@keyframes rwdcur77195 {
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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD70lEQVRYhcWXf0yUdRzH38/DASdUXHkegScIHcF5+AvmNLVImtKW0Y+ZKbJm5EQZwy3+CP6Q2frD/mitaY22rLZqixwycmpNNLcwbQwOPO0CCWxIl4FDjzuPO47n++6PGyQBds9z3vpu3+3Zs33e79c+38/383keILLFCOMhR2L+qnEkYgitAKyWBXzKGLJLeiOGUG1u2eXihoCH8zo3sX7YSqdIpVYISa15vPsADK53cMaSB++oH40nqnDbbIQXI/jmmTe0aIZvvsUTy6NKPkVQx8/Pv8YdJz9kzncZbPXnMSj0DIoEzZkIC0C5IdElTJMm03ZSRyzPKdboAnT5VxAAfzz7FK+NbeDjLQu5s/M35hvtBMA1A43RBQDAHPMF7v6hhaVfvUwAPBVYxWPXn+CLzbV3ZyQ6AJsevsbNxwq4/1zR3UYsPF7Gb+3FbOpfe98AZpxxud7HUoed+04XzmbCbX3JFHfiaG0zzlojqsxdShafHwdxu4QAuEfv56Ill1jutNxLjN8HV3FErOdLPW4C4EODVewbN7HBXhw2BD8TccwcBaXAQQLg3nkBlia6meU5FY4InUoGtw7d5HOGAQJgUMSxSVnJbM/x/4xnpQAxGEtZNBAAKxLGWSsLLvt4VE0aWfBuL1dUXuUR92MEQEt3HJfv/5PVuok5dVgsQAzlUidOM7d+nABYB8GMRT1aCouWE7apxrTu0HXu0fu5+tNhSh2JM/RYKECMFjCGF7ns8Dh3PhACKHlwLJKqpvVkqDEtX9DBtUOt3PpHEn8XRio3pJkQEF9zaZvCF0xe1kEQAG1v3aGkfKQpA68c+olmcxsBcIvDTIeSRWVEYquSPU1vchxLkLdD7gJSRhKmVPSVetDdhHqhgwoIvv7JWQQMB9FsrwEA1NkS0e6JQULHfDwZ0xPymyv46ZS/WAfBvfFKiNRbxlohU/HOTNts8Q2BArYPFfJAZz4BcOPlL7m5sZ/p+R3hX8UlKZdYIyncnnSLAKgbLOYHgfn03XvaMXOdg2m2Li5+tJ0AmPtIO02mC8wscqhvRv/eRS3DNHXv4rbe5Fk7YcPAGr7dncuKK5YZsWrN54Qqjx9jevJFrj/imjYL3ruVwSvB1TyjrIz+NMxLvsyq+CBrpFCNpJnamFMxwGft3uhPQ1xNJwAuVdy0HfZwYfov3GHwsloOXdvqGCW6AG3CxDfFrOdLy76bzExzRhdA9IGeCZnNE2YeFXruFqDVB6I/lfCVURZfqAZQ/VUsfg09CAPgWqDDeaRCJw/hZ/jxvqxeU8sn9BTE5BIGQJeiTU/Ln5EkWwHE/fNCq3mki84JOapFFxbE/2l+X9bfDP51v0036HEAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD8ElEQVRYhcVXb0wUZBx+7jhvB1HABQgneO0EmTvwDoUVcuCykDYTEqRobslYW1tba5jri/ShNSzLTVvplhHExiSXirA+qLigBZYCGqy8k8ap6PAa/uHPHbC7e9+nD0eUAXoHHL7b++39/Z7n/f2e93nfF1jY4ALjoVwIuCHFsSgk5gWuHG4hurbSPBrJpSbBdd4w7hKZPCU1rBldzZyutfMmoQgUvF5qkIZJXIYOx65EY8XFHYjvV0GrASo+eC/gnIFogFYJuBGOspvxOH2uHbo3DmLykBl9+iLsyb+O3Z5VQBDbwVfGY5nQV/NPuR+YO2O7aHKMBVUPLDgxTADccLKEBzwmHpfhPOzKYmJrBQHw8JN3AyYQSL8IAMW/dOJOmRrOaDW6O9ag+FQBjBYnvOFu7NW0zyev/wRy/viN1bYC1v1Z+N+d8qXsC8zvaOSHbeWL1oIZPd7SNsJaVxZLXmuaDYTmVBtXXYthiwidVSMBgRvbBTcbBngmRBAAc750MfTG0zwmox+WjBtv3Ga1TODXIp0AeELjZkx/A6vai/wmQVOlh1XLh9gBSQBct8tJ9L3FT4TenyRscFt43LuBz1f+RQBU2z/lN1LLA96kR8YzNd3J70I90+DGV11UjDXzdREVSBm59VYSC3XnufGdmwTATgnmuWJouTQ5Zx7uTBrkmRDBDkj+sMxXepXXQUyq5yMslqw8z7hLyQTAHSN6Pnv9Pvc/dYuVUddm5GOFwcFWxRS4StKY6fItGrQsRNWslXEEwNwyO+vDnExLtnL50E/c5NTOJNEByVZIlqQMMfryVAuEgidFyLwqUN6TzTe/vUgAXG/sYar9ZyYMaPmxSJm7DWeVkqaXPYT0EAD3yEhaJWiVAR0lZmT8zmxzL8uafiUAHh3PZZMMZ5tUPVqIpYYBavskYd8+LaB+CdaLZL9Owbvdeawb3Mz9Uzvd632Ou0dMjOhJ9P8oFuqvco1NEL0+x2uTKnYKBb8SaQ/1gZKGz1jcdITbWlsIgEVVNma8aGNuYveccXN59ozFH7lT8YzKgTgMI0/p/X8sSw9ewT2bEiN2gQtnjYFg+T0YcbuZy3qMfHvyAVPhOalhrYzjPmEM7nUMgJn6q3yheoK6cZ/ThfQbaJmI4hf/ggePQGOYlwDYCsmjT0xwW3wPjVvuMr/FZ1yK+43BJZD5veBq8/Cst92RiDGWJvQG+UHiPASEbUesNQYrmglRM4xil8DaO9GIdANqANm+Z2ZQHiQ+Eu5EwlFOeE9TIdzUdUqmfy5ozHIt2f+ASRKEVBOj64l77xPeH5f+c7JPhnOTUHBlYDa9uCTqhOKxgU+TeJzgizL+BmZNf4P/7H54AAAAAElFTkSuQmCC) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFjklEQVRYhe2WaVCUdRzHP3uyi7DA7gort4ucGx4xKmAiIKZNhZWDx6hNl2lljp1mNh1WE5aj1lQ0pTM1TsnEjFF22UE0KlEUZpEiEiAioGELy7Io7PLrRdMB6LJq1pu+r//P9/v5Hf/neeB/XTqJL4eU/3RohuUG0W1aIKqbM/9hay9SpE6XrMSZst0cIjU5hyW0rkP8nrvapw6oLzJb0l9Zjn7yjVQ/dprkkDZ6+6oZu8dCfd40zvCBAApvBhc1guDJeXTPW8uxKDvjd9j5Lj4VOVqFyqIhIeVWzAvzRvTwFeBs7ZSn2nJwz7mH1ttLqRx7B58dKqLD7IeyzoHDWcWM2nvPq6BhAZMTM0RdsUJMD6wTU2CYDALRWSTJP0y2xBqkIPcbmVL+rIQtni1qlUYSliyUKeVlUjT/bck2Kr3uwtAdkEC/RUSs05JiiMXQMhqFMRfHly0UmQ3M7l6HblykWB5eg9JgommbP5FjdCz7/lMKN/eQkp3LXYevYOXRA/T80M8VrWvZ6va6An8tyGUhyGvJerZ1t7J/73GyNu7mm2+TqD3yFrlaE5XJpwjNTGXM3Bw6LCZ+ddXg0p7GnV6BvWkXYToNAXHpzJswn91+FYRuf4FrA4Tl7T2Dcs7ZgRo7ij0Ny+RUag0qhQaX1czcI3Yqm0rJnFdG14ZGAopOc/wWFy3hOznZ2kx/ZznUtikAmk9DwIFjkm9YzFc7lnJg705qDtZ5DR82gjJHNVXdBcShZlR/N+WV2zHdupStWQ6CKhqIKOthV/Xd9Hu6z2rqdPcq7rOVSHTdNKa6pvG0p9Zr+4cB7Ha5CdI00uWXSr3ZyMfNVVjXPsbJBQ9y1H6Kirpm7wMFGtyt5JcKHbYZ+Lfvw9XjHWLQNRQqFa7r3fgr1VTZfyRq7gzSa39hReRtOOuaR6wGQFd8mJS2OL5wREBi3++2vgIADDz7ILXKcizX5ePpdXPNC04arWcw5UzzCaC+82fF8p/eInxDF577pmLzS2CqPnnwFfYG4MaN55k9BJ3S4mxMw9npoqkgi7BfND4BAJxsfJ99Me0Ym1YTa81hc9Qxiq0BTNcnDYMY/iZs71T0PfI25bYMHK072Vv/CZe/3IQpM4NzVTFUfbFKoj/sY2pJCDbXG8TanGRTwoB5ks9F/CEBpHjOJsmr/kxGzcrwCQBgZtRm2TfhKbnfqpW5lpWyJcslBJadcxRetTZstizJrBPVnS/59PA4daik6VXiWoAEa5HFwQdFn3pMeK9DuH7+eQPIkjFqOZj0jsRElgra4XP849yoWemitRTK6ykPSW2CQTZOQpQsFEVImyh3OSXQ86Ow6cpBz4/4P5CkS8TjshKasJj1tkZWvGuk92+h5MdAdAjh18xnQswkZq+xkd+bhLtLx8s1SgbGL4RVHiKuOkIX9ZBugACN4OxX+AIg44xrGK/vYUvLpyw5Uc5E3aN8NXq16K2j6X0iFFKMqAOiMR0pYOL6ajq/fZxHegf4RHk1DRHxKB/KJXBBG8cH9iEcgvZfYYoZytpGqh0IjBZtSrPYJ7XIzCCNFBrzpDzthPhFl4iqvkdsni8kqfVrCa8oFVXkMgFEjUqeTNopAfENwtYWiXZ/L8EfPi8UZgvZ4ee5hLpgUZuL5aOZ3bLFaJTcMYhJEy+wUZjVJIpV68Q/PkuUZtNQUyEuTxQ7tgnWcMFoOP/N/1OjH5fVUWdkf8RK6V+kkM+na+S6YJ2khSyS9TFF8mba/gu7Wr5KQ7ZkGd1yPO4D6V+kEE+BSk5MDJOqiKVSaTbLTcG6iwIY8esGSJq+hPeSZxEUGI3/WAcuN7Tb1VQ43NyyF9zik8+FK4Q5Ujz5jLQlviivpmnlhhgkM/QStn2ojGRJHIWS7Gf590KH6D8LvuT6DQVEXTONJsmwAAAAAElFTkSuQmCC) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFoElEQVRYhe2Xa2zUVRrGf3PrXNrp9DrM9DJY2qGDBWvbBYvFUqBSvHTRymYFa42GqIm7surCEnCDN2LCB2UT3OWyQeADKCDuImlkdVdBGxBKW+1FwOLU0pZpa+lMp3NpO8zrJyNs23Ei6Tefb/+c9+R58rzPec/5w6+IDJlqAmWkRZ0yhjka25SKUEdaXGYowHHnJi4/kSOGD3fir/+c9LCHC0NeQl1diikX8MXw45zOSiL7Hi2O9LuwZybT/G0Kw3/9LQNlFTLsarppERFbMLxRS+q2uZg83VgO9FN2aTaz+q28t66ZA/ZXYOKMSKzVKhpTfFSti+SAOJYX863yBMXvfseS5m1s/SbMsas9tJhnkW+/SJZRgdMrAvzohCxzPIyvYjm9lUpChmQprW6iybUNlfYyDQkzEefXN7g2qQBlVSkXCvvIuTCD0OFGVn/5HaHqKnIXrMY52odrbh5p+7bgb2ijLyEo6jOdFEo/DyV+xvM7XiF1rQtrcgr2whhe9Ls5ZzrGU4/ZcS/Lic6B8K0a4kIa+rcc4OCVnSQe/Bv+ODdmZw8WjZvinV/T5FmMZ9uLhGznmWHIJq18Ow3t31OVs5MDq09g3v0+lSE17pYVbM8bJrnuXdzRtiCuPoSyZSaj/zqCfckzVNeNcH5vLYdj2kn43kOnNpkVccV42oIk/iUWeSiAb92D1Dz9ez6w70PR9AmqypcJjiTSXF5Dz/NZuNbuGMczqYDhD09Q1vkG5gw1pVoHoYF23vN+gds3qHADHf5+6gbPw+U9sBJJWDwflaOcwzo7auNHWPZtpHHhKgbta6kt99KZfZqA1jMZ3cRQK9Vi0mXI0g275d4jb0v8rfaokq2/JVuqntsqvyt8QjKWlkuJp1WsbzUK8ZZx+yMew1A4xDTjHCQ+lardHQy1fRPVuY9NmcYy0lkw8wHiS5eSeCnAvUd3w5Br3P6IAgBF9fRHGVs0nfXzBqLhBmDdVQcefS9bi1opOdHNq4+fw3fq0wlrI84Bozoer1JNuzeJ4ZPnohbw/jNFGBfOJfDnZ9G4Cqjs2ERX0DVh7WQOyNMFYNQPERy1EacPojSYouUXXeMwua/1oGnx8/fz/6Ar6FLw07CKLGCG7jY5NH0z1anxlCpKSDPY6NEmETjbHBW7xTybh3UFPDkQRu27ymTEkwpI09nI18SQMWuIIn0Bjb0qfJv2Ile6owrgI9Z7UBq9PFv2Gc5A18/Wj8vAH+JX4UtYw8dO2D/Wgsqp5ZrlUjTcALxTE0KxJpfg+s9RYEDwR6wf50CsnCZvoYcn89QYqKPetoWkFfejrH1ZWL9IFOmpEnO7Y7J5IGm/mYNWcgi5FJiphZ95Vf3/zSRH81OoWD5Af3sszrO7mN/xGOpjLZjKBxlQfIrJm4ex14xBN0bHO7uQj1qJUVmQ4w34zVYyCzfzqCeLlpYHecEa5N/SzRsXg+O4foTq+o8Svf6lPxVp0Gf4GemJJcm3izO9ai57D6Kt7yJgHmNM5UOpD5MyrZQ5mWlcvbaKWa5EKnxv8oAcZ7PbwMd9RyDlE/54/xCpmaPsqp88iDdk4G6rniFTkFQFEDOKUXGBuw0bqPtvO/7//A/2txHW/xOf0kRH0SEGP6jg9WI12Z0urLfP5OSAn0WnjlOZrmfHAi2t+42cDC8Hxl9CE0HsepUYNMiqfGTPfch2s1lO5e6R7jvOSo1lv6DJEK7rqVKBbJ6nlUxNoqzM0ogjNl+O3vKWuG6rlYsFXjlyx4jkJhTf9KNWluj1NxBfv7bRdJe4Z3fLoZJW2WsLyYackJThl8SYPsH0lei4M/oQ/hIYVEax6hq44hshkK9FLNeg2AaZgDkMa+aBsy26DPwS+K95FZd8KwXLKARsML8GXVkfcRYFo2caGYpAPrVQq4TFhVP+Z/Urbho/AAjcMfGVB5UdAAAAAElFTkSuQmCC) 