@keyframes rwdcur75074 {
0%,0.4%,100% {cursor:url(data:image/png;base64,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) 4 26, auto;}
0.5%,0.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
1%,1.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
1.5%,1.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
2%,2.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
2.5%,2.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
3%,3.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
3.5%,3.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
4%,4.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
4.5%,4.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
5%,5.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
5.5%,5.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
6%,6.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
6.5%,6.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
7%,7.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
7.5%,7.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
8%,8.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
8.5%,8.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
9%,9.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
9.5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACk0lEQVRYhe2WTUjTYRzHP5t73/4OZa5tqbllii9IBkEk4bWL0Cm6dOxSHToURS9QGYqC9kIdwlAICqGL0qFTEopFOgxfyqmrdNMtnaJNp9aUp0PtVJv715YXv/Dcnt/z+fB9nsMDO9lJeiN+rbhRphPeceE9HXWTMZH/KiC6b45jdZrJLTHT2fA5roQqHfCRZi9quxFjvompoSXCQ764m1MmIEAogKnbHvROE7q9EoHhr4QGfJx8Ug2g+NNcSq4gBvc3uTE6FUj7jKx6Vwj1TXOspSouHFLUgAIINHahdykwFOewPLyAvzfAkbuHE8IhNQ2IUH0npqIlDKUOIoNz+Lo/cjAJOMhv4LeXvNBYi670O5qiCsL9M/jfBDlwvyYpOMhrQIRaa4n0PGcj8AmAxaZr6MpdaIvLiLyeJdjrZb8MOMhsIMOchcaWi8rhYq7xPKoCB+qCYiKvephxKyl/eEoWXI6ACLVcwZRfyKrH/XPQakFrdxJ+2YV/YJTKtjbZcDkDYv1FK9Fva8wP92HItrHrTAOTDZf4MuHj0KOncs+TJSDC7bdQak3Mjr1FrzUj5ZfgGx2n7OoDAObb72A5ce6vBJK6ggylguBoN2qlEaPFjveDm4XQIpONZ9Hn2FHrJbncpAXEyuPLBKf6UQrIzLEw4X1HeGWVwrwCtJKEzpGP1lmWNgGCgUHEZhRz9h48vhHW1zZwWXaj0RuQSioxVR+PbZVd/1ZDwtt8lGg0QrYhF09oGsWmIC/Tjl6yYzt975/AsSRsILK+gEVrY2Tei0aocEhWnBefpQS81SHCXV+BVWNhNBzCpNBRdb0/peBY4jaQpdQzuDxDzY2xtIATRXjqKmKfyYQfyrQJbBd4JzvZlvwAd/7biA/4w4AAAAAASUVORK5CYII=) 4 26, auto;}
10%,10.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
10.5%,10.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
11%,11.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
11.5%,11.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
12%,12.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
12.5%,12.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
13%,13.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
13.5%,13.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
14%,14.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
