@keyframes rwdcur120825 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFGklEQVRYhe2Xa2xTZRjHfz07lK50a2nLYJVsBuYFYohouQzJgEnAKLAAQwIJQzGYGDAEYzSE4C2oaAjiNfEDUTRcjCAqqAgKKjg0IiBMIYNFsgubU0o3Stud9bz1w845fdt1A2b8pE/y5H3Ppe/zf/7P7RT+l/+62K7n5VC9tVWyPBYA3qJ/CUCoHsUwnKlCAiCAhHl9LWB6BZDhsWpo5l42LgDNAGHd6w2IehXjsqd2Q03j5p4Mg3EJREJ6llWUUH2ap92ek/LYDjgMdVb/iH/+YmYcPc4QIN9Ql6EOCaDSy/nYQvWWFzJKQTrVqmnYZOK28e4PYzHlVtcAceaX6ralEhNRoN1gwlTNW5SdBUXySkadqfZtOygYX25btm0HAcBu79fRGI1GcfSPtQDOidOUVYU39T8ydSaPAh6JiV5ZsIXqCUjozSQy42lSbw+W2VaEwu4nvAMTe45+G1kDON7bxo1VCwg1XcA5qtS2a/jw4TQ0NNB8tmMSEAHCBhtRIJ6NBcVA6zfUQ1csnTJ6QFlSldzlcSc+nTsr8roBMl61gPOAdkOAeHFRztG6ujpG3NK5V/q9yarSEws2t1upmz1DvLPhRaqNgyMG4iipmpbDIaR7phEX4Gz5g/y633E1NqHMn8tvBgMyC1pmSeYIob7adMExqq29s6NsApdJLy8FUFauouTsOfqNC3IZ0EmVmW46AtifX0/w8dW2l/fsZcahajoX3s9x490OY9VfeiUjBE6nk+CYKf6Nb7L8jbeZDhQBASMk+YBj/8HA15u3F39BKkc0urI7IjO27wAT3G43xcXFnDilVsp2yN6+UW02G36/nzlz5qnvbv1yTl5eu3PxQn6SKFcqZ12Y6fPSSqqxmIlqMqUCSnA0n+34uG1yOBzmjtvZSveu2E1sHo8nWVFRQW5uLs3NzRz7eX90xSPRA0sWcQhoBFqBkOSt6b15oNmgnIBj5ycE6htxrVxGrcSS3A/SGZAvCgsLCY6Z7ly3Yfe0PFdCzJvNEZm673/Aftd4WkkfQgnjcIDE3ArOG3tN0h7bcVpchBB4vV6CY6baN77lKv9oN6XAUGBIIoFn0cOeUwe/w0uqtCA1AePfHM4VdGW8VfsygGxDyQIghLB00KBBDC0qda18knu276QUCKgqQ2qPhSdNKbMGk1pZNXAYUmJOnhgLGYblUu6VARUgmUySTCbRdR1d1xFC4PP5GDvubvv61w6X5zo6ohX3EVdVy6s4oLVfdo2ES7WkpmA26X0cJ5NJhBCWYVN1XSc/P5+CwaNdT79w7N5wmxZfvNCiNwLE9+1q2CuFoU9fRApgeZ5NvV4vhYHR+U+tpXLLB4wg1f3kDxL6Yhwgx+FwPFNSUoKiKGney6qqKmq/AfavDoaLcxT9THA0jUCMLto76aI5ef3mjRDouk5OTg66rhOPxzl9uoaLF8OY4THXWEwMfW4dqxWFB5c+QGtfDHYDAFhex2JRfq05IYYVN4Wq5ovzmkakQyMaixOJRolErtAeucKl8jIaSc/sHj+5rgrAZEAIwdnamsTYO5vPrXtWHM5z0QpcomuaRUjVt6m9ltc1AwDQNI2ampNi5M0tNWvXJD7Pc/En8BepjDfr2SxDc+2xwVyr2BwOR7KgwKsN9ree3LIp8b7fR4gur83+L3ezzNUE0PcQaFo84RvYsm/LJrHZ77MGjtxOTWOQ/sdDvtdnUZcs4qHHlotzfp815cwJlq2NWsb+Ce2y/A1e93wVV1OTjwAAAABJRU5ErkJggg==) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFGElEQVRYhe2Wa2xTZRjHfz09q6dd2eC02xzMgcsEgpFMNwiXSAJBZ3BTWZQZdSIQogGMYmLU4DVChAQWoiMoCUHEQULQSBCQm6gDEj4MCRkSFFSmY2SMsoyu7U7PeeuHntOedi0bGj/pkzx533N9/u//ucL/8l8Xx61+EGhPbCXbbQGglv6LAEzDllHZBkKkARGAGCqYQQFkMCzb9tZ9yzCAbu5169nNwMjZH2U07jKvZVLBCNuqmcYlO4hsNqRAe4pfb2bcUpepSmMTZYAng7rSAGYVR6B9wCnse+u0ks2wC5CrZuS8dvWasmRUcWTTicPRDbbvIkCIOBMRc9WyuUECFJvakVsqAXLXVVyP1DPt4m8ogOTzGZeEEBQVGh2A0rCYmgmT/cdfeJlZQJ7JhGL9IxPLFgMjzb0VPJptL1kAqh9j2k/nc/eOKe17seUAXwNKNIorJyfujvIKtcXtdiNEf8/Zk90PAEGbhgBdLR0YCxIwHPCbOtyG3mUDwNpVnB5V3Ld0xat8YwKM5OQkgIqJd1//MBwOc/+U7qYsjGZmID9fuji3Rmxp/IAT5untyHWSEZ0AY4pMauB5AaVfg54e9KJCeoAeoNfUiFqayIokA6GQs2z/Ic9Lq9ZSC5QAt9vY8ACuw9/hufRHoujoNrXcBSDvP0jJXRXePRXTb9v/+jtMSWMgYxxIHo+Hqkkz/es3sKzpE6qBMcBIE0Qe4HlzZVlL/YLiNSQLjh2ExYbcvJOpAKqqcuhbHibpxqwiORwO/H4/dXVPyJ9uz6vbup2ZNhAq4P248dfqL7d1rkgzPiCg5j9FK0AgEGDOgxzI9E66JILD5/Nxz8SZeY1Nh2oMI6QsbKDFelYxkQBJKgf4EeDsObxHvmf08YPBRW43Qb+PbhvQrP0hJTqLi4upmlTtWd245yFvri7m1aW8m059oiS3/kjenMdzdkSjUZp35tJ2sm8uqT3B3itSJMU/QghUVaVq0mzX+o3e2V/sZipQSjww1dmPjlxHWoEB2LiZimg0SmVlJX19fWzaQglmBSSLuwYAEEIktKCggDtKp3qXv0HNjl1Mx8yOw7svf0Q83VyAFInET7h8KT/k5ubS2tqK2y33LnueU5ipNxgIp6Io744bNw6n04lhGBiGgRACRVEYMaLIue9AZ0lhgX5j/FgC5s/6zR8aX+0dNnzCeC1cWED0mfroZ1GdY7s+F+s8bm6QrIAR4r0glgmAIz8/P1ZbW4vL5UoAMAwDXdfRdZ3Ozk4ud5zqXb5E2zX/aY4C7UA3yUIFqa3aqg8RhtCMZCDFcLqqqkosdm/e26tOzpOcXGl4ku40Y8Jm0F6sLOozZk2KC8rLy5EkKRED6SBkWUbOyXUdOdpzp+QwzlfdR4dJb3+any0XWddRBpuIYrEYhmEkYiASiXDuXBvXrvUQi8UQQiTWcFiUvL+GFU4nCxY/R1caA+lBNqRBVQYSpw6HQ5xtOy3KRncEnq0Xv2sawX6NUDhCMBQiGAzSGwxxfdYM/iQ1z/W/MxGnMCCE4Jef2/TJlZ0XVr8njg3z0gVcJ97RgiS7mqWD5viQAABomkZb2xkxYeyVtpVv6fuGeblKPNJ7SaaTRjKtrFXnFkbwTOJQFCVWWKhqRf6uM82b9W1+HwHipw6YxtODLD3CRaZJZ6gia1pE9424crB5s9jq9yUGEYtm6