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,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD3klEQVRYhcWWe2yTVRjGn69jwBhsZUjXsU03qMMN61gmy4K4BG1wsmSblUwTMQYjSqImJhDFaLxMjcZIUBONiRGTETRBCGFb0m0O/gB2wZGtbMLmyi5cdmklrY5C2bee8/hHZ4Wsg37tGk/StH9853l+fd/ne88BoluMcj900ZjHXRZRQ0QKQEgP4hQFxTX+qCE0mxcOCi7aOsHSJV28ZK1nx+tpjBRC0Wq+CH34YYURxakfYdjShJpl1Ri+rIfPKdB+yKJZU8vDHM3zw7dsNZJ3/4nmxkrs82xB2ZVUlN88joRdn8IvgIyqCc0QYQPc7FzIrurl/5b7ts93K8bZ80x2xK0IC+DKw28SABv2l/NcSSG/KrYz541BGs9LAmBKbndsAQAwu2WKj7zWwnefO0AA7Lbm8WzFF7RsOnhrRWIDkDQi+bG1lkdesd1qxIqig/z5nadot345ZwAzeqybkjTv6OGh7bZQJhzYNMqrTYtZYx4KmRFN5n9vyOXIPZL5uEAAVITKVQ2CfVX9dxKj3ZpDx/pcZlZfIwBm4RQ73k5j4wtfhw1BUdDMep1kIkaD5nFewXjTxXBE2LrdwPQdY1zoCgRz7HAyL2xcyXjT0F33k5k+7oFKLPUGHp6ShPTwXpvUUkauP+ZlyR8qnWV1BMDDWW6afxOEvD6rDofiyRfhJXJVptRNG0onU45rMg/qvbW2lRf3JxMAzTYfFaHygVqVnyS5ZuixTyEr4SWK/NQ3SOJ6wFRxi2hSzQ+KTxEAjecll25wcPhRD7veW87J3xfMhIBRZdzngsolQUgnAfC+s4KY746oAht/dNB0wk8A7Cgd5Olt6fS1JbD72YzZ27DYJgn/tSCAsluwFC6KdW2aMmDZ28mdW37imdLHCIBtL6VzpKKW76cP3D2I8b3TFZBTBMA8DFIUjtN3cklYb0HvE/m0l1vY/nI9ATCz4CTXfu9mfm347aT+dCD98zyBLJSgn77HOzi8T3/HOWA+Knh/o6CxJbDPYJdcdUJw3S/aszRjkpm+vcE1CcfYXzYWchL2PP0Nz237lb3P26OehLNCKUJlRqukuX7ytrPAVXWGQ4W72L05K/anYVKnDORDegKvWItkkUMybc/knP7bkACv4i8C4LytfmY3CxqaZGBWTMMEv2MFoD74GcXqGyF7vKZPUB/Z1AwfQA7oOHHUQHdlDkVBHf1pZKMiuBNemtD/3xmiYWm+FUvn9A/nAlxtNyDhSCISxz+EzvskFEeSZs1Ibq9BCACACsAzH7qH1Ij0Ir0+U/bqgBQJANClRqUV8aJrrymmoQsL4v80n5P1DylEmVPLsrRAAAAAAElFTkSuQmCC) 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,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) 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,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFj0lEQVRYhd2XeVCVVRiHn+9y7wVBruzLlU3FNcZQkUURsdRRs8xyqMZtWlwHt8oxasilRadRRktNG9FcGpesFM2hLMWlEAUESR1BEeEKaAoCAt7rd+/bH2a5sVXqTL//vu895/c+55z3nDMH/o/q1Al5LIm7OyDTOyOFmQg8QohAQmS+0zzJdlgtFU7I5SnIorhHAyATNfGygUJJs6sXNeCyqMbjYlXelMNBSKzTQ4aIsO8iN/pYJN/JLKmochhVKnRWUX3MYlaWyLtEPVQAmTHWW7b6t5FPeE6C6SlxvCuLSJOjGlXU4AI57/6N+