14.5%,14.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
15%,15.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
15.5%,15.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
16%,16.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
16.5%,16.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAClUlEQVRYhe2VTUjTYRzHP5tu/81t/tX+qFN72ZyYGZYHIzCI6BJC1CG6de8gEVEQhZeMxMBexA4S1EkvXiKhl0sHZYovqFuGOocu3+bLzJxOrYlPBxMk2PRvTi9+4Dn9n9/z+fJ7+D1/OOCA2CL+rohoYynvvfcN9xPfRpA9DSA8j1zINpmUPBl35XDEELEIILzPWrHkmEk6ZWZtcpE5tyfi5vjdln9//hmjzYQpO5H5rwFGuzycrysB0MQ6gBitqsLoWMZkVwh6phhr91L8+mpEedQPauUTtU8x5uaQYD3OgmueYecgRS9vINYlET270QExU1+BlO1Asp4g1NbNSNNPimpusu6OPoaqZf+u2fflItTTIML+ATHbWCd6bpVuOfubUTMFYsZZTmiwkdXgEABzn8ow2O1IGfmEXK34W5ycrq4BFVer6griEpLRJ2cRn2hn+uNd4tMy0B3KJeRuZryji5MVtarkagKIGedDzIqDpcnO9UJZQUqyEXR9YdTdR2HZW9VyNQViZeAN4d/LBHztJJjTSbtQie/dfSaHRjh7p17teaoCiKD7MVqtmanxNow6GYuSx4jHQ/61VwAE2l+gnLm9owDbuoI4rQb/RBM6jQmTbMU72MlsYA7fh1KMshWd3qLWu+0AYrHnAf5AB1oNJKYoDPq6CS4s4bAdQzJYMCQfQVLyYxYA/w8XYi2MLB+lf7SXlV+r2K2Z6A0JWDILMTuub2zd0asarUh4nZcIr4VI0WfR7x9DsyY4LFsxSlbSz1X/l3iDqB0IhWdRpHR6p7zoNfFkyKnYLjbsinirQ0RncwGpkkLf9AxmrYHiko5dFW8QsQPJOiPdU+NcuTwQE3E0RH9LweYfzp6zb+IDDtgX/gAca+fsd6jrDQAAAABJRU5ErkJggg==) 4 26, auto;}
17%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACl0lEQVRYhe2WT0ySYRzHP4jwgoCvKCMg+4NiZTTLmlvNLY91qIuHrt1bBw+1NVuX7M9sK6vZobnVqdbW0bXZ2jpYRiLqFJoKmAoqIhILwyycbwfj1EBfk7r43d7T8/yez+f5ve/77IHtbCe/kX4/WVOQT/inyz58tyYzIv9UQPJfH0S0ixirRXytE1kl8iEgBe/1YKgyIB7Wszq3SHx4JOvkwq2GT7V1obXr0VUW89W7QGhgjIZnZwAU+RaQwm130VYto7ObSPqjTLsD1Hc0ZoXnHJALn+24g3ZfFUWWAywOJZjoCVD34DzSGiQrZys6IMVe3EaodCBYDpJyDxLq/kJd+wUAxXo7lCvwx5ccf9WCptyB2uwk2e8h/N7F0fZ22GB35fwFUuxjC6nxTlaSnwFIvLmGxl6BYHOS8rqIuHo40rZxOMjsgFJrRF1STmFxBfOvL1FotqEq3U/K+44ZzwCHbj6WBZcjIMVcV9GbHCxFPWuFJSYE0U5y+C1h7wi1zU9lw+UUSMuBJ6R/fmdhyk2R3sKOk61Mdl5hbjzE8abncteTJSAlfTcoUOqJzvSiVYkYyqoJ+f04Gx8BsNB/H9Oxpk0JbOgVKJUKIrPdqBQ6dKKVYNBDPJ5gsusiWtGKSmWQy92wgPTN20xkoY8CBRSXmghMDpJcXMJh34ugMaAx7kYoc+ZNgEhiCGk1jSjuYTTsY/nHChXWnaiFIgy2WvQV5zJTN3Wq5iqSgr2nSa+mKFWVMxqZRrEqsUu0ohWsWE48/CtwJjk7kErHMakt+KJB1IpCbCVm7A0vtwS83iKS50MNZsHEyHwMfYGG+lN9WwrOJGsHjCotntkZGs+O5QWcK9KouyZzmcx5ocybwP8Cb2c7/yW/APk32s645yQMAAAAAElFTkSuQmCC) 4 26, auto;}
17.5%,17.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
18%,18.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
18.5%,18.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
19%,19.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
19.5%,19.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
