPUQD+ig/1tg0VBKNuIJXgJagdaNTy3vtC4jAA4uRUrVzgNXpPfUfZ8HZP3RJ+kfwJRFoZUuV15LUjjj/sBNVdWmHTKSUAf9GxisAQowsYpSyCgOVWIl5c6Z022rU0mltYO9B+8eFsaOkF/NcXIWeAOYl/RoOPm9HLhYudaIA/wfnmmpuCu6thIAAAAASUVORK5CYII=) 5 3, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
70%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG10lEQVRYha2XXYxUSRXHf6fq9u3PmWaagQEGGJhB2AeyHwTdGAOuu4GNmBj3zcREXSLRBxIlJiTEl30wvuyDPpn44IvBmGw0UUjExKwYkAeJAVeXj0FkephmhmHo7unpvre770eVDz3TzNAzAwT/yX24Vaf+51+nqs6pEmut5SVgscQ2xliDwYAFg8FYi8UgCAAigkLhKhctujveeVFngQmoR3XKYZnZ9iwPgmnG2+MENgCgYT1qdoEkCQqqQEIlEASFpl/3cTh3iIP5g6sL8GOf+XC+q3rJadu0qURl/tO6y39b99CieZScZcqZAlfYrXYzEo4A0LJNHsVziBWGElvISabLFWNpmhbGGpSolQKacZMfl37Sda3R5FSOrM4iwLSZYdp5QDE3yaQuck/u4S5ap51+diR38Ip5hf3xfoZam/GMT1LcFRHUCOPN22xxtzCa2Y0WjSztgTveHf5SuwhYQBhLjXFZX+IKVyhSpE6dOZkD6DpeC1/gLY6oI7xhDuC3feajKrGNu/0iitezrzGSHHki4FL1EuPNW1gUjuPwp9QF/sBvu4MCnuzVZwlYwg5Gedce5Vj0ZR6FZSITokUT2xhHJXgt/WpHgMVyqfJXJoMSFsPF9EV+I79aQbZcQIECW81WRqIRmqpFSU8xL/PUeLyqkJ1Rhu/Wj5Nx9pikyqqkJGmaJntSezoCYhtzfeE6oQ2ZYIIz6gwPmep1biBLFscmcSWBLw08A0QOWasZcjbQVLPMKK8nSvvaIxxufIVtzjBj7ii+8UmrdGcT1qM6oQ2xWC5wYXXnFlDg4QHeH4E/AwGa3Wi+5sGee1GbbDtJVjnknBpV/UTEv90iw84ERELLtNiX2ks9ruCUWiWKzSIxMfOmxieJT1YN++KEfgb8FLhPftn0apwBduF43/cc7yRBHvwCuQw0dBUAV4SbuU/ZXh3GlSTF4D5j7ijOx9WPCWxAVmd5oKcZ59OeNTxgD3BNrp0DfkQev8cgTwTcpcYpYBK39qGXoLM8y/BQT1HMFNkZ7GRID7HD3Y5aymCe8bgR3+zhBliwCwBXVnXeK+TnwN8QcLX07IXbyXE849GwDVzlojzrExET2pB+Sa7KG0oYAL9f1/kTET7wy+VNy0VUVZmKVHBJktU5nNnwIRmVIS0ZtiTyT9MBkLLpfyLcey4BHdxdqyMUn9ANONp/hJzThwJomiYhIcNqjBz9PYP6yCnA9HSsjcZ6nTWnzqA7yKbEYEcAImRUhhEZZZfJ9gwwmH5erHKuaxtIC7ERjnIWBQChDahE8+yP93YNl9bOwl6gsCZjpadlbVtAm6vdaqgAYhthLZSjCvvbB9nK8AoRvngAh9dkfMpdnvy76wqwAVo6QVIFvRFXkmRUp26n4jyH4k0rBixWwR9SI7UeMcD2+e2jY4z+YD0bFWuzlNnUBp1HIWhROCqBEoe3/MkVWbBBlbwpfA44SQ13DV6osa0kpV9c47pa3rycK4Flyj/gGzoJyAHQKoHFslEXSNs2NnqDIfsvqvKkutVUBaLshzjel6jxOzpHLVrkyACvAyeA0fVmP2TgeOKrKUdc1RWQlTQODi3TpuAMmLK8r74o5/iIj1YkkX2yg/HWzDF0dAzH4zmvBSvwdU7zzR3fcdpxm7ROdzZhXucRUSzEC8xFddW0bd42b5NdDN9SCMf1bfIpIOHhSifNPv2th8/az/O99EnuN+9TDTtFSsUYYhuTFBeLoWw8psMZNrQ3cNQe6iGpUXv2jchme2zy5PmW+jbD7jB3/Dvc8G7QjJuow/2HeBjNUokqlOMKguCZBjdbt3g3/AY72fbMWS5FKcHiDbhzbLvIkuWUnOJE3wkuz1/mUTTHRFDk3OPzSCtu2bOzv0aLphgUCWxAKZ7CWEtWcqT6XM66Z6lIb7ZZD0tCE2T4QH3AO+YdbjVv48UNKnHZLJiGMpjOlexq7SrTwTTlqMxEMMFU9IA5M4cjigG1ET/j84/03ynK5HML2MpWRhjhfY4z2N7IXPiYalxlIa5hsORUlvcG3usImG3Pcr5ynoQkeBBMcz+eohw/pmGugezBlTTaVfjZMjO6iic+FoOm88TSKBK4JEgwQIFdZoQ3ozfZxCamgxkex3O0bJvYxiiE0Iac3naazcnNnWOYd/JYawlswCZnkHkzT00WyKhXadlH+Nag2opEu4/9soWUypFXG0hKsvuKUoASh5QkKegB6qZOKS6x0RnkM8m9DCU2M+AMMOQOMegO4qpOPutey0vNEqENuyFsm/aK/+VQKLQ4KASRxQ/BWnBEk9U5MjqNq1wccbr9q0Fe9nX8snih1/H/CxZLZCNM7PM/yB0J30O0GPwAAAAASUVORK5CYII=) 5 3, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
90%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABvElEQVRYhe2WO0sDQRCAvwQRsQhp1MbOQrCw0kbFLhaCgp2FpA72gr2/QESwsbD2F/iqxEIEC7HRJoY0KqgEfMbkzmJzujfZy12SvaRxYOB2dpj5ZndvdhOASxcl2c3k/wCNAO6BSrcAMkAf0GMhvgOUw5xcoXmDrR29CZn3DXYtJ3eBKiNMRAV4iQHABU6jAGzXkduF2AgDKMZUvaclYDwIYCqGik16JG3eb7hEZ5rSLDCtG7ykwx1IDtALrJkAUh0CALUKdQA2up6UoFaeBhYkQGi7bEGCikqi/gYfwHsMABC8CkMS4FE4OLHg/MnvinsAF8Lh1VKioG0oSoBj4FNziHMFHOBaN3hdKa99V4ED4umGvgtP736X2ncSe9sg5UoaFE2WZfz3QQn71VeBFWHTBgMUxGQRyLaZUB+bXkfaYJL1gCAFYBNYbSKxTP4FLErfhEehySEwJ/epJhXgGbhDnZM06gHr/TWpmppu1h0gZwpqqmAPeItYbZh+AFsN5gMnxoB9Wn8nfgNnZJgJ8YsULAecAA+ovWy090+oHjIfJbbpDITJKOo2GwT6a7Yy6mzcAufNBGsFwKr8AG6Itav4hhBlAAAAAElFTkSuQmCC) 5 3, auto;}
95%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 5 3, auto;}
}
div.testarea{
animation:rwdcur14056 3.3333333333333s linear infinite forwards;
}
