@keyframes rwdcur141194 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 2 8, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
5%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF2ElEQVRYhe2WW2wUVRzGvzPXvXV7gbZUKpSKqERExbZEq4YGEZQKkoC3GhBBFER9MWoIiYqXqKlKKiEGxSYFQVHAG1SCEEDB2FK1XKSwLWXZbrez2+50d3Z3LmdmfFCMqe22qE188Hubc74z3y//859zhmAYdXTmY94RU65+o43aHS991+jf921tbV8PM5wAYtElSxBNPGJ2Bl+YLaofND+96tG+HjKcAD8//tKRgpz8qVGEkGDbMSonBT5HbjJtrFdjPbVFy7+n3HCF77pjsbcnELxe7+lF1PKDZEeCSqpXcvUwzSlKpmSIdCsAZdgAdI6U52ZnCUEp5DsXTS6M+5gfVjU20r6+YQMQHKIrMysTUVXZ/sRXGw8P5Bu2JuTAwcG6kClmDOID0HG2fYIgiuUsy6ogpN0yKUzT8uUXjpaGGjhj2mPePfvXxy48ux3OvTYDuASnNy3AsaamuaZlfUoYwhCGgW3bsAEkEgn61c6vT3+2o7XOsuzX36tbYV1YtGDu80XZWQVTBcFxt6YlrzaoNt6kBn182asbZ8++dt3MylmnpFg38kaOgs2gNB0A+bmhYaSpyxtEh3eu25sDnudBDYqWFh+2bPkJumaD54W9pmmsYBhugiA45xiGej8hjMuyTOiGCgIGqqag5IY8PHjf7ZRqidpjb374/lW5lx6JhnuaSmrXTBmwApNLSiJ7Pt/xoNPDfaakjApRdIDjWFCToifqRyppweXKnM6y3DHLsgSW5WCavzUzIQS2bYGAwKAaeI6CZ8FZhNx72dSSeUSKI9zWdjxdBVgAqNvykV55y/hN4e6YO5lIXamrKaeqGzjjO4GwpACwoSSirJqKQdUSUNU4HA4PWIYFQxg4nV4ANk6dPolrJhVD4BkBMc0ZOunTfV3+ZV+2Hg8OuAV9Bza/+8pI2yZHQfi8rq6I0NIqM/mXFGLixPEoGnspRIeAzqCEH5sCaG4Owu3KBEBATQOdnS1YvPAGjCvMh9odD57b1bh00aaaXWl7oL/BjTUvFwOI8YKzatJ15W/l5ub9Xm4bfr+EuroGKEoKup4Cw7CwbQuGoaG7J4CCvCTmzalAPBZtf2jls+PShQMDHESLV65qA4BD+/bX6gZdGQqFilVVA89zOHDAh15ZRiIZQzIpwzRNUFOHqipQFBkdHb1wux0YN2bkx4OFDwhwQTdXTJOPHDh08FzgfLFpmtC0FFpbz0IKhxFXwkgmYqCmAVVNwqAaqJGC0yHgaNPJPQV5ZTX/GAAAzgc6HqZRP0diySrTw8KbCWR4EwgEg5CjMizbAmNTFIoc4gLTqNn2a+Hu3p0vVr/zl3P/bwF01m7jrho9VneDhZTnxuU5HmSLRSgtnWTJPx47nBNTykEIdF2PUGre9vx39fJQgocEsH3BslFjcgu2sTbK5UTcMnznT5FkYqe3osxh2vglP5467OTFExaAqKZXX2z4oAA8YReNyMgs74xI8rke6b5FX9TVAwDqt/7hef/OB0BtM6mm1I0XGw4Mchvq1GiMJhRISu/CP8L/pOpbKkvzs7MhsnxoTcM3Q764hgxAOAa6SSE6xIP9zbvdLsmgFFkZnuKP5y+pfvvmuzz/KoBDEL1OTjh9psOv9Df/6O6P2qWYPC4clZ8zDFo1pqDg7Cfzly5fP+uenKECpP0pra968rUx+YXTJ1Y/PeBtdkE10+52uZzO57xu91MZTjdnsYy/ozM4f2n91ua/DXBwybNrR48YVRVR41eUrV0dGQwCAGoq5hV6PZ4vOJa9NsPj0QVO+FJWYqvv3bbhZH/+tFuQiieybIbk8IRZNJRwAFi5b3sgJIUrA52hw12RSJuuqfMYnt88eeKt/fZH2s8waRl+3dDh4MSXz6xeRy9fs+LtoUA88/3uAICbAGBN2YzpEs+VDlRsNt2Lbhw9toGxraNqSrV0liyP54+tO9HyUyzdmr7a39Ha9oP/zKGucLt+Mev+ooqyGcWVt9/j+kcv+V//Rf0KhK2wvHHRgh0AAAAASUVORK5CYII=) 