20%,20.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACiElEQVRYhe2Uz0uTYRzAP9O5ubl387dOpdwwzBaCHSro0iXoL+jYOUQiKCGKTkZhYWUU0aEflywKIvCyU0WJpk3TNH9OXZvO5Zw/ltNE4dsh1yWme3XLix94b+/zfD7P877PA7vsklxk/YlJSpKsAsi32hY810ajIf8nQEA060aLLRtLRRbj9e6YEQkP0ADuW04Cz3sorj7AYiCA92t7ojUxke+Nt2X6TZtEeifF39Qtssl/oE2k3PeoAYPNRobVTHhwgomOforW7ZokB4j/5Q0MdjvGnHJ+9vTifR/gcONZAE0seaKQoPO6hPtfy0pgSGadL6SrtmbT4xdF7Q78M2motY70gjJ0mQ7CvS587W0cunkPYu/6lpHgUJ1EAs2ytjwmgMx1XpGI75msLfTL/Ken0tdQHffKo6jagVR9FjpTCVqDnenOC2hzi0hTyom4PzLZ3cXB8w9B5crjDZDg8GVMmWUszbv+DFRy0RtthEfe4usboOrME9VyNQPk1/RjVleXmfF3YDQWUuCox9NykcCYl6Onm9TOpypAwv6rpGhM/Ai2Y9BaUMwVeN3DOI7fB2DGfYfcsnNbCojrE6SmapgKfiBNk0GGYsU97iI0O4fHVYMhw0qaVlHrjTtAFqcuMbXwmZQUMFtyGfF8Iby4RJm9FL1OId28B73iSFoAU+EeRFaxKHsZ8PaxsrKGvbgYXZoRJacKU/6p6KtbOvcbDZIB90mWVyMUKyV0j06g1Qj2PCsGrZXCfXe3JY6y4Q6EIiFs2YW0Drkx6bSU5uVj2/8qIeLNAsTpqsSapfCu30OeKZ0Tx9oSKt4M6R09Ig+ay6NXq6rrddvyjsHKHRH/Ddgp8S677Ai/AdqR+zrgtquTAAAAAElFTkSuQmCC) 4 26, auto;}
20.5%,20.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
21%,21.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
21.5%,21.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
22%,22.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
22.5%,22.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
23%,23.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
23.5%,23.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
24%,24.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
24.5%,24.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
25%,25.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
25.5%,25.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
26%,26.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
26.5%,26.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
27%,27.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
27.5%,27.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
28%,28.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
28.5%,28.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACjklEQVRYhe2V30tTYRyHP5v7ddw5nSanuZn92FqULQTppvBCIohuugr6I0Koi4QoukkpDCqJgkJILzIioy4Kii4KtJvcdJs652zpOm5O3dbm9Extq283LSSaOttxNz5w7t73fR7e8573AFuUGIVcCxNAKySyedaSE1aE/AulnB3epnYEr7/JhWxegOK3kbdUga+pxkTr27wRKhn8FOi8jWneDL5yO5IeEaLvSd7BxQ6gr6/vgKmwQG/ch7nBIYj+D2jo7ALyHMRiBtBkzy0wRgv03H6kvowh5O9DfVt7XnkxoSnPTUpEXtJy3Ecx5zNy3Du/5hdQNHl08gbNpV7QctpP30ae0kBHo2xy+vuJxJspLnVTJuOn+EQXuZ/LKPdEm2lKekUL2XECQMHEVQpLXbSYHaHkTCcNvztXsLygQ6guM4DRVINVWeGdvYifqiqw6gNYlnoRHh/A4ZMPgQIP3HoDqD96BRWsDdG0EwCgVAngtRbMp94jKvpQd6yjYHkhEyi49AjfM4sQY30wlJtwpLIV7uAlJKZFHD/656KRJYBcqRbolCz8M59gYHiYuBqExDGcsN8HAHhjbbALFzYUsK5XUFamwFCkB5xaD15vxmDAiWQ8gd5gIzjGDEbNFepddwD1L1yGO+KATglw2wS4Prswn0rjkG0vNFoOrG43eK1dtgAMRTz4QRmY+D1wjA4ju5SF3boTWk05dnB1sLJnc0M3dN2uNokeBE5BykiwVVTDPRqCSkE4uMsMgTGjwXT3v8Q5Vt2BWSkOm2DCx+EA9BoVLFVGnLF0F0W81iLU5KyFzSjA5YtCYHVoqXcUVZwj7w6YDAx6PWE8Pu2XRbwadG20duUPZ9MpmXiLLUrCL0gKBk7zxf2JAAAAAElFTkSuQmCC) 4 26, auto;}
29%,29.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
29.5%,29.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
30%,30.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
30.5%,30.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
31%,31.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
31.5%,31.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
32%,32.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
32.5%,32.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
33%,33.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
33.5%,33.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACiUlEQVRYhe2Vu0+TYRSHn0IpvVqBgnwViy0gwRoiJiYaNiYGHFwYTOQvINEYjUbjIkaDUTFGBxeZNN6CJgR1YpAotFQMl4aCRcq1QMuttgiB+LrYCQv9sIWFJ/m29z3PL+c9Xw7ssktyEX+/mKQkU+6uv4Tv7q1okG0NIAYbb2C0WDEeKmG4oT5mCGUy5N6W++i0EvosCwvuHkYDPTEPKxItH3E0oNFb0e0tYHGgF6niTFTyT1cin0CMee6hs1gxSEWEg17GR5wo2GQKEyafvCP882/FylK/CA69Ep1vzm36ByRMPhC4LXyhJhFeGRBzUy9E18fauOVyh3Bd0c7ZOhTqQjJVdiIhF/6hdo5VPoI450vODIj3gTrckWaCaz8AaJu/TpraRla6nYVIOzP+zxwtj18OMjugTs3AqMrDpLTxYeYiSqWZ7LRigpE25ia6OHnkiSy5nADiXeAakr6Q4SUXACqliex0K5OhVqbH+qkqa5Qtl3NBdCw/ZWX1F4NBJyZtLqf31dPiu8Lc1ChnTzyXW09WANEcuok2RU/3tINMjZF8Qwljo4PU2B8D0Bp8QIXp/JYCxPUEilQFDv8njGk6snQSXV4Xi7PzPPPVkqGR0KYZ5HrjDiCawldx+jtRp8CePSZc378RDi1xuPAg6nQDmWoL5nR70gLw1d/NmljFbMzH6enj9/IaJbb9qFVaLIYyjuuro0e3tFc2uiQueCv5uRqhODOPXs84qQpB8QEJSSNRk/vwv8RRNuzAVGSWIlMuX/q86FRKbOYcLltfJ0S8WRFR5SqlIMeEuz9All7Ny/LOhIqjxOxAToaGju4JHKcGkiLeCFHtKY1us21Zp+sC7JR4l112hD+f5uTi8QH+cgAAAABJRU5ErkJggg==) 4 26, auto;}
34%,34.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACjklEQVRYhe2Vz0vTYRzHX879/plrTqdmzlYihmSHEIQ6FNSloIv/gN0SiiiIwkMZhUH2+xBBBVGIUVld6mCHfpluaprir2Vr05Zu05zNFKWnSzvJdF/b9LI3PLfn+bxefD48zwOppJLciH8rZmTJhPfWn8Bz9XxUZFUFxOD9s5jy7JgcxXy9XhdTQp4MuPtlPTqtDb05n5993XiD3TE3J1pAfGu/jEZnR2fcxNTQZ7y+DnadeQCQlmwB4XNfQmO0o1NsJjw6yIi3jYpjtxGx6ImED3+/KEYmn4q52T4R9DQKZ9ORZW9AwuC9gQvCHX4ipucGxESwQXQ0V8cNlzqCRUU/hGqRqR1YlCWEwy4Cwy1s330D4uy6lGsongdq6Y68ILAwDEDzZA0qdSEWVQkTkRbG/O/ZtiN+OEjsgDo9g3XKPDLlhTwbP45CnoNVUcR45C2h0Q52br0lCS5FQDQGTpOjd/BlxgWASm4hS2XHF37NmK+Pg2V3JcOlHBDvZu8wN/+b/mAbmdpsKrPqaPKcJPTDS1X5Q6n1JAmIx+Fz6GR6Po21YtaYsBuK8XoHqSq5CcCr4BX2Wo6uSCCuEcjS0/jof4NJocOis9HudjEVmuSepxqzxoZeYZDKjVtANPw6RavfiUoGRqMF51AnkfAMxY4C1CoDZnU+uaqSpAng8nexIOaxmTbS1t/Dn9kFigtzUSu1FBjKKNdXRreu6LVd6pA47N7H9HyEInMePf0jpKcJijbYsGlsHMq+9l/gaJbsgD8SYoslm5YeN1qlHHuOlRr7o4SAlysi9rhKcVgt9PYFWK9X01ThTCg4mpgdsGZoaO0apXP/QFLAS0Uc6C+N/mar8p0uElgrcCqprEn+Amkg6T3n/+n6AAAAAElFTkSuQmCC) 4 26, auto;}
34.5%,34.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
35%,35.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
35.5%,35.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
36%,36.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
