@keyframes rwdcur81791 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHDUlEQVRYhbWWW2xU1xWGv33mzMyZ8XjssY2NMTY2xmBhAuZiFFFCCQJCQEUVIooa8tQrSR/60AfUVm0fmki9SI1UJWqTVmmaqNCqUZpWlLRKQkIaVcSojgHbYMZ4jD2+e2zPeObMmXPZuy/w0sKMrSq/dJ721vf/WnuvdbZgBQoEAhEhxF7gUWAfoANTd78ZYFIpNSWEGC4UCj3LYYpii0f3lWurY+powDD0/tH6ZzImBzxP6a7rIqVESsnS0hLpdBqlFEII1jfqtLeWE60oO/vaH4dO/V8BXvrBqpcKNs+aZjmRsCTgd/HrfiQGrjRwPJ18IcjsokZyfIBoNIRUPoaTNkOJrFyztr2ru7u7aCWKBnjnl81/8qQ4+foHD3E7MY7nOVSG8tTGIByOUBmBWAW0NChML8Drb6dJJEb54oEAmqbh04IfK5xr4Bu7fNX78Mr11OX/9tCLBchl1DNGQGyZmxhsbw4X2FKbw9EdcrpE6AVmspvIBxpJD/bRsEanpq6N/btg306BlS9gWu5eq6DtHYg7rmdbPwRWFuDkmTtzj+yIvSDS6uUTGytpGA6T3+BjOlJgyl8gHL7D4HSA8mqJbUvS6QzHn1pFa0sEPWjgCUEul79wPT74jZ7B2eT9PIoGAJieLbx6tLXmR8ebqmuDKcXiRIhxH9THlrilsiRUGt2nsB0FeFRVlKFPZZhZmOL9uBp69vmrx4rxSwa4NWa6+xr8i0ZU1OpCsSoSIUaMieQiRlWKa24WTQgcF4Kay8z1EUavmPTFXfSH1/WV4mulNjQ3hJhwhDVTEwGfA2YW3XVoqojSUWtQyHpomsJxIZuzmYzPEpiw6Kjx0d4k3ynF9xVb/N7pKuPhbf5Ljr95Vyot2dXlRxu1QSikYXLVyPLmELQ2QcH1M5CwsDMpdCOIXesb7pta+OYH/Tm7mEfRI+jcVH64NqbvUTLJQBJ+lzQ4eKCMcHqOG5bkxW6BXl6DT6TQ/TqGEeKvA9BdZuJPRvuuDE5nS1WgaIBUynuvLuK7mVqoar867mdofJ4L/XOE/BCqUNQ0lVFrBAkbHmbOJrswSVWVpGNzENspbNy2reHppbzWe6V3/ubwWM69n0fRO3D6uaQ5r8LHFi1zxrZzBMIWoZiJFs0yY0boGw0zOztOKOiQy3s4BPnak3U89kg5n9/tb29da73R3pT/dHOr8esHeRSdhPd0cE/dG0cfF09v3y5JxG3u3AZNBEhMNZCjha7mW9yejpAYyfLbn7Sg6RJX6Swt5ZmZmfvp/i/1nHkQu2QbNtUFMcJ21fETNbS0e3Tt1bh+2eZar0skZvOXiyOwXpHPu2zfEkQP5Kksy2FbOsFo+S8mU1XfL8YvGeDQ3kCkIHXNZ/jRNJ2yiiC7DwZp2+ryyb/y/PNKFk3oWAUPaafJk8MKSkZGotmXfzV25uzbI0W7oOQcOLgn9vu2Rv1IX3/w7naF5gtQXR9ixy7QfS6aJrBsRSplsbiUorJqgfZ2563zF0esUvySFWhbHdps6EEu/r2Mjs2CllYLyIESjCUKjE3rCAEFS/LRTYfYOYvm7hCJkaVzmUwpeolBBPCFw9Xx2bT+1D8umWJ4IEPQr+HZJv29Di+94iNv19HeaHIjIViydIbii0xP6UxMuu8KJfoXMrYsxl9WFzz5eM13k+m25ycnxlhXD5oQhIJBDL9GeXmUroeW+MPfcvTFF/jO1yvwPIdMVpHL+7Kmpb358SdL37pxJ3vfepSsAIDlBJWmm1/u2KRYU5lhQ6NLrELjZrIMS9TQXJumZ9DPicMNfPXUJlpb62moC1JdIQNCc75y7sL8yIPYJe8AwOpV+uqdh2oIt9UQtRYoJCaIui6f63S59OkCriuRUmPrRvDLLGsrdVpWN7LYtva1k51vFX2SLStAfFr0HGysQnR24qGIrYujjacx41N4ziJSKlwX5rLzXM1W4M5DyEx9+9EnPvx5KfayAsyMzQzfiXfOHTmsahKBery1DeRiY8hCLz59BCkFjqcYnchyqydNud83FZgxX1kOu+QcuKe+f08esuJjv1lnjbv2vIkMGfg1j7m0QnoS1/M4/35uPnMj9WphMvPEcz/uK/knhGV2wT3FGiOBF17csydUETw1Es/sOH9uaoebr+LIziRn3zWyuh441t/f/9FKmCsKAICGrmkYJ/aXne7qCPyM8HoyC/NDf34v+9jA0GwSKDp6/xe3MulIKqXLRqugWspCgo2tBtML+sjA0OwaYA1gfJYBAndNdlu2ageF5ynMvLMG2A9sACIr4a40gAaEgaqFjHQdF9t2PLmYKZhA9V3zZXXWPa30DhhAE7AV2ODXqfD7Nc3MSwsYB3qBW8DiZxVAi8Vi4Xw+X6k8FZXIgKZpmlLKFUKYruvOK6UyUsr7vv/up/8AMCA2EPfQ1qwAAAAASUVORK5CYII=) 15 13, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG+0lEQVRYhbWWe2yVdxnHP+/lXHt6bi2nLS30RqEWrLBZJMCQsboxyMzcSJY5/1I33WI0cUsWNeofoomaGGOCl5ko2SJ4y9DoyAyEwQSEsbRIL1Jaeo49vdDr6bm+9/fnH0KyTDinjdmTvMmbvL98v588z+/75JVYRXm93hCwW5KkB4E9gArcuv3MATO338cNw+hbiaZU7uOBPdVyfcw94PUH1KGJhufzJfbZjlBt28Z1XVzXJZ/Pk81mEUIgSRJt61Q626sJR6qOHf3d2DP/F8CRbyWOGKZ4oVSqJhR08XpsPKoHlwC268NyVDTDx9yyzNTUMJGwH0eojE+ajCULbkPjpp4rV66U7URZgJM/a/mD60qHXn3rw9xMTuE4FtGARiIGwWCIaAhiEWhtFJQcL6+eyJJMTfD4Pi+yLKMovvNCWNdASV/6p332ysDSpfd7qOUASjnxvN8rbZmfHulcEzRoacijKjaSLFBUg7nCJjTvOrI3BmlsUKmt72Bvj2DP/TK6blDS7N26Ie8eHrVsxzS+DfwPgFIO4Pens6X0vGQtzucfa66DxeslIo1+4lGFqoBDKGCSnvcRDxbweSWGbtp86ckgXRsTtLY20dbeSFNjzcl/9OV7T5yee+NuHmU7AHBr3vhVe0vsOx9pq0qMnM0wNZHH2B+lfq0HgY4isqiywLQE4BCOhygUNJaSc1wcdMe+fPjqwXL6FQFG0yW7NpFYrl8jJyaEICzLaGd1rgaLrH8ggWMVkGUJywavbHN9ZILL13Te7TPY8bHma5X05UoHmpv82I6qR9bXo9Yp6JZF1LbpLsp0JBTyORtFFlgWFIomY6NzTKZ12hIKG9rFXdu+YoBvfCHuf+5Q8MLmjfXd59612fdiF8E1Krbj4N+skgeWCh5kGVxXoqBZXOw3sBwXXw1jN8cnj1UCKDuCrZ3VDydi6k7hphmfhD7Vw46vtrI4k2NO83Dqso/qSBRFWkTxqPj9AS4MCkLBIsEJdXhoZEqvBFA2BQ/1hNOJavnJvpFYbV8qzNS0xrURjfFZMEyXpoRKoraGRGSZkqkwMDhDVUBje7eXeNgRO++LZzvaoq6mOUuZnOXezaPsCL54OF1aEsGDy3ppzjSLBII6a+Il4pEiGS3E4ESA+fkpAj6LouZg4+PZpxI88kCIj2/3dLY36a91rtf6u9r9v7yXR9lNeKd6d9a9duBR6TPbtrkkR03+fRNkyUvyViNFWulpucHN2RDJVIFff78VWXWxUcnnNObmFn6w9+m+l++lXTGGzXU+/EEz/sknamntdOnZLTNwyWCg3yYUM/nzmRRSm0DTbLZt8aF6NaJVRUxdxReu/snMYs03y+lXBOjd5Q0ZQpUVvwdZFlRFfGzvjdPRbXP5osbfrxSQJBXdcHHMZTSK6D6XVCpc+MXP0y8f+1PKLKdfcQ/07or9pmOdun9wyHf7uEBWvNQ0BLjvo6AqNrIsoZsuS4s6y/lFovEMH+q0Xv/rmVTFFFTsQEdDoMuv+jjzZhWbuyRa23WgCALSSYP0rIokgaG7vH3dInZcp+UdP8lU/nguV0m9QgwBHvtEzeh8Vv30386VpPHhHD6PjGOWGLpqceQVBc2sY9O6EteTEnldZWx0mdlbKtMz9ilJMHSv+N2pFaXgqUdrvz6Z7fjuzHSa5gaQJYmAz4ffo1BdXU3Pljy/PVlkcDTD156L4DgWuYKgqCmFki7/8cI7+a8Mpwp37UfFDgDopk/gFD7b1erQGM+zodkhFpG5PlmFLtXSUpelb8TDEw838vlnNtHe3kBjnY+aiOuVZOtzx99YSt1Lu+IdAEjElPrOdgXFY9JU60MgCHtsdm21OdefwbZdHFemeyN4nQKxsEJr/TqWO5qOHtr6etlfshUBDKWcvt3bPfTnZPSSzJZaB38gSsEsYBsWritwbFhcXGAg6cEUHvzKwosPPn3uR5W0VwSQy2bGJxa6Fh7fadR+761ZbmleauQ8ERwkV8JxFGxHkBzP0H9DozpWNd1SH/rpSrQr7oE7NTiy+FAs4PnxSzvD5rztMC3JqJLJQk4gXBfLcfnLeWMpv+y8Igz7Uy8dHqi4A2CFKXhvnTq6tWthIffsv5L2jjfPKzuUYD3775/k2Cl/QVW9B4eGht5ejd6qAfjv2LyHeqte6Nns/SHBNnKZpbETp/OPDI8tTAJlV+/7a8UjeI95FOjUDbe1KgAb2/3MZtTU8NjCWmAt4P8gAby3TbbrJp0g4TiCkmatBfYCG4DQanRXCyADQSCeybm2ZQvTtBw3kzNKQM1t8xUl606t9g74gfVAN7DBoxLxeGS5pLk6MAVcBW4Ayx8UgByLxYKapkWFI8IurleWZVkIYUuSVLJte0kIkXNd116p4H8AX6EhcgkQ+zgAAAAASUVORK5CYII=) 15 13, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG+0lEQVRYhbWWe2yVdxnHP+/lXHt6bi2nLS30RqEWrLBZJMCQsboxyMzcSJY5/1I33WI0cUsWNeofoomaGGOCl5ko2SJ4y9DoyAyEwQSEsbRIL1Jaeo49vdDr6bm+9/fnH0KyTDinjdmTvMmbvL98v588z+/75JVYRXm93hCwW5KkB4E9gArcuv3MATO338cNw+hbiaZU7uOBPdVyfcw94PUH1KGJhufzJfbZjlBt28Z1XVzXJZ/Pk81mEUIgSRJt61Q626sJR6qOHf3d2DP/F8CRbyWOGKZ4oVSqJhR08XpsPKoHlwC268NyVDTDx9yyzNTUMJGwH0eojE+ajCULbkPjpp4rV66U7URZgJM/a/mD60qHXn3rw9xMTuE4FtGARiIGwWCIaAhiEWhtFJQcL6+eyJJMTfD4Pi+yLKMovvNCWNdASV/6p332ysDSpfd7qOUASjnxvN8rbZmfHulcEzRoacijKjaSLFBUg7nCJjTvOrI3BmlsUKmt72Bvj2DP/TK6blDS7N26Ie8eHrVsxzS+DfwPgFIO4Pens6X0vGQtzucfa66DxeslIo1+4lGFqoBDKGCSnvcRDxbweSWGbtp86ckgXRsTtLY20dbeSFNjzcl/9OV7T5yee+NuHmU7AHBr3vhVe0vsOx9