2 8, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 2 8, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 2 8, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 2 8, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 2 8, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 2 8, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFdUlEQVRYhe2WW2wUZRTH/3Pf2dndrl12uy1USqnS1EIrULyCwRCCwANoIKQkVaI8IBpNDGLUcAkY00AUMXIJCgJiASEqQSFcIhhouRUQSlvbYttt6bbbdvbWnZ37+CQhDaUXhPjg/2km3/m+/++cmTNzgIegxlVbJla9V5pztzXyQZtXvbZiBSubF2u74jXLpsy/XrlkleOhAjCelKWEYSB9hIue7OXzvdmtFW3fzHi54sNxLgCgH6T50Vlv5CUiER9NcRDc1Uh9SobCRfIlSTvoTBt2CsDUBwpgAoUxsRsdmhoRb1obZUu5TnkbruqGgZishoBeFQh3dtoIgphG0TRMwwxZlnXZPcyjDxWAdQoFHrcHNS2NaxaeLPvsbjG3Ac6d2O0I1FUELVNz8IIXNCvAJrivtbe0LPZnZl4YCoCd42G3C+B4W6CvmNsvoWXK2azNiUfHTIYvMw8pnuEwdH1cNNx98urFS88PBYCmGDA0B45i+o7558I/cgpp43lHuCsEVZVgmQYUWcHJU/UOTSOPLC7Z9OS2XW823Ll5xotLHSOG5z4uSbFsACLDsFU79y4L3c6OICtpmoaDsfUPEI3GxHgsUsXzfL7g9EBKxBGOxREMdqG1VXUI9pSPACx6dcH6VJKkZrIsP5eimGcNQ/Pb7SnQdRWykmjbvWPf/sL87M1ji4rqFEOxWwAIou9uvw1QOKkocO1S5WpJVn9ov9UEuzMVoijiwoUrsAvDkJ7uKDlx5PQkt1sYwVBw3agN4vChy9B1CwQIaJoMTVcyMtOc73rcjreunz0+N7n33EJFkRGVe/oHAABJSh4OtdWVO91pT4fab5E1N/5AJNoNm+0RvPBCNpmV5ctjWRYMy8LnT4PP58DWzSdgWiRIigLPAIKdBU2SNCdhpz0nO1Wsrtebutqr+wKg7rz5esd2vezAz9tnvzS7oCcujhRcHibDx5m1dbeIpBxFho+FLBvQDRNl359Cc1MMqgqoigabzQHToKGqnRiV5YeWSPJyQxuaA40bSn7ZtacvAKKvhW1fbR1mGvIcGj3tv59vWqmp+sTi4jnQNR2/nbqKpsYEKJKDzeYAQZBgGA6WZSE3l8ZzRV5YJoHQmdqN80pXv9Nn/e8FcKf27ykLh0PNbo4loRoc6v/qQEV5DUyLAcvawbF2CIIblmUBRASTn/HDl8ojGotNWLp87eV7nT2gT3E8VLOQMYhPyLBayLpYxMUmiOE26BoJhuXA8y50djXDNE3Icg8II4DCcY9dXVG64Z7mAwI4v2TlFONPc5EmJ7Npy0TUrWNiTibSaQ77fj2HUFSHjRNhmgZMUwcBs6uqOvJpwdjRmwaSXL+P4Mrba8IMSbtbxY5AQkroiqb5ZUO3G5YJSVdx4VZz5EggWEVRRBVBUj8KNr68sa2m777rpX7ngZaO9jUxRTJdDlfpKwe3jY6oUrliaYjrCqKKHMjxeCeI8dbJnZGWJSGx6dhgzIFebXg3ld24WDF9VK7ksTvXz39ioiUpcjEsMD2y/FNPMjFzbfmxtsEYDhoAAA5UV5YvGFcU9qZ41lEEmEB3aH+nKBaXXj49qGzvpgGPZHWtgW8DXcGenPQszJ066+S6a2fU+zUHBjGSjUnPKuV4ztEdC8NpGhP+DXNgEBW4KCfyTOCSqigIdganbJk2z/VQAfLTfJ9neP353oyM2nCyx5/u8S5/qACzNq48FGfJkfWBhoLOSHcpTVMfHH992fv3CzCgf0FvlU6Y7sgaNfI8S9N5BEXvBUF+Oee7L8qHctaA2rC3TgRvquOd3jQpmSxyCUIBQ5MlKanpoUtNtZWDPWtIFbhTH4+fmsvZeffRju6us/XnG/rf8b/+Y/ob27BeMJNFjNcAAAAASUVORK5CYII=) 2 8, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 2 8, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 2 8, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 2 8, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 2 8, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 2 8, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
60%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFs0lEQVRYhe2Va2wUVRiG3zlz352dllJKqWKNQiVIK2oRbwEvqAjiBSSKRgIqXjCGEEUSjVeCKGqMGhVEUVDEijTYKBFBUqNcIgQw3movdqndbkuXdsvuzuycOWeOv5rIZXXR9B/v3/N93/vkPd+ckTHAanpo2a2Lp81647JzJ4xsY2G9Pd7Q/PdzaSDNv71jgVU6aFifziXyo9+Lnq5DiasnDp16xqJlP/TXKAMJQF1vunGWTQwGnBPhEGemi9WChh3dH9+w08mQveXz6h4ZUABO/fPbGxuhEYJuKeooRZ2NsZ7kASHET5yLemCAE9BtawJRVTR3xF6OZbKvPLp+Z+exNWQgAUKmhbBlw4hElj66a/Nx5gMOoMt6wtRCsBQzZ83/voKLL5xpDy463dD1EGq/WHro72ccwQHTMK8lBNUAtuUEiB9su1szjIcIkcYAEjhncB0XLc1/9mzc2PBaJp1ZsXrdwmR/0+zblldFIsUzJEgX+cy7gFK3iHPGbp6yuH7ylHO+vWLiRXWjKsf8CgRbiSI/FtL1wpwJ/Lhnb1kqlXpT8xxD0wwQWQalFC1Nf+CjdftKXYct03Vj7pxZL98FSCWaFrrL85xbM5kk4QEDZxSQCCh1Fc7oZE3yJxeY2tLGvTsejr/71XjqeaC+nzNB5bxx1R27vv5gs2KU3lg4eLgiERlBEIAoMjKZDiQOOzANu0JV9a0AbCG6wZgPVdEASQKEAJEVMOaBBxy2HYYiS0Rm4pWyytHkSONBtKcOd+QEAIBLrp0z45vP167p6clUC6KPtqwwPM/D0FIVLS1dIEUKdMOzq6tHYNy4StgFEbQd7MK+fa347Zc4VEVHyIzAcVPYVFePURVnQha+4YOhNRH7PpFK7s0FcNRTXLv6hUu5UN4MAgFfaGP7+pLsj9Zuclp5BZk6dRIsKwRCCGKxBN5btRuu64IxCllWQQiBEAJhK4XpU8+GaZhIRrvqYnXfzZq3+RMnL4B+rX37eS0IxM2ci6hE5NIxYyesMQyj0Mu68LmEDTX7Ee/sBfUccO6DEAWKokKIAKn0YVRVhnFh1eno7e1b/OCiZ5bnXADk+AxnP/g4BfApALS3Rmv8bLawqaUF1OdwnCx6k38i3hmHT10wTqEoOhij4JzD8zJwHUCwDCsuitT/k3nOBPq14b0PxpadVrq/edMWZCwTaukgBMRHdxL4ZvsORKNxUJ9CISoCwRFwBiF86LpKw2Hjup8b9/13gA9vmfOSbZrzHeqFMq4LhzNkEUCrPhfEssEAxGOdGNbcgWJZRZpRNBzuSte1d7wuEbKqNfZr9N/MgX94CQ1VnR4IEepznPpgdHmJRMhoLZtCQBkUCOi6kTy7sGheRQFdY2laKEmzUCRsf33P9ifyMe7XCf8Fy6+6qTgIguK04zz3wOZPrjRHVow3hw8tN8uHzFSGlCwmhlHr+/z6B5Y8/hkHFvoigCqr0DVlx8mY50xgsBm+WAZRPM7fAIC599+TBpAG0HZs7RHurlV0e5GuaiOcQy47WYATJqDI8kJZluvv/WJd4t8GzNiwKhsOWwcKrQiK7MKcL17eAK9ePq00rBuXKoR8nvcQSepRDQPDhpTMO1mA465ANbTZtmUbvhB2vkOa420LQqpBiwYNunv//CVrEPhzz1/xXJBP71EJPDtuUhX16JJEXy/STnpYvgC3167O3ljz1sPx3u7xFKxa0c39u+97clI+vUclIAFWyDBYJBTSICu/5wvQr5k17/y88bb7ryyxB28pKxyypeXpt79iAV/gMX/CumhT4sX1b9Ud23NUAk/t2bZTgrRWU1UIopz0QgHAjJqVh9q649cc7I7tdFNHpnhHUk3EoyvLPK/qRPXH7UAfwYi05x3Iuk79fwEAgDs3vZ+onXbPxFTWnZ/Nus2eTxsWfPlRNK/m6qqrz6ocdUXeC3hKp/R/9RcG/3/BHChKSQAAAABJRU5ErkJggg==) 2 8, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
65%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFt0lEQVRYhe2We2wUVRTGv7kzszOzs9PddtttU0ulPCpUUZFaHykgFYySpojUAhEJKlYjQU0EFZ+gIUYJotagIEYxKrEpGDWaRhpLwVRBRNTalqZS+trudrf76s52Z3fmjn9BEOgDTE1MPH/O+XK+3z33cYbBOMdvix+3pk6buoNKQvbWX08cPfDH8c2/te6PnM6T8QYw0u1PUTW+ItbtKSngw0++cdOMD/wfVqScznPjDaCbeoXgtIMLayi+MgWKHrzLtAwVez++46AaRRUznubVJcuznLaUPpvVhjgN04jY0yM7+7+jZtxNDbNlKGnUjWsHBJtybaorAx6/r6knGFxa2VDbfK5mXM8AwzKzFcUOQbZ+Wdmw9zzzcQdQrHK9yEmwEmFwOM15WxAJBAsMXS/QdT0tEg43TZ4+rXEkk7k3r8pOUZwhSbTlVH+xqe3sXFSNnQTLQLJIeaMCeLt7bhGt1mdNk5aYMEkikYDb7cdrmz9uczjM5yvX3Ft9Wrt08carnWk5SzjOUhSPq9clk5qDUp1bUvpM46yirB/LF8/b4+lsaZpTWnGyY91bsAiWYRfAAUB7S+sjDCFVCU0jJkzEVRUDAwHU1BxGX99gvizLe1Yu2zKJJVwTy3KPJZNaSUwNE4PqMAwdAGAYSSSSWrGpx4ptkmXdhNzJu2orn/4JHINYbGhkgKFY1BoN9RJRssOW4oRBTegGRVT1oN/ngzRoI4Igv8IwDDIzZeTk2hGJaOjqjIBSE4QhMAwdpknhTFXAMgBr0vvzZs1cmejxoTvo7R0RIOw98q4JaXKSXvFwINQFANC0BPKnpuPYsSbwvAArF8