36.5%,36.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACkklEQVRYhe2VT0iTYRzHP9PN7d0fpzb/bKnpHKYpkh1E6hDdgujSIejSpWuHEQlRdMkoDJKQOlhYRNmhMIVuHgIV0ekwtJX/Vs2pTd2mNdsyFJ4Oui4y3WubXvzAe3rf5/f5vr/f874P7LNPchEbV0xSkin/1FyH58mdaJDdCSA23nqi7RZGSzFGaznfWhpihlAmWq4A3F2N6CQz+oxCfkyM4F0cibkmoR1QrIcgvcBKelEly0tTeGeHOFnXGr2dVIRn+r7wBTqEADE/2S4G2uzbbsKEyV3f7wn3UruI/BkVgbnXQsTxBUBiRiAc/rugt3FAe4RQeBivp/vfOLZD7ibcVLMzWI9KYyMvrYLFkJPgdB81tQ8BFPEMXU4HRKu/noHwO3xrXwHoWLqJpLFiVlcwH+5jxtdLzdF1ebxFZXVAl5pJVlo+ZqWVFwtXUSstWFSHmQn3sDA7xJnKZllyOQFEi/8G+Xob4xEnAJLShEVdzJfQe+amR7lY/Uy2XM4C0bnylJXV37gCA+Rq87iU28BLzzUCc17sta/k1pMVQDwP3UaXosc578AkGSkxlDPlncBe8QiAt4EHnDPZdxQgrhEoUhX0+LrJUOnI1plxup38DC7R5LmMSTJjUBnkeuMOIB7/uk6vbxB1CmSkm3BMfiASilBuK0JSG8jWFFKkrkhaABy+YdbEKhbjIfrHXIiVNcqsB9GkabEZqjmlPx99dEf/+q0WiQvu0yyvhinLyufz2AwpCkFpgZl8ycyVvKb/EkfZsgO+cJBSUx79LjfaNCU2Sw6NxW8SIt6uiDjmrKIkx8TYqJ8svYauE4MJFUeJ2YHsTImR4QDjZz8mRbwV4vhYVfQo3ZWzfFOAvRLvs8+e8BfuF+Yw0c4EkwAAAABJRU5ErkJggg==) 4 26, auto;}
37%,37.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
37.5%,37.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
38%,38.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
38.5%,38.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
39%,39.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
39.5%,39.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
40%,40.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
40.5%,40.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
41%,41.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
41.5%,41.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
42%,42.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
42.5%,42.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
43%,43.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
43.5%,43.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACj0lEQVRYhe2Vu0+TURiHn0LpvRRKU1sESiumIoTIoDFhcHDQxRAX/wAHJ2I0kWg0LIIKJl5AHIgJDIoLkxpHiEGJESrILRRspC1i5VIwYC+xyHFQEmJsaWsLC09ytvOe55f3/b5zYJdd0ov4s6KSkU75eHct7u6bG0G2NYCYGrqOzmBFZypluqcpaghpOuSTrrtoZWY0yiK+zY7gXR2JujnVHRDvPfeQZ9vQ5JWzGvTg9Q9yrLoTQPKvglR2QLyauYNUaSVbvZ/llSlm5vqpOv4oqjyVAcSzL7eRKm2YVHbmVkfxevs4caQ5pjxVAcTjhVuo5CVY5AeZDQzh8b7h9OHWLeVJyf5eLf568TzQJaYjk6LX3ylEHP/+ZhL5CEX9QiMvAi/5tOYG4MZyHXkKG3Z5Gc7AWyZ8fUgSsZPgCHIz9RTICrFJi7k8fwm9tAB7lp3hwGs8s4PUlrcBSBLpe7wBxLWFeko0+3AEh36HkRqxyi30r/TgnZmgsbIDkph5vAWiPfyEUCRM/6IDk8pA054G6txXmP/qpe3o00TPSyiAaFhpRpOh4N3cKDqlglJtCVPecR6WPQDg/mIrFww1SQWIawSSTAm9vg+os6SY1SYcrhGW/X5q3BcxK81os9SJeuMOIK5+b2TA54KMdQzZRoY+OgmuBCkuyUcrz6FIYaFMfiBtARj2eYiINSw6I2NOD2vhMHttelQyFZXaQ5zRVG9sTerSiVUkTrrOE4j8oECv4bNzCSH5iblQi1mZQ4up4b/EG8TsgD8QwmRQ4BpbQipbx5ivpsvamhLxVoeICsc5DMYsFiZCKDSCgaqOlIo3iNoBZS7MDoeYPNWeFnEsRIXz7OYHZ9vZMfEuu+wIvwCQUuXLOK0QSAAAAABJRU5ErkJggg==) 4 26, auto;}