pq0qMnM0wNZHH2B+lfq0HgY4isqiywLQE4BCOhygUNJaSc1wcdMe+fPjqwXL6FQFG0yW7NpFYrl8jJyaEICzLaGd1rgaLrH8ggWMVkGUJywavbHN9ZILL13Te7TPY8bHma5X05UoHmpv82I6qR9bXo9Yp6JZF1LbpLsp0JBTyORtFFlgWFIomY6NzTKZ12hIKG9rFXdu+YoBvfCHuf+5Q8MLmjfXd59612fdiF8E1Krbj4N+skgeWCh5kGVxXoqBZXOw3sBwXXw1jN8cnj1UCKDuCrZ3VDydi6k7hphmfhD7Vw46vtrI4k2NO83Dqso/qSBRFWkTxqPj9AS4MCkLBIsEJdXhoZEqvBFA2BQ/1hNOJavnJvpFYbV8qzNS0xrURjfFZMEyXpoRKoraGRGSZkqkwMDhDVUBje7eXeNgRO++LZzvaoq6mOUuZnOXezaPsCL54OF1aEsGDy3ppzjSLBII6a+Il4pEiGS3E4ESA+fkpAj6LouZg4+PZpxI88kCIj2/3dLY36a91rtf6u9r9v7yXR9lNeKd6d9a9duBR6TPbtrkkR03+fRNkyUvyViNFWulpucHN2RDJVIFff78VWXWxUcnnNObmFn6w9+m+l++lXTGGzXU+/EEz/sknamntdOnZLTNwyWCg3yYUM/nzmRRSm0DTbLZt8aF6NaJVRUxdxReu/snMYs03y+lXBOjd5Q0ZQpUVvwdZFlRFfGzvjdPRbXP5osbfrxSQJBXdcHHMZTSK6D6XVCpc+MXP0y8f+1PKLKdfcQ/07or9pmOdun9wyHf7uEBWvNQ0BLjvo6AqNrIsoZsuS4s6y/lFovEMH+q0Xv/rmVTFFFTsQEdDoMuv+jjzZhWbuyRa23WgCALSSYP0rIokgaG7vH3dInZcp+UdP8lU/nguV0m9QgwBHvtEzeh8Vv30386VpPHhHD6PjGOWGLpqceQVBc2sY9O6EteTEnldZWx0mdlbKtMz9ilJMHSv+N2pFaXgqUdrvz6Z7fjuzHSa5gaQJYmAz4ffo1BdXU3Pljy/PVlkcDTD156L4DgWuYKgqCmFki7/8cI7+a8Mpwp37UfFDgDopk/gFD7b1erQGM+zodkhFpG5PlmFLtXSUpelb8TDEw838vlnNtHe3kBjnY+aiOuVZOtzx99YSt1Lu+IdAEjElPrOdgXFY9JU60MgCHtsdm21OdefwbZdHFemeyN4nQKxsEJr/TqWO5qOHtr6etlfshUBDKWcvt3bPfTnZPSSzJZaB38gSsEsYBsWritwbFhcXGAg6cEUHvzKwosPPn3uR5W0VwSQy2bGJxa6Fh7fadR+761ZbmleauQ8ERwkV8JxFGxHkBzP0H9DozpWNd1SH/rpSrQr7oE7NTiy+FAs4PnxSzvD5rztMC3JqJLJQk4gXBfLcfnLeWMpv+y8Igz7Uy8dHqi4A2CFKXhvnTq6tWthIffsv5L2jjfPKzuUYD3775/k2Cl/QVW9B4eGht5ejd6qAfjv2LyHeqte6Nns/SHBNnKZpbETp/OPDI8tTAJlV+/7a8UjeI95FOjUDbe1KgAb2/3MZtTU8NjCWmAt4P8gAby3TbbrJp0g4TiCkmatBfYCG4DQanRXCyADQSCeybm2ZQvTtBw3kzNKQM1t8xUl606t9g74gfVAN7DBoxLxeGS5pLk6MAVcBW4Ayx8UgByLxYKapkWFI8IurleWZVkIYUuSVLJte0kIkXNd116p4H8AX6EhcgkQ+zgAAAAASUVORK5CYII=) 15 13, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
}
div.testarea{
animation:rwdcur81791 1.0666666666667s linear infinite forwards;
}