X8BTNx27xC6AaD+oPt0HU3fN4QGIYBz4uIx6P45tujmHHVZKSlyIRaiKW7t8vj0yPbhwM48xDVfb59im7wRVFVf4cwSZsaJ3FNGyJ97n7OG9C5B1bfg8yMDGiJBOobfsehhj8Rj2kghIAQFoRwYBgG/oFuPLDySricdqihwbaumh8Wrd77XuuoAGdH9a5Xbo5ptJlSiJnZUwpyJ07ZwzDEpUbD0ClBdfUhtJ3oA6UUBtVh4UVIkgKYQGTQj1RHCOWLihEMDtQ99MTGBcMeAAwzCypWbzhz9dpbWjf5T3a4vIEARIcD/oEwCFFhUDd6ewMghINVUmAYOqhJkdCG0NcXRZ3C4/Jc1/6RzIftAAB8dOfKQgLmQeS4ymMdPWn83OthWAQQToeqMWg90Y6Dh46gvz8EwSKCUgMsKBJGAqLAJ1wZjuWHjzfuGw1g2FkgC+InkkXI93d7oRMG0fofoBkGLPkTwWe6MOOqaYBueK73xbJSeR4mgEFdQ+2p9n2NA8HNh483HhvNHBjhKU4aBhdQo0e6IsFM5Y65dztKbz1qnz3dY3G5wFmlWFxLtOVMzLkmlbfc5xAkmm1TkC7KuOWyCe0dvc1jMh+xA5qWgCyKe5+r/6of9V/VAKip2vqWaFBayrKsaBrJ9g0vbOgH8GFdxVoby5nbZFHipKQ4Vu+RAUTBgqSu/+3b2icejQOoOVc7v7rq7f0rHp+VLttXyXE1/WIALrgFr95wu8gwxEqYsQ/LJOjXdocDGYpj4Y6S8jG34YIOLMtms2CyeJZLHWuhSEz9PhAONss2W1ZeXl7BPwJIUqOMcBwUh71wrIWW7Xvf0+runB1SI6fsvLT+kgE2F902yaEorwbDIfj8vrHWAQCs+GJ3YHAodh/P8eVHH9m48JIARI4PsAxpdKU5ITtSmy6KAEDZJ28fiMTVnbIkV/2y5qUbR9Ofdwsaw+HC5bm5cxiWa45TbLlYAAAYCAZetFttZU6nq/7ntS/vUpzp4p/9nsCbra3bar/7zHO29rwOdDDCMa+WnN4XCd+0dPfr7ksBWLJ3p/9UV+d6j9fNwcTDUb//Lm0wkh8KBYf/NRqP+LRs1e27F64o+ldN/4//XPwFuId2HvxEBUkAAAAASUVORK5CYII=) 2 8, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 2 8, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
75%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFvElEQVRYhe2WaWxUVRTH/2+Zt85Mh2lpodZCChiDsVZEFC0BiwslQTYxQtAal9RgiySKQZDERE1YEqOCCyJorGgjakFwNwpKUCutgFJsZSkwbd902s7Mm/fevP35QWtIYBhKKH7x/+nmnpN7fvfc5J4/hUug1trVy5fNmP/M2CtvuqrT4rs7o23R/hgx2MX3Vi0tKwjk/0yaNvOTGoMjyycn3IDJVzz9ZjsA0IMNYNvObH5oiCHVNEpHOvDZZnGoqPNw7L1p3zjgtww6gCErFZHWNhCejb7YkQQVjHdKitaYVA2b9Lltgw7ABcRy1dJdKd67NKZh8+K9exKnxwcV4N3K+0oCwRDSltE+f+u6F86WcwaAkkyOcx13puPYjGPbf5qmta1wRHHfhQAs/PydY3/UroFjuRlz/gWIHPqVJFi2LtUrLXA9ACQN0zCgaemXvv3iq8qKabfvuRAIykcdEzg+O0CXdLCioHj8AsEfhqrK0JQkpK5uNGxv87su9fmqZzfMXray+hsAuPfu1Ywohso41j/TMLVxlmWUGIYatm2rnmHt3ZMmXfbxQ4se/vvaBHGM8bElWQFyCyeUEhSLWNdJcGIAHB+EonVCkjpgmrRfTg7ZuHDeqmqOE6a6rjvHsozRhpGGZelwPRcUSUM3lJpwnq9m6i03y0cP7Ksfdc34asM2S2mbVLICpA1jW7Tj8FPhoSPy0mkDaV2Hrms4cbIVHBuGZeojWZb/cs7MIhQWhhHtddHQcAC6rsP1HLiODddzEPBzIB0jyPjo+5s21BUJMSO/s/VITyYAsn9xVVnZMSUZWaqkbTMW60FvTwxRqQMEaYKkaIy7fhiWrZiFG8vL0ScT2N98ChTpB8sJ8NEMRHEISJJC869t6O6Nw7RtJpibO11JyYjIvVuydgAAbpu7+O0vtm/7VtWMrWY62cYLObfOmn6tpFls2by77gDPc0jKKRz87Sj2H4yAIAhwXAAMw8PnY0FRFJJyN1oOt2DsFSNgeKrdHet6QzZTqzIBZJwFr764niRJMv+RxYuk/b/si9uWFVJVDVI0ht2796G1NQLbouHz8RDFEAQ+CM/zEOs5ibJSDlPKr4WeVprnPfDYdZlqnNGB07VoSY0LQAKAVDKxMiZF16qGybmODc8zcPz4n2AZAQzLI62nQFM+2I4FVYljx6c9EAUefoHI+n9Q2RKenXqnoB45sUBu+n2irnTBYVkMHV6IvLwc/NK0H6oqQ9dTiCeiSMS7oWpxEHCgKHJjYcGQml17G6PnOj/jE7xSMZcJ5QQ3AZhiWGaR7ljQHAcmCRD5IUhSr1xGBxgfRXGyqaNLU/BDpF06mjabaYp+H0D98Y4WO9sFMz5BTsAvBHhhoWboSKS1l03C+9GybXgA/COLH728ZNTq4b9HJgY5bjlFEjilJJFL+55f8l3D+mxFzwugz9BkF161j6ZXFIfzJli2vWF+w1stAIBdO+sB4LO7a5ot13mCIGiGIkiXpIhdAykOnIcjWjN5RrggFNoY5MQKz/Xedj1n7V0fvtnZH/9yfs26ICfWSEqie/bWDQUDBSCzJTy5e0df1fa6ubFEvNqB+0AoJ9zUcM+ikf1xxbVPBQIB8Cz3/UCLAwPwA5qud5uOQzquy5AEMR5AOwDk+0MQxQA4Rc44cM6lrB3ol8mwm8LBoN8viOGkbrT376dSyuudsa49giiO/aF6+bBBAxiVl1cbFMVdJMU8+PDOun39+9M/WC93xGOVmp6O+Cnu+YECXDRb/smCmvKi3IKvKZCPXrNuxeZLDgAAX1c9vro4b/gSiueWdvVK6ye99lxmL/aPsn7FA9EdhWP2+kVhjsALVQCRUzttbnT21Tf01DV+lxHkogJ8fOSAVVk0RhySE7qdcNwb/Qz7iGwZpfqwMR8d+qPprBAX3Zb3GMqrLe1tJE1Q7VQHMfqQrkFO9NEAss6F//Wf6C9XD5vLM9bQ7QAAAABJRU5ErkJggg==) 2 8, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 2 8, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 2 8, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 2 8, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF0ElEQVRYhe2XaWxUZRSG37vOvTN32mmZKUUFLDaIhCAqYl2igIBEcUGQgIJbBOKCIASMmmgalYSwGgNJg6K/AAENWhXBlrAoKrSALALdmKWdTme9nc7M3b/rLwgBWqdVwh/P3/vmPc93zs053wdc52CupXnojRXDlz0+a9M9w+59NGC6mbbI2b8u11DXKvnuKa/QgwaW1YsUN+qkGkcy3JEbN7ZkoaOff3P/udtzF3T0tQKgaLqElsRRYnEBhpY7MOYht5Mpat5IODUQ/HxK1a55wwUAYK8VgGEYD0T9fqRpDjH408Qln+AKOk5Zinksksr4X97Wql4BkIzG6OISH/kvABjBAV5wIBCPHm1