44%,44.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
44.5%,44.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
45%,45.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
45.5%,45.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
46%,46.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
46.5%,46.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
47%,47.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
47.5%,47.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
48%,48.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACjklEQVRYhe2UTUiTYRzAf5tzr++21+Wa5kzNmR+YYBQUgQePdaljBF06ebAOBUXRB1SGoqB9UJcMiUARolNQh6hD336Qn7Wpr6bzuznM6dRQe7q4S7G5zS0v/uC9ve/z+z0Pz/uHLbaILWLtCYg2lvKvXRcY6qjwh/zXANHddxOz2Y7ZUsD3jqqAEbEIEM1qLSYlF8Wyl/nfk6izXQFf1kVb/mr4NkbZjmLcjWe2m/6xLxwuaQDQxDpAPBupQZbtbDfmMuXtY2C0hWPFdQHl0QwQ9ePVGORsMg35uOa6UV0fOHnwblB5tAJErbuSbVIeuVIBA752+l3vKT1wf115JAH/3ORyTzUZCXso1Ofh8Laijnzi3P7Q5OEiyt314rnvnRhcGReAuDZTIxp8L4QA0fjzsSjvKVt38PxNWCeQFGcmXZ9Kti6N8z+qSdNlkR+fxcPZOkrNp/xbDmvnoc4BccVdR44pk7YFJwBWXQp2ycYb72s+D35EQ5hbXyPUWlG/9JLF5V+0THeTarBQteM0l4aqcE3203joUbjrhRUgbnmbMGklmqd6McsSBUomfS4HDwqvAnBnuomz1hMRBYR0BzRxWt5OODDGa7EZrbSp35jxuDkzVI1NTkaJl8P1hhwgLs8/oXViGLQCa2Iy7f0qC955snIyUCSFzIQ0CiV7zALonBhnWayyy2yhx+liZWmRndlWDHqZfUoBx00l/lcj+u+DfSSOqLX4lpdJtxgYdboRmlVsGYnYZIV7qWUbEvsJegIe3xKpVgm1ZxqdXpCSpvDUfjEq4vUWEUVtlVhT9LgdXhJMGlqLr0dV7CfgCchJWsY65+g9eiMm4mCIImeFf6ZHMtw2HrBZ4i222BT+AG7W4Hfu3Xu3AAAAAElFTkSuQmCC) 4 26, auto;}
48.5%,48.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
49%,49.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAChklEQVRYhe2WTUiTYRzAf865d6/belNedfMr50emA/uAIvLQtUsdgjonQaeEDllSdMlIDCpbSkHQJayDEEHQUSgVP0v81m3Ymta0VzFXM8PJ06WdYrrZlpf94L09z/P78ed54YEkSRKL+PNFRJdI+ch4Hd6J2+GQ/xog3rtuoih2lIwKPk40RYxIRIDo9NzDYinDouxnJTTPuDYScbE+3vI3n+5jlu0ophK0lVGmfR84dbwNICXRAeLF7F3SZTtZpjLmAy5cc/2cqX4SUR7PAPHoyx1McjFF6eV4v4/i9nVTc+TBpvJ4BYhGrZEcqZJ9Uhmu4BDTvi5qD7dsKd9OwF83uWHJSamxHIehhNFAH+7ZHuoPRSeH2P4C0aC18TrYw0xoAYAby60UGytxSGX0BLsY8ndTfyB6OcQ4gYxUhXyDlWJ9Dpe/PiRXX0h5WgGdwU4u7D4XtkYth+gnIK5rzyg15zG46gJA1avYJSsdgbf0zvRuSx7LBvF0rYOf62v0L05gTc+gKec89d5mfPMenh9tifW8mALErcArzDoDfQtuFNlAhaUAl2+SVkcdAM2LL7mknt5WQFR3ICVVxzu/C1OaDptJZdAzyfKSxkWvE5usYkmTY/VGHSCu/WhnwD8LOoG6S2XI7WE1EKSotBCLZKbQaMMhFSYsgGG/n3WxwR4lk7EpH6G1NfKKs0g3GDlo2ctZ87Hw0pjHv9UmccLzmOB6iPxMmbkpDZGyga1gFzbZjNNa80/iMJtOYCn4C6sq4RnT0BsE2bkW2u21cRFvdYioGnSiZktok98wmlMYqL4SV3GYiBOQM1L5PLzC9MmrCRFvhqiacoYfk5s+KBMWsFPiJEl2hN92+NWSfM5E/wAAAABJRU5ErkJggg==) 4 26, auto;}