+T28draDzpyDwnAwgYWvbJMXPD7UoqHnXa7nxPG/gntdvkLvUR1B8TuvigAAAAASUVORK5CYII=) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFC0lEQVRYhe2XbWxTVRjHf73t+rYLW9vxKps650SCqGOdIQoZiJkOfEGyQKJbIkv8AsYI0ajRBEWcJLwpLAoJEjEERZmAvAgkKgQ1svhGiiNsChkaWXEdzK5r73rP9QP3dqddmXMmftEneXLObe89z+/8n+c8t4X/7b9utuE+GGnvn/uL/iUAKaiS5WsxHJghA5jBrcDKIBCWDwlmSABScDmwYxCApHX9VxA2S9ar3ZghuyMDxIIQWQBSagwGYS3iiLSjSJ4teJqv2UB+xawbzm/eSj7glNyRBXRQALfk1gJKpD0t3zIEAJNvRsPo/bzsVjRA+ewYamU1955pw5sBo8gnJtNskXbGm3NLNs2ca/RLC+Aom1F46Ntj5+fIylnzYKWyqCPsXXFTSbT2yF4OS2toQNJflLZWGsAkcyHrgTgQM0cLSlZAVsRh7fT9JvzrG5WHXl8ldlaUE5OCyxADAfLylJ/mzRVb1zbwpXljNxA1xzj9xZSZS1kFWXJLTStw3JpnA1BiMXvxwSPeJ1eu5n5gAjAeGA3kAyMBr+luaZSLTXbnrDn2+rLp7oZ4Iu0eC3gggNfrpTw4s2B9I0s2bqIKKDIhxgIFQP6bb+dPbPvZVmACWa5KQG7AHb6Iero159lIl3Phyw1MJP00ZDW7x+NZXlZWRklJqXLw0C/FLmdC3DaFHq40KTuQE7w9rvl9uACPpIDLdOvamZuL/dOjRlSxGe3bNuu77XY0IGGmRF+1DiMTINXNAoEAt0yZOXJt45G5woipjz3KF+Yuu4HYdydRN7xFsHYhzTNnEEbqdrLE+z/UPwBdrh0y5ukpkC/GjRtHebDK27DGMXvXHu4EbgSuC1+kpHq+a8fufSytqVN2fHWCYjM9fq7Uilo9X6kvmqQeranjwQywrIGzAggh8Pv9lAdnO9c1qpX7P6ECuH7/IaYlEgmCwSBCCHbtYdrufUysqaN2ZxOlgDvU4q3z+XyEWsY8Q//xTbXkq7XjFIAQIuWjRo3imsJp3sXLuGvvAcoWzieZk+OgubkZl8tFfR1nFy/zrDzxzYiHn3rOs+ZyN47K6dE3NE3jjqkdT9N//OR3QlZzABiGgWEY6LqOrusIIQgEAgQr7na8uvr4lNzcRPJcKPle08d477sn8aOmkezr68Pn8xEOh7nQQXLbJj6Cjh2YNYPUgAYDsLtcruWlpaUoipKmgq7r5OTkoAvVsWdfODBhvH65Zh5nPR66VJWuWEy0trb94XigWmx6ZAGnuNK8eszgPZICff6igdVvmS0vL8+orq7G6XSmFNB1nWQymfLOzk5On/46vnE1TXOq+AEIA5fMoJZbHc9q5ak6uNp7IFUDhmEM2L3sqqpSWDjZ/cIK56ydTeSZMl8CIubYTX8LH7L8AA4r93a7HV3XicfjtLSE6Oy8lAKzxt5eMXbp8zxus/FEzbw0BeIZAcVgu04DAFK77u2NcSr0vSi+9tdI3QJxTtOIJjRi8TjR3jjRaA/R3hjdwam0SSmQg8MQfoZlVUAIQeuZULJi6m9tr70kjo9QCQNdpOfakt6q9FTwoe44qwKaphEKnRSTSi+EXnkxeWCEykXgdwbm1Qoakz4bdnAAm9vtNkaP9mtjCsInt29JvlsQSBVWhIESZ45J/ka+s5lD0+LJgO/C4e1bxDsFgTSp5YYiv3iseebLaHgAi2qpX7pEtBUEUmc4Trrs8lFKBfsnf8dk+xMwjoBZHa8b+gAAAABJRU5ErkJggg==) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE+0lEQVRYhe2XfWwTdRjHP73euq4rbLTdxpSMl5AlEsTB6II4zKYLby5ZnAFMEElGIpiARCUxEUgwvoBRh1EXogniS5AYUYMaQV4kw8HCEBjLcES3KBMEhi1zlLa73v3qH7u7XbuuwBLjPzzJN7/fNc89z/f5/p577gp37I79z2a73RuC3eZWsvwsjI2n6D8ikCKxlOQikve3QiY5yK36SzpkHcl7CZAspIc1m+GUjq3uk5xcInUBKgMKGIqIdLFN5sFuJAuSk1v9JUA6/BOOssoJh06exslQJYz1piYBTgscRoBg95Dkhj8AlXMQEDlSOh0BSD1XcdQ8zgw9hhHHjJWOwGgdbh0GGaMSM7G/Ytwz+rUARMvhK6/q1/JjTzD359NZjUuWU2K5X06KM8RswW6m6E4qoABRIKyvCondbT13a+PJzS04N7xMxRef8KNnDKolnrGm7AVbTo7U9Wi12FG/mWO6Y5+OkE7CaCpTiSQyBglDdvR7jMQG1FQE5HDYPmnvAedarzfsXb+O40CvRcJQChWsHS4nwVG9yFYVvGa/+9hBdZvup5LmCCSXy8VMf6Xv7QZWv/c+84AiYBwwFvAAuafOZPoY7BVrz7h0mI189tzobRf+cm74/Ct8DD2yoQrYbDZ8Ph+1tYvkjz77oXaUu8+1fCnNekVOIDTjvn6rCkZVyb0hA/Is/z9rL12SC5fU0peUS5DCzGfV6/Vy77TK0fUNB6o1EXbVLeOoXmkQCAcCSG+8w9SVdbRNHE+IwaMwIAHSrg9pAjV6s8RW5qYVFhYy0z/PtaVenvvlHuYAE4EJsRhF02ZnfP3BDl4vn5u198JF7kI/Hp2ke+kKau7xFzSvXEt5ijzDkkggIITA4/Ew01/l2NrgrvhuH7OBiY1HKY1EYo6SkhIikQi7dlPacpKip9ZQ09TMOMB5qq3gRUmSaD7hfTaFOsOOY/MIhBAm8vLy0LT7XaufP1CuaThqHqFzbIG9t7W1NTcrK0NdWRf7c3r5mAZFUTh0xLGq68y1BQuqrrxwqNH79EMPBjYyOE+SeyU1gXg8TjweR9M0NE1DCIHX68Vf9rD82ltNM7Kz+8UvJ7RvGpvggVmxLk0DRVFwu92EQiGi/Sj1mzkCgYMMzBBjiBmDaFgS9szMzE3FxcVIkpSggqZpZGRkoAm3vOfbHl9+ntY3v4puSeK6LHM92xVr6fr9Rnjp4tjWijmcByIMTNCIjn49ueYpIj4cAVtOTk584cKFOBwOUwFN01BV1UQgEOBcx/Hou2+yu3o+p4EeBgaWMTGto1shcYwLT1EaBZxO56bJkycnKGAlomkasixjl7Plfft783NztY6pUzhvIXBdJ2FUHQVievXxdMkBZOPs7XY7mqYRjUbp6GgnEOglHo8jhDDXSESMXbeeVZKNNYtrTQJG9aoFaT9CEggAZtWRSJiz7a1i0viLwSeXiD8UhVC/QjgaJRSJEgrdIBQO01tWSieJLyyz2W73o9RUQAjBb7+2q2Wllzq3vCSaRrnpAa4xIHVIRx+JZ28mv5nUaRVQFIX29jYxpfhy+ysb1e9HubkK/E1ikykMym1tuhEnB7A5nc54fr5HKfD1tO3crn7q8xLUqwwmV5liNWQfMQFZUaKqd8zl/Tu3i4993gSpjQYzksHgm5Ck30Zsct0yVjy3WnT6vObzGyVRduskG/E/oOHsXzszaHPwaQKqAAAAAElFTkSuQmCC) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE4ElEQVRYhe2WbWxTZRTHf20vW9eVrrYdjgkzaaZZRiAgBZEMyMySEV02JOI0GSagxg+8JYIYkUUJIC8BMhQ0ISIqwUQNJL5kiKAJZDG8BQ0WGGMYVgIjbC2ldG136b31w+5tn3YtY5joF05y8tyX597///zPOc/zwEN7aP+zGR70w4Avde0o+w8JCMDGHFPU4RAaFoEs4Jkk1OESMeg/HWqyNk8ENGYhoJPQiQxJwhDwIQkf5rKsYNNqylYeP+LbkoPAfZEwAuYMzxPcDFiyvJMAKT8vekYgJ21uwZ4xJ5dKaQRsmls1MBFQv7cB1tVrnRMEIsajrT3HdJCXF+Bu+cTcvWsPdp2Q/k7smEwzBHxUapPjgKyNunz6j/Q0xYGY5nHNdZNeX4z7sx34hHeqfu0oy55iQ1GR8fILdeqebRv4XSMgCz8wAtLyVXhKSwgtX0o7EBFc1kAyiarCP5JBZasFKRIxuQ8eNi9zOiPO91ZwSohQBozTa1jS3kEdwInTbPv2K74R1NDHJIE3llBx7Tr21v0cE8iIRZlmRovFgmdKtatlJ4t37qIWKAPGACWAq+tqQZ3b7cbhcPDXeWYDdgbqxcrgAjafPDP2147Ljv2kagDuUYiSwWDA5XIxd+486YuvD80pKgrZmho5D9wBYhPGRdtOnP67CuCluZzWgEXp9WsJkGqfvfr8lS6sGaA5W9xgt9sTDQ0NFBQU0N3dzR9nDsdWLI0cb2rEC4SA/s/3MrbYRcjpwD/9aa5oz0Ok6kAsRpVUGvVUygwU4uAUiDejR49msqfWvHaTNP3HViYCpYBz4Xx6P9xqmlM3j/VPTByxnYHWtDLQnhbA8vZqPJNmFH+3ZiPuLIHmXIzSCKiqisPhYLKnJm/zR1bPoSNUAqNCIVwdl1R3RUUF/sBd19E2SkN3sG3YiidwCyuQ99sx17t9fYnK/d+PWCAoIY73JqCqatKLi4spfewZ85vLeOqng5TbbFhnVdF+8eJFyt2mzllVhGfUFm7Ysatg04zZhZ8CxqbG3ubCgtsHFjbd3U56K+fsANBqoL6+nvz8fOLxOIqiJL2npwdfV1tsfXP/yZpqOoO3CdqL6AYClVOdH8fjBovJlIhcOOWfRSrXYVK1oec+JwFjIpFAVVUURUlTQVEUbDYbTtck8zvv53kO/MAYe1Fqcdm5xb9ofGVvy7pm/zwGii2SCTyU/KCtXGLUme5wOEgkJlmWrzpRJUlcr3+Oq0CseibB6pm0M7gbxGX6nvIDmMxm8wfl5eUYjca06EWXJAmTVDji58PBEttI5dz4cXQBtzXwMBDVgPuBuyL4UOcBKZFIoCgKJpMJRVGIxWJcuODF7w+ip0cfo1G1ZGUzSwxGFr3yIj5S+R4U9f0eyyQgGXU0GuGc90/V/fi1wKuN6hVZJtwvE4nFCEeihPv6CPdFCE6bQqcgvbgpDes8mKaAqqpc6vDGp07u7ty4Rm0baeUmcAsIapHqcgcFcH2ly7rK3bcCsizj9Z5VK5+84V3XHG8daaUH6BVA9Sh1UBF82FGLZjCbzYlRoxzyo66bZ/ftju91OQloUQY08GSUWUZ9nx+y3XKZJMuxuPORG7/s261+6XISJiV3ts1GJf0coD97YJMWzue1txarnS4nMqkdTJRdXFCSYP9GdtH+AQCcYO/p+Kx0AAAAAElFTkSuQmCC) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE00lEQVRYhe2Xf2iUdRzHX/fcc9dz53nO527O6TWdSuDSmm4TG2kTnQMrxEULR1oYFJgVDSkSjAaZZv6CkkjQUFsmNZhllkpKJgkaanIhlIWtH5ubnubOu2fP7nmuP/Y8z7533uZaRP/4gQ/f7/M8PM/7/f784vvAbbtt/7O5BnoYa3W2Uo7HJoBa9B8RsMAlQLZWkYSZ7UMlkpOAAO61CMjW3rYUoFvg9jqkiMh2mLNetJXLgGKB22RsUMlaUza4QH7QRBygWCuS7cJ9BfADQSDvzc1MTyQIAgHAf+RrX5DMFDlpEupnQHPFWglYe1tFir6Q22CBcXe7m7u6jIhyh0f/7ljPrDGFXAPiwHUhEtl2y7RIFoijKssVwP/eDqZ0dRmR0tJStO4e7/otzBSUOxGoqIo0CNeQu3tuikCJ9ZJdWLYS2SKR160TLJ7iada0Hq/P5+PYl8nqicX8aam3I2BmfdsU7vXbJa4RI6SfFz1kvr9pLd9aH9IEEgoQ0HWCiSTK1m1MXrKYM0UR2oGYQEAsRFv1oNpUSiTcE7447H9hzQYeBoqAMcBoQAWCm7dyz8R7hzWXzR7ZNLeK34oiaKIyAdQp6KPf4CWzKPtNheT3+ymvmBPespUV72yjGhhvkQgDwc8OUB0IBNB1nR27mEZmqMUakAF5xpyC1S+/Ov4gOTojJwGXy0U4HKa29lF554fB2t0f8QAQsaKQV1/HyXg8jtfr5cnHOUVmbuUsl04evbT23U0XHxwIVDRXXl5eeuHChfh8Ptra2jhz+nCiYUXi+NLFnAWuAvGeHjSPBw1I0Nt6dgsmyKwZ6KuHlLjvtwbEi8LCQsrKa/xr3pKrWvYzHSgEVI+HwPotlE2uKGhetpxq+uaEMyVPnESZVcP8jk7kLIzs7uifgGmaqKpKWfk874a3A5WfH6TUIhH6ZJ9aL0kSJ04VrCRzPHsBeVUjVb9c9DU9/Twl2aC3GkQOuO35+fmMjdznf7aBypb9lADqyudinw7zd7cvfuTSOkBetpyq4qkjvl9UzzyA5g84cv/M5JyWPZyjLwUDqofeUJJOp0mn0xiGgWEYmKZJKBSiYsZc+Y2Nx8t9SrdWV0u0rja2EWgHpI5Od6FhGHRclsdCylRHktq7kyiZuRcLNjeBdDqNaZoOsO2GYRAMBgnnT/O/0ni68q/reqKulk4raub+j409Bw7G9y6ooZ2+CSqqvqV6JwW28lyuqioFo6cFXlrN/OZ93Cm8m1pQw2UL3PaU4DCIg4pbUZTXJk2ahCRJGepFl2UZWR7mOfTVtbF+n3G+dCq/Ajcs1wRwQ4hCejBnAtnOvdvtxjAMNE3j/PkoV65cw06PvSaT5phVjbwIPPNEPb9b4CKBQanOIAA4qpPJBD9Ez5oTxv0RW/qYeVHXiXfrJJIa8WSSeFec6zducHV2Ja1ZwKl/CnxTBEzT5Kcfo6kZZW0X1jWax4cH6KB3EooHD9FFAkM+lMoAuq4TjZ4zS+5qj76+OnVgeIBO4LIFZI9cnb7RK47gIYMDuBRFSY8apeoF4Y5zTdtTu8MhYvSqjlngotLs1SYwqJbLZbKua6nQyPZDTdvNneEQcTLDbSt3CkzYi/eGbPKyJTzVsMK8EA45pyGNzLDnHC7/9o/Itr8BhxBQ/6czY00AAAAASUVORK5CYII=) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEyklEQVRYhe2Wa2wUVRTHf/voZhmH7bK7LLTAtgLxAz4SoECMEKmS1DTUQsAqj6KBkGgEEgkkvvqhCT4IQkgAoyQgBvvBREUxQaVNUJ4SXopLSLBGqEArwtKuy+wynbnjh87szm5bOoUYv3iSkzuze+f+/+d/zz3nwv/2H5vrbj5KtPX+LRT7lwmYoG7z1dvHFM0cxWDI9LVQf8Buc77X9gwgTHCvOWrmb46sXwUKgN2AD/CbQD5yagggA6g215yqcCcF7BFb4JbbCagFZDTz3ZEK7kRb76SyRW8nIAEBIAgE5i2mvuxB957Zz1BfQGzAbe0zykQbbsvpLb0EyCaBwDfNjD1wkNXB4Kjyo8d5dVcTo23zB2VuektrRWzJLgFSTR3PxybIh6rnuZaNGYXweDwkk0k8Hg/lMTKDBbYTCJgumy4VkPID0s9xeXU0GuXkGU/duPvJvPKy/trIaNfeJQv0l2bO4Dqg3Uh4HGe/Za5EGxPIHaFsFpv/WwQCs2pcK8+e8ywcP9ZoOdqibzTnZYAUkAQUbKchFHOWhK7iYvdvc2eLjza9w1HzY2shQX4O+BUFnyRliWbMuSlztJPXcFiQXEVFRUZoWNH1xc8pn7yxhuO2BRVAu9SGNHeRvFG+T7188Ft1SwHJlDlmyBUg6yhiPt+xTLslSaJiSmVk8zZWbP2QKiAGlAIRILh1OxWdXd6KC63MafkeyQaokA+uAWLOwmD0sary6db6AyoQDAaN2tpaFEXh1MnvkqteTO5fsoAzwDWgs+NPtOr5UsMQf/fFI83dG2zq2Pe8sPwK2/sdtyJbNMLhMA8/UhnYtLW5WghFfmERxwDvyBEkTh9SGkxAS16tYB2rBtiBHVmeRCUlJUyuqJLefs/7xOdfMQ0YA0SB4InTRGdWD1m7q4lS8huS9ew+cChboh0XpLyJQghCoRAVU2b5Nm2TZ+7dxyRgFBDZvpOqS3/45u/YPWQ5uYKV9VNn8K1cW9plW9MRiewkIUTWhw8fzugxj0or1zDrsy+ZBIxofJNfKmd0bV/fmG4CfHu+JjKlMvbDlg8IAUyeiBb/8epQctvgaCu8AIZhYBgGuq6j6zpCCMLhMFOnPeldv/nwdL//tjL7KU7sfJ9j9CSd98pVAt3djG/9HZmehBX0Bh+wFriKi4uNmpoafD5floCu62iahqZptLe30371dHLNKnXfojqOAJeBDqCT/NNgrwFZEgMRcAN5wIUeCoUYWTIx8HojT3/6BePI7TsFgHZgR+BZAoZh5OVAIQlZlikre0h6a4OvbuduyvuI1j4Sijm/pHqtvfd4POi6TiaT4fz5ODdudGaJWWM6LUob1rEWWL60ng7y74CCQV5IwZTSijqdVjgX/0mMLbuSWPKsuKiqpG6rKOkMqXSa1N8pkrducfPx6bRRUIKddr9+FRBC8OuFuDZ1cnvru43i8FCZa8BNepLNarl2t7rfoKtfLwVUVSUePysmPNARX9eg7Rsq8xdw3QSyt1sr463Rcdvtz1x+v9+IRkPqiMi1s007tN2RMAl6ok6Qa7dWwykc70l+AK+qZrTwsI79TTvEx5EwKfLltiK393frOa/n3zWBpfUsW71CtEbC2VuOddGwg2crm/Xhvchut38Aa+BZNrep5UUAAAAASUVORK5CYII=) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFI0lEQVRYhe2Xa2wUVRTHfzud3W7XPpbdbUtNW5VUAigipeUhaQUl0qBo8AUJ0KAYxQSIAYQIMUBiUcNDCA8jipUg8UEjwVDe2hAQREWUVN4aUyqtBRbSx253OnvXD52Z3k5paftBv3iSk3tnMnfP/3+ed+F/+Y/F0duDwaq2vS/7XwBgGFSMR0XaAwhDAURPAHULQLDKMqgAqm01AejSqncXTKcAbIxVwGWoKj2rNuOapOY74cu2vNNB1C7A2dl6ALcExC2dN1lrQAhoNlQHtGBV555QglXtE0piL4NwGwASgWTAO3sBRYNHsm7eYoqAAOAz1CuBNQnI+dJOHMEqi4XdTaab7cbd5y/iLRiv7kxLS6Ouro4fD+vT1Tj097fQb84sjqWnUgc0Gt4IAc2dhUExDJgqx1iOu2fGLCYMzE8/XvwKk9JSUZ1OJw0NDTidToI38OY9HP/Zpg8pGTLK+U1NLcnGuS7ZmwCSDU00VI61BezEyfSVLpeLw0eT5vbxoq9eEZ6fn9tQtu7d8KKPt3FfJBIhPz8fTWtRSlaRJ5HoUhzBKgYZH5pJZGawGQYP4HmumMk/nExaeP/Apk/Ky8QXsoHvvsf71BSlVAhBfHw8FeWR0QP6W2FoBEKdhcCRkqL8PukJUbrmbY7RPos14xs5DxTa54rl3oMVBLZuZ9irL1ExeiRX6GYOOJxOZ8zXx3lt2pTQp0sWcMI4WG8c1FtaUAqL4t/w+fTq8h3RHdhqXAJigrGXYgjQO01Cj8dDXv7YwNqNzN7wAeOBbCCT1tJK3vQRA2r+jn/21K/O165es5pNyABZD9yU9fxFR3PJKr9P8qIMtIPEJSQkLMvNzSUnp7+yd391P7c7IoYMJmR6KG8o17/6mpTsLH3Pyy/EfpKYRQw19xrQEvDTVPhQ+CptzSnqyybWGQArS/1+P4MfGJu8ZsPBCUKEPDOmchxQVRXl6IHIeoM13Lrv2xnKIeqUPdhqNCMjg2F54z0rVqnjynYxCsiiNRTeqmq8RU8rU/cdwisBv9VElEF1abwDACEEPp+PvPxxrvc2Jo7ZVU6eCWJzKQVnznkWrl6vPEPHhqUAytCCzL12A7ebhhYAIYSlqampZGaN8sx9nce+3Eku0HfxAi5Pe75x6eZ1Yj/gqjxD4ohH7iw9VIHb/I1TR6ofvx3jWwKIxWLEYjGi0SjRaBQhBH6/n+EjHlVXro0v3L2PIZ4EvCuW8cc9d7e26Cu1eHAkFJ67gEt2ItLFpDsAHCkpKbGJEyficrksANFoFF3X0XWdmpoaaq78XD9/jrZ72mSOANVALa1lZzYaudyspOzOzUgB2hm2q8/no2/G0OQly3ny8zLupS3+Zle0K901DhDndruX5eTkoCiKlQN2EKqqojrvcB389maW0xk9l/sgl4Em2pqNmfkxengnVM3Yx8XFEY1GaW5u5uzZSq5fv0ksFkMIYa3hsMhcWsIih4OZM4uppZdubwcAsFiHwyF+q/xF9Lvrr2DxZPGnptEY0QiFm2kMh2lsaKS+sYkbYwqotjHv9dXc8oAQgosXKvXhw2ouvbNcHE1KpA64QWuymQNKVnN0d6vhdOkBTdOorDwtBvWvrXzrTX1PUiJXgWuGIXOsylPOXHV6GHO7ONxudywtzaelB+pOb9+ibwv4CdLKOmgYlxPNvpoAeu8BTWvW/X1qD2zfIrYG/NYNxnSzydz6oyHt5Xe9FvXF6cycN1tcCvjRaBu1stvladfjOr+d/AMoGHSSd/VM6gAAAABJRU5ErkJggg==) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur120825 2s linear infinite forwards;
}