OHz0CAk5jkvMYzyks0JTrLlGSTeEemh+IsbXrJSu11U4yVZ5jSvUQBtU1n6aIxi0VwmU1Vv/1IAPD10DIzypnhQGNMM9sSrJnwj9vKd8+vc8BnHwvPL8C2NZgtHG/VXGow42onbVA9GtY2kf+4VlLJzrDhTQylahl0fyySHyZT1PkjZaxlsqMwgPfkCQZdUdm0NpDihlJ/SLLSq28F8nkdFbTDPfQEXg0b6RruSmRjDYJdS7KpdSKl0RT/nZyL6BzI81EhgsAtnf3LAltKOjIJcNtZu+ctHN7a79IxvxWyTI28nHKMo/3qjA70rMMQLGWBwJzjEj65HB1ITNZzs8t0sztlBSpck8kMquOz5I7Z6WJOVzumTZdTVmO81F/9kf/wiXTAnV5GdVNzwLAOaOz8K6yDaNYkR2UfpqPsIY7mBM1c0hETayH1jJ5mWHE6n2DFt1VayjhQpD0gOoFStraDDVW8uTHgWpaNHy07FCSyQovbr5NC8rvJx6msS0s1DgpJCxTjOKK3DnZtttHauh4wu6SH63TNF20oRn5jWt0Ea9+gWqJGMtF4ScHikuP04VFopeslrO0VSPFJbtJ/H9EfO/d5P3H+IEYepYfLhsQj57QOtLLC7G0Bzb8dTF2xKxDYX7JVqEkzOjG8zmvYu76H0OIfDYGOzITYdgNmHSlB9OnAjuh/rUwvxfiuU4DCI1fwNcR8AACt/ZtYpG9Gre+JlaEeiLpjcWVkYn3LD1VlpLoSyI66Iqg6D0MaFU5Cs4WpRDt0dIcwW0XTvsO5uMi8oUY60OS6hhhDx/GWm7Dn5qkR3MbRoKeynRYjb9iHSqS1Stwup9kbqla3NLsxbDbUacYzvI2vPjhJLSIHo0TXZWenqK84znpCX9neVp9/3k4muSLEnctN5m1g7H5HP+VagoSW4wwdQUG2KNf0UWQfMFLKPWdqFjUJrJg4U5/XPMifBns+stdSnlDKiOhEf9xoUp0HkFYThTSwDGCNN3gW3Zc66xsUNBVxyrSS2lycH8yMkvTLjrnPAK8pVWo/3xtq5NSsCyjEuPUXCeiu6siFEaueSW6Bw1SpcpJiVTKWcwqYvozuVd6Se2cl7ePlETwKr3EmvvDXi0IHBvFgfh+kFM/bRefQvqeLgy/upPjuGLmUvMFkZwTFVKOE0v7CbL3nn9uw2H6C3fSjr/JcxYPkI1KVGIh382LZAI193XsLFwDxKh1YwskMte1edYf73FzlxHoLJwUYI3pLHAbaTxa/ksK/Ro7khyXTjWKnzN8tE9/ck4HVfcVkzQPodDJeN44bKrt4JsmJhlAQFOT6ouhut+GbTJMToZHzxXOr0kWwr30uq7TsKdBeI9DfQ0dQNV2s4tfXCp5bFLfJtdkO9Xi9L50/G92wYQdcM+Jj8uGKx8FXRYEJ9x9PetpnZ52s5YH7gBfXvAQD6eLnJpFf6oosJwLm8GE2kB9nXVG4EmNhkKcP0ZD5W1dYizxbtghOV1XzhVU6FsRJTeCz2N1XMpSXU7GyLkpiGqPKPCqxF0g/zk6TM4bLjWqwY3/AQXd+gR/8MWx6IKJrH9P77U481+X+qPwDJ0G8ciC6XXwAAAABJRU5ErkJggg==) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 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:rwdcur77195 0.66666666666667s linear infinite forwards;
}