N6xMX/VqbvJruYgv+PPT9xkSk8XQiEv4jFYt9KicSN/wbAJuiy4v6+cBLzppFv1ZfNflFgFBzC19ccsswj3fwMNumxuiq8oamqMfCgeC8PhNwTJODFeATinuU0QAgd3aO0E26Qk7GI+lUDNmuThi6VqKqatWBmv0b3168ztPb/DzF7rEp5FxO56iedBQAnKirpwkhM10u1weiKAwFbOSyaQQDYez45hyIxR3Wdf3+L7csMQFg1tMfeiSp30hRdE81DHWQrivluq5A03Lrn3hq5DezX5oWB4CGxWvqiWUNOdVy7sbp1Z/lrgbAAsDI0XeRA7V75Vwuy+uKDHehDxTF4NiJJoTDIbgl3xiG5d58Yeaq4zwvTjUMbSYhpjeTSUDTFFAUBUIs6LpSNaDUvTp45tSOWEpeoG45AA6sh+NYHkD3AADw4MPjfwRQtqe6+oiqm6OJpSKTkdERDcC2AZfLuVrXCGiagWUZYBgWtm2D2AQURcMwVEhuoFjiJZ6hXuRjiQLHAN+IzpY2xHKd3bbgijmQSCb9sUjzCJqVhEAggIqKoZg9eyoKCtxIJGU0NQWxt7YOcpKA4wTYBBAFCQzNIBRqRPN5P3w+LwSH+LRN02hPRWuaI+F0dwBX7IKvd+7c/tjkiVWGSZOym5wVtw2/rcHpcnl5joPTKaK8fDAeuP8OiC4WTU1toCgOougGw7BQ1Qy8Pg7eIg45S0f7ueDvgeaGOe/8tkvuDqDHXVC1+gPP/CWV8oZ163/2+bwTHAIPWVZw9kwX2sNZmKZxUWuaBhLJVpQNVjFx/H0QeKhtrcGy+Us/ivSUo8dRPH9JpQwARW7rzqzsh8ow2H8ohmiHCdsmsCwDhBAANlQti3Q6jkAggRJfMQolLung2av+eJdGXut4yrjbczRlTVAtkUl3ZdHS0oh4PIxMJoGc0ol4PIRUKgJZ7gBFWUjJqbDX63nk3eVrQv/knfc63rRm2VNMTqg8FYmNPHm6DeebgkgrGihQILYJ09CIw8Ed5TjuW8De4A+f7Xb89gkAAGpmLlxBFziWGZaNI82NyJk6iE0gK8qaHU3BtfH0+dbe+AG9XccMKhyqhUwuS3yiAAIHnTa0OtYwP46nz+d14ssj7wvJ988umFQoFYzWYaeTSuY5AH4aFNE0/aWPDtckAWDztJfp6jkLenWovFtw8q3lzSxFDznScHppRlX2DvB665PZTI3ECZ/QFO5mGXYYx7D3CU7RI3elK6dvq1qVj2/eFUikkidU00Bp/1JZFASJZRjV43RNMCxjpWYak7vUXDgUi3wXjLRJxCYrd7+ydGw+vnmXqzHSOqtEV7+6yeN7r7D/oLvq2lvupWxE4tF49P36GgIA744a6x1SWvq8RQhs05wPYN8/+eZdgbk/bVW7sl3TFFOLik6pdnjpwPBru7ZGLiQHgOXH98VrOzqetBmWaIb2Qz6+vb6W75zx6g03lpSeLHRIYVsSX7i18rWjl36/c8QE9uEi0bvyYHWPI7jPAADwwzOvz7jl5rIthNgqobCQLyz4xd9ytmHSF2t7faHt07vgse3rtwXDbXUMwzgpQjZyhnkmxPGf9MWrz++C9lRsoWbq4xVFrQON0Qdj7eG+ev0f1zX+BqWjuj1/PtIuAAAAAElFTkSuQmCC) 2 8, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 2 8, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF2klEQVRYhe2XbYxU1RnH//fct5nZmdnZBRcy4oa6lNKV2lAK4lsJmkprLJtKY+oGaNAqJmALNQY1aRWVoLEr2pq06sJiJKQovi5NdMkubDEYAckiRXRhgd2d2d2Z3Z25d17u63nxg6E11p0ZaDbphz7f7s3/+T+/nDznnOdImMTouvO30br45Y3j6VTv4ldbMt+kIZNWvOk+MqN62juxQPTDYx6GH158R9s36aTJAuhu3hCvr/9WUrEpTgTyiAyk+czrRjuCNdYmI22dnfW7rjQAKJMF4BWt66xCAbrjYEa0D/oii1gi8xMri0YP8nsA1kwqAOP8+rGhJHKOnc720T/TQP4fInx66O7Xh858VTdpAIHqSCgWiSAxeG7Nqv27355IpwDA4OnP50anXDadEAII5Bhnh2NTpvxXAIqsIhyKIhIMF0rpCABYxWyLa9v7GGX7GGcfcc6TqWRyffJ8f+hSASRBjuhKEDVaZGZJUADgJBQ3s5khTQ/EVVUFZzQuIG3tHxh5+Nmndvy+/7zS+vxfV/CvJ6+7Z8cc1y3W+b6z0HEtjxC5ddeeRywAyHnFA5wIVIfC88oCWJY9n0jS/giR44qqQUCCkR3D3vajdakR/0UhyPW/XvHC3a0719HVzVsbAdyv66EfcU5nC8EVSZKhqQFEqt3Nx48cba1SRdvJx1sHbMcBZHlRWYD5i67xut7vaBtPJ+r0YHhWtLoWmUwe/QPnYBoc0ejUVZJEYs3LN9cJIX7guEXNdvIQnIMxCgEB33chK1K4pkpbL4Gvii28aotcILANo1T9f++Cm5be0vrazl004LA2z6fwPAYuTJimBUIEKKXLOBcgRAEgIMsqdP3LFlFVHZT60FQPnDOoslQbb7jyGXYqgZQ53lMKQP7qx+tvvtGzdMkCu2CmrikUXeYUR9UfL12MFSt/iiU3z8PV36/H1Mt0MOZCQjV834UiqwgGw5AkgjN9faibFkQsWgUnX8Dwid6Rocx487u9PbmJACY8irf96clGQqStV81bcoumaggGAwiGQpBlGWOjJg4dOo4DB84iFIyCcwbGKIZTZ7C86duYNXM6GKW50b0nv7Pq1WdHSq1A2bvgYNf+Fsd2fiPLsqIHdCQGDRw7NoyhpAnXs8AZAxcMtl2AYY7AMAaxfm0TfNc21j30eE05/4ouo53btmU5ZzGZAB/3jOJsXw6uW0TRMiE4Q9Ey4TpF5AtZ6JqEObOv8BbMb1j7h6eeay3nXdFRzIrnOiSJ3OGIELLZFHK5FNKjafi+B89zQZkP1y1AVSRQqv3z5Km+B9v3tb9XiXdFAEKIO6uGC0cE0Z753owIskYKXCiwE2OoDwcASYPNqt/sMfNbKKOfDI70epX4AhcxD3Q03/+XsKzelycc56tky0gOPR10/E2EEBQcJ1EsFOc9caRzrFK/C1HRRNR114NzI1XRZibLyOZyH9C+wWsV23tSJ8qnKgi4EBsvpXhFAK/ctjI+PTalsyYcjqYKxnO/fGv7jWvff+0TUK6Fg8FaIkkDOcPccynFgQp6wPU8w8znHEmRjV/seXnDhf8hTbuhNhyZrilKYsHsOZv+duWsExIhCYUQqJoOH/rh5Tv/6JTzL7sC93bstpLm+BaZKGTvynX/up5VmRzI5HLbfUqH8q59E5HIBgh0E5DuoKZ3w8+ffmXZ6h+W86+oCXf9fHVtw7QrzvmM/eqGlzdPON203PizEAWPhrVAZywaaayJ1VJfkhY3bW85NFFORU3Y/FZbxqV+TzQUXllK98DBdmvjwb+PjJrGo+lM9iXfdQzi+02lcip+FzjUfSOgaLcff+DpW8tpHzvauWdD9ztrThnZXtOx9pXSVnwO7F5219zGhtknVFVzfM42kqpQT3//mQ9u3bH1PyalC/HdhoVTT/UdLrk9K14B0yl+mhhJvi1BBITvP6+6tPtzyltK5ZQrDlzky2jbbc31M0K18eGiAUWW0Z5MGLs/7vzsYjz+H/9z8QXwWcDCebvRcQAAAABJRU5ErkJggg==) 2 8, auto;}
}
div.testarea{
animation:rwdcur141194 0.66666666666667s linear infinite forwards;
}
