@keyframes rwdcur42312 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFZ0lEQVRYhb3Wa2jddxkH8M//f05O0lxO0iTNlqxrQsxsLWt2cyCs4gWNOtlEJ6gVNE6ngvgyL4KoOJQheSEo6KymKBvz5YqCiJUxdgPpNmwrpTVp3SW2pfaSJm0uJ6fn74vf7yQnadI6KHvgcPj/Ls/zfb7P7ZfYQMbIY+s6W+cwF/dK+BGKOIg/ohx/p0aobKS/Kul19vIbrBeQPs/3nuT4Mb5yjoGMC4LBMqaRH6Nx7AYAchttDAVlretsXRrhlxN84yL1HeTn6ZmlrYO3EjIsog8daBti+sAGbGwI4ADZUPCmsWZ5bi8/K/K1ZszgJBrCXt95Wro5kgTgC/FOHpUDXH5HACKI0lCws4jZp/h5ha/mhThsjhtFwWKJO2bo2sJzKUs1qhYOBD3XyDVxHgt5EZ1SGWFhjIVXeLaHh6esaM6hB1dxFi34D0P/ZeajPJELtFeE/FhXkjXG8wLly8m5RHk/f38PO7txCsd4Zp49begOnsux/088jLQdfRx9hE8VODcSqmZdWctArfF8Rl8dxS3shLrg5Uuf5ztP88U20iwe3s0vjjJ9guELweWdr/OW61faymakfvk7oycJtd7ZiX/gOY718lB9PHNF4LcxUNn+TUZ7ObyG1fQnbBsLv3yNLdSEINZrF8plKq9wcBsDzejkM/jLFfJNIf/s5fxl0vdGAB9he0KpHGidGgkVlD0Q7k8+wGNJWKtl5UxtCBrx7Yy6V7k3x0Bb9BJzFe5uCqW1gKkJIQHn4y+jlATjFmnGdDuasMTAEUYH+T3O4NZ4tCeN3hcxgM3T7CnyYBuO419MZjSmwV57BNrXK3SZTa5NpHrSxyl288/58K3E0Kt8ORCyfKVQpWJbRmGC9y/RX0QbbufwhxlPwsV7rJRnZ0tQKosGkprSFYClX+KDszxzAqfxJg8e5Psx1FshN0Yh45YX+WEDH69qaGayi9MJvZGdrkj/BSy+xqNIFqM7O/h1EprNxWqM4/pfj7E1YVcueHBHPe9rDvjPJmN4kfFZHu2K/CRCk8kJHa5emC6zQsM5HuK8ShIqZ+OdjuCA9nj3VtJ5oRfPICbuS92MJrCL2U6aCzVBnosUX4283yLM26kY9/VkKv7347Z4bmuk7rwwx49Gna1cfojb8nCESr/Q22exJSq6GDnfHEHVRUU9EVROyIGSUC2xYpbZq55pjN7HXHEoHCu/wEw1CZ88idfi5pkIorcGyHGhGYkKW6OBuvibr2FiKXpZFlr3mcjGxbgeZS8rjSjFOIYJffd+/nYnTwgTt3ag9KH5z7yckV4SwjVM62iceI9TaAhq+jLSNxgp8YGTQpgm2IfHUKkyUMHX8TtCnF7mY8+GtcviC0fI0SIaqnQWVzxKqy32B6EpTWZMHeJbb0bjc4GRZeOs7iFVEDC8Gzn2jHDnj/lQ7P+FZWvxcjmGoEYHGGGuh/F2BgvR+Nvsu1JjfC2AVSCaGI7zfrBeKLv6kG+lKpA0XlhCRnlkja5TDJ5a+V7l+UYAlkE8zb2NDFafMfUUrtKQC4WRZvHgTATw75UnVxVXrRxezzhrHiRrZFnRLrIBFHjjPr6b8PofePs86azl7KzqOoTBNfqr0VrXyEZSqe5vih8l+iYZzbi7RSjHmrdWit/UGK9dX9c4N3iUCn0mbeaRVrpig7l9gpYSO5qF5nIfdnHPWb4wv+L1YfzWqtJ/5wAgO8+v8vQXuGsOm9h+VZj1m4THaMJ2JKfDnX349I2M/78AwDn2N9LfyF1NwsDpwIkIpIwJzG6Q7TdN7uep3WSfJPsE2efImkKoMqGbXvcRerNkvJ+sdcXwu2ocfJbxHVwSZsxP31XjN1P+B+NjlytnMvVwAAAAAElFTkSuQmCC) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFeklEQVRYhc3XXWyeZRkH8N/79G339oPSNV03atlHQ123DMzwC8lCVOYSILItWcwIqAkTCSYmJqYHiwc7QIOkR8SQKMkwJhgUjQfOKAtTRBeFjLlZSR1ssE5wtFvXrR97+/0+Htz30+7tuq6LHnglb9rnvu/nuv7X//q4rydnEekij+nO8ucEVbgHq7Az5fc5XuhkYDF9C0luEcPNKMSlQUxGw+BvPDvDjptIUn67nh8k9HRy7kYAVCy0uI1WNKAayyKYeizH6Is8s5aHV1J5hHwlG4ZoXcGJQ/TeCIB89DaPEqbj/w0C1ZnU4QGcOcL3Wrh/KiL7CIbDma0HuYQ/RV1LkoptwbM8KuMPWnAzauNzgtZT7LrIvVVxYRz/xqvxUD8bh7gVv0G6JAbmPSdYi09gQ7RxGu/9mY8X2fIh1mMlZoQY3RlfSpHj0TNB12OWwEQy77kBq9EuMLMWO4f4xSg7RlGDKl7OR4OTQqbWcShHKVL2KI4toP+6AOrQgU3R+N0ojFBXjdFg/Gd3sv8spb7Iwkls4JsXeKlnTtcdkYFFQSy0mcRfB5qQjAXDVvLOF3kyR2kdyQQmcB57OfEaD6F7nr5FQWTZ3ygk3m3RVr6C5lFc5u52Hmunp0QxCfvnjlIaIDl9tc7N5mKffg71nLqLT+4NVXIVgPHoabPQVCbPUBiNB2bCZk2JqiTkRRHD5/AmbhcSZjttSajIgU6SLpI3sCK8cFsPP+9ie2ewV0Z3Qaj/uhQn2XmeT12KbizjbMqaJLCzCm1onYyG24Vg50Jr3oRVXZiisYm+ZVFPP9sO8OOukMdlAIoopZROsmecLYUYkwr+uJ59OY7E81mzamwVMjZvtp1mtDegqhJrufcf/PJtgftxdr/Ij7quyIk8WlKm3+DhhC3VQjJM09PMs7kQmnNCxd0n5EBvY1RwSuheawKAPPqiY0kFxS/QeRCX2SUoeeSZoGsP5Lr47DEef5/dZ4S6WxGtvB9zYEyo+ZujtxWBYsNBsVyIY2kCJ7AugpuK4GpJhqOukejNIN/H3jwM8WAdbhE6W3VUPIILuCm61B8VT8S97NIQ6E0I+VAT9/ojm6JT4zHeH4alb2BvPo2xuyxkWNbfMy+TyGmFcPlk+4NCr54vU/HvZPR4KjJUH1iSRoaOR7v5CV7v5bkc36qN6EtRwXBUMBhR10agmfwrspPdWJfwnlAmF+Pa8vi3KZ67OMfkcyI4Xyf5Oz/NsbtBiNs0v/o8345OD4YlrRFj8bucHoq0t2M3lU+GM2XyNF/p5Ymj3LUch4MTz4uXVQUcJX2cVz6gfZiNlzHGhj5a2zgoXAO3CmlSj8IFvraRXIdQsuv53TYGXikHkVSz7wO2/gXvBkZnjXNFPVYzvJUnaniJUOON7DrOX8dC+NqENGlGx5qIqNXsXFcwl3OZ7mMH2PHa3FqZ8TIAnfgOA5/myyO8MC3kwRirq2lO5y6pGiRTeDvGtDmo2ISmK5pMSSiKaxovA5DJ00z+k6++RXcfzoblthxN6Ry9xWJ8ecbs5FrE9Ayru64YXqN0L2ScqyeiTEqDbD4cX1hDWo1e3rmPhxJKt5ibz6M0pzS9y4GhuVBkU3d2614liw0Ls/f4H3Ac43z0MPtKwgdAKpRhfTj/sbM8NUDLvI+DxALVkcm1GCgDcZ7u89zRgiIP9jO6imQwKqjFDDtmKExFwALt+cWMc43vgnmS4odYPcLmfizj9pVx45JQowXyeaFNvxUS7oGAa3FZCoBMfi0MrJtzwlSczd21QvOawiSHuvmSJX4bXHdqnSd78PygMAdmFsaDYSMcWsfOpRr/b2R/LWkH6WdI7yFt5yePXD+n/qfyFIbaubid/W6czf8P+Q+Nvp577oN7mAAAAABJRU5ErkJggg==) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFgklEQVRYhb3XbWyVZxkH8N85PX0B2lIOHW8iNBXHXBiMjRFFnDOLbFlkmS/4QbOIJfp1mcbwYWI0SyTkxOgSTUwMZJ+cUUdwS4yJmya+VM3C3HAZyBipuFLo2tLSUsppex4/XPcpByhQnPFKTvo89/3c1/W//9f/uu67OXOwUvzpQBsqOI9HsQtL8FM8j/G0pOcbDM/Fd/4GQfMlCum1PQWHBtw9wONnuGOA9l42TTNRs7xpLsGhbrbA22hJThq2RcCFNU7b/sHXpthaT90E+Tyre1m7mKM5RtH3W8q3DCBRvTgFbMB0em5HEeUjfCvHJ+ejEQtwCYN0jLK8yEu76ZkrA4Wr3otYWfN+B25Pz0de4Ttlts3HmOC8FZNCFIM80M9T+KzQyk3tag0Ua4C1Yw3W4rbXeaqHR0YEt02CojKmkEsLz/EYfjKL7+sDKNFQCpE1p8BbcA8+gIm3+Gov2yCLRb9uF0K5kEB00j1JpSd20bWDt2v8XxdMvhSbmV/z68Ty5LeAt3pZNpkWTPCzTfwqSwwM4WWM8vE/ceB0GvsFHSWa97IO60rxfg2QfGKzNfkbwBlMZQFmAgONiZYyb/6VL+Y41kelF/8WQlxH8z72rOeN29IYHi2wZjpitImecYUVUuAqsjKOZAy8znMXWTWOB7kPU5vpfy3E1X0sBVmI94eD9TlOfYHtdSGLhlO8fSHS9s6H2J6bpT/kRd5nJjKWnWBfnlXzUk7QXiFfT6XEMrQ1izKcl36iU7bWYTo2VhwWaDNW/o2nRfFcw0BroqecMXGUvRW2TiVqGjmV0ZQoWpOy0bEoAcjEdtNmGtBcx9g0Qxc42UxnFqn61PPsE+37CgaGMZbRcJzvZzyQu4z8dxvZkeOE0FZBKtVqzmo62UDC0oQldYxv5qFhXvhn+mAdXQvYfzUAFYZeZfcI95fT4CK61/FMLgKPCXFWy94YzokG9K/w1ZOWdqbMddaxZgtfX8AvW/BBfISurTxXBZAr0fFH9kzRdUk0lLZE71mMpEAnsFRKdKK+IdE3GOsqxWou01yTOBiWk8+JEsjwBt7lB4d5siA++nwjLqbtnU/oRnE6gVgoVD+c5hvFQVFGfWJzOqVu2owuzKsJvFCcG0uCzi48WZhi6N3kPKvJTaUmOKG8Qs3cxUiTdpeb/iXRGQvifLiYGOnHCpxKgPNpHupe5lI/bfV8tEkobCI5XS1qjmsLeLU4tVpqWMuENoYT8MmUiklxUykkAAPo5hm8VD1D8kKdO+9Pu3gfhz4WwhrEwUTIjHUz2Jpon8DmOLRklKvH8dM01LPlVXaf5+HjibETHBjiK6hUq6ki6vPZP4icXuSxc3HtejMRcMXRPe6a87Y9R2ueplLqX3uY+iFfOsbDh3ESSzn0BE9Ul+eu9BFMbGJnSxqo5/iDfDkf7I4nBv2cwdXkVyT67+TTuQA5hOPn6P8ur2B9jf8D0s5rA9ZaBbt6ebZ6n5rk9jxtlZBHp6jC8mKh9kVmdDKGVdiUsXkR7cWbBHc1rVUQfezq456lrG+NsbY8rRXO5GPNRBV9tTsVg/a7sqj5FvTcJ5rUMY7MFvx6AKpMbDxL5SxOktWFsxP3suHbVO4VwlguRJuIKPfzuVGKx/nm7y+nuDBb8BsBqILIo/KXFOwoa17kR9h1OH3QYebsv2uMRzKKfaInJMu73JduCcAMiNeCwmo+d1Yd/110t3lYy9b5rMyJ2h+P6incKDiz/F8wi2X4sRDYxjR2d3VyxWVHy6rt+TQH/8wn0usNbS4AqvbCVSAsTQPz0/Mw3uHgb9jhv7yW38x2iXICG8R1qkXcDQc5tIHH5xr8vdh+ZA+RfYZse6Rpv1vf0HuyvSsY+TAjd/K9/3fw/5n9B3SYpGkjYC1kAAAAAElFTkSuQmCC) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFbklEQVRYhcXWS2ycVxUH8N98Ho+fsZPYceLExGkb1KRJLYfSpEARi4IFqgQkCKlAKhkqC3UFXZhN2UClVtWwgwoWeZgFAqQ+qCKFtllkRx+IKgQj2jS0pQmxFcWO4ybjsT3+hsW945lMbAgQwZE+zXz33u+c/zn/87gZq0g+/CRoRmmUhbieoCPutaZk48EFzI5ydTWdK0l2BcPNyEXDPYLihTxFTI6S5knf5Jn3+OISaYaxB/lBawT570hDnfEcWpBBbwTYiFJwkhMU5xlr52sL5HI0Zdh3ii3TPP8O5f8mAs3xN6nbaxZC27yTn3fxUIo2gYsy3uPgHLknebwxfFPAxdEA/uYiMBS8F3W2V7xGioVf8lQ3D98WN9uE8KTYgBZ2LXFfJxszXEbLEDNDLJ24SQDZGqMlVTpKx/jhGb6+ARsjwvmoIIslXMBWtiTc0cDJDLsjtv4hrgxRqAeS1L0Xo0OEEE6mTL/Ic3ioPS5e5PgFTEcQBbzDrz4g/TCs95zjmTKt0UYrbo+BWx1A5OuqkM2leWYTJjewoxt3o4NnP87js6TRsL/gd3zjLEfexwTO0JNhPK3aKCCbr8u7G8pwNESgUHnPq3KxyLsP8O2EnrJqaUyGoylGXmJvHwNtYW08oW+JQkNg6AanbwBQI3/EwGgA0Yi+eWZyYW9ySqjZq6qao+z5TjDSfigkoizjB/l0tgp0WepzoCJHMVB5GaU0x3RTzYEc+qxYY2mM4vJWid2/5sfxs+48rXma82RXAnD0AMM17+NP0tPC/bWgruJtoRraVgDxOoV5TneiH3dycIITeBRfFhKzvR7AUQw/X30fw92NIYNz2CoAuX+dkBdZbMYTYX9ZniUd4YFtHG8UotXEwCQHsB2buJ6Co6LnnVXj38yzA+uFEp2OQNavid7vwNoApLU+w3Nsuod8J6+UxIbC7r/xYNQjE88+je+J7q3BYrR4ZzzwgpCJ90bP3xdCv01Iwg9Ii3FdRFwBh6Qn6m0UanyCsft4rALgCjoGMCTwW/skmMIfotGPqE6ctZgVsm4R78b1ToGaXmGQJEIX6o3fnqewjy3XheyTWBcPztagnYtet+FaNNQoZFFz9DYV+kF/1UNd+LvqOO0Q+nLG8tTLVmbBOnyqgiYbjS6iKRpNhb6/PnqwJj7ro7LW+MzGb9qFJlBbuh2qidTMc5t4uUJBgsMY3oktAelLHwvUd+M1nFat7dtf5ffzJI0R8F72C+BOpcwkdGfYVuLij3gMww3YE2g7fg9PJLxRiUAZx9B/icF4D9u+RGcXL0bgHRF8Ez6T8qU2oS5bwubJDEsZzicU4yT8/AW+m+EL1yItkxw5wEiOv45Srh3HyyCmGWwMFPRf4N6tHMsER+fxIfqKfLUtUpALPPfiT0LeZpa4Ns1PZrithF04xZFFRk5SrIzl+lmQ4pGIZliwuD2JG0m1j79yhrSLpBg5wtlI5UKZ9gYunWJtxcMpfoMRNzELUjwyyen5KumlhMJCzY23K0RI1nIL3IxsSmsmzoIJ4aKCs/uCY9cZXykCyyCusGd/+N9xiMvFYGj8IJ9oZXBRmNmXhOrYwGtlLr3JL86xbQpvk3mY5Lck31/lbphZabFGKtEvE9L8Bcae5qdv8WqBpBLCQb7yZx69ymenhZKZDvorOlaUhtU2opSjgv3Y+Bb6GLzMugZ2tQkVMIcJ1lzhc4tkzuNcwHDIMgv/GYAKiJ8JFbenB1nuahA645zQfOb5aJHMDE5zRBg4/9Q4/5qCejm8mW/1xZesKrFTQk5MBOM3ZPutlMN3Ud5b8+wMUSoL3XS1W9atBdFL+Q7Kvf8H4xV5Shjjl4X7xP/U+C2TfwCzt6HA7TzyUwAAAABJRU5ErkJggg==) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur42312 2.6666666666667s linear infinite forwards;
}