49.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACiElEQVRYhe2WW0hTYRzAf9Pdzq5a0zlvtbkymUgGheBDr70EPtVbEL1FUHSBMHrJKAy6WE6Sop6MIIjAnqPMYV5qeAm3OWpNbdoUdTkbqHy9tKfY9NiWL/vBefvO9/vx/86BD3LkyC7iz5OSvGzKvZ8vEfLfSIb81wAxGLhGgdmO2VzDV19ryghlNuTvgncw6W2YDJUsLo4wMjuScnGmA8Trb3cxSnYK9FVEl0bxhT/RdLgLQJHtANE1eRudZKdIv4dILIB/aoDjjY9SyjMZINzfb2GQHNh11YR+jhIIezh1qC2tPFMB4ma0FZumln2aKvxxL/5wL2cPtm8o30rAX19yy3w7Tm01LrWD0dgHApN9NB/YnBzk/YaiJfqc7ng/X9ZmAbi68BCHtgaXxklf3MPHiIfm/ZuXg8wJFOabKFdbcSitXPzhplRZQbWqgvfxXoanPXTUdsqSywkQV6JdOA1lDK1MAGBRFmHXWHkT62F80svT+k6EXLuM9eJJ4i2/VhMMzI1Toiug1XqSy6EHhGeCPGtok7ufrABxPdaNIU9F/2wQs6SmxlhOIOzD7ToPwL25V5yzNG0pYFNHoMhX0BOZQK/Kw6a3MBQcZ2F+jjMhNzZpJ0aVJNe76QDRvPySwcgU5IHFZME7EWQltsxuZyVGjZ5KbQkuTWXWAhiOzLAq1tllLmTMF2YtkaDMUYxOraXeuJdjhobkUtnj3+glcST4mPjqGuU7tEz5ogjFOrYKEzbJwP2SE/8kTpJ2AvPxBCUWLcGxKEq1oLjUyAv76YyIN9pE1A11YClWEx1fQmuAwcYLGRUnSTkBqTCf6eEl/EezI06HqPN1JC+TaS+UWQvYLnGOHNvCb2H82d5H1YavAAAAAElFTkSuQmCC) 4 26, auto;}
50%,50.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
50.5%,50.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
51%,51.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
51.5%,51.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
52%,52.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
52.5%,52.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
53%,53.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
53.5%,53.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
54%,54.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
54.5%,54.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
55%,55.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACmUlEQVRYhe2Vz0vTYRzHX5v74X7oN3XOTc3aHIgZQockMIjoEkF0if6AjiUhUdAPvGQkGvaLiiKKLnrxEhrlqYOxQp3OqZlOsTV/zJ9ps5k58elgipfNzTa97AXP7fN8Xu/nA8/zQIIE8UX8WyGRx1P+9stVOj131oPsaADR6L5FpmTBKBXS+a06ZAhFPOQNQ/fI1JnJ0ucxNt+Nw9sdsjjWAcTL7/fJ0Fgw6fIZ/9mD09vJxWN1ALJ4BxC1I7VkaGzk6qx4/G5co22Ul74IKY9lAFEz/hyrpoACrZm+BRc9XjsVJQ/DymMVQFRN12NT53NAbcYZaKXD28Ldw4+3lG9LtnkJEJWzjaIh0CUGgj5RN9skyroubXn3ty2vnLaLpsCgGF7xC0BUzDULAaJvZUq8nm8WF3qvbwSLtGlU70BakpZcVRpWRSpXpt6TrciiY9lHocLI57F2nh6sgijHHmkAcXPajk1vwLE4AYBBIWFR7+GD38V5Zw3PiioAZAKELIoQkRaKV0sD/A4u0zbjwaTVU511nGueN3gnhqk/cnmtaK1hVBOIpFjc9nejl8tpnRxD0igpTDHg9rp5UnQWgAczbZQbSqI50AYRXUNZkpwW3zg6pQyzTsIxNMjc7AxlnneYNRIpSlW03ogDiBu/umj3zYBchiE1Heegh0X/AvttFlLUyeQlp1GkNsQtAC7fD4JilX2SRG//CCtLf8ixmtGqkjmUksM5vW29dFuPTrhN4uSQnUBwldx0FaP9PoRsFfNeCbNGzSPT0f8SrxN2ArOBICaDmqHeSRQqGcZsiQbLiZiIt2oiih0fMRjVTH+dIlkvp730VEzF64ScgCZNyZhzkoEzp+MiDoco7v+0+dPZcXZNnCDBrvAX+R70Z4AmosEAAAAASUVORK5CYII=) 4 26, auto;}
55.5%,55.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
56%,56.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
56.5%,56.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
57%,57.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
57.5%,57.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
58%,58.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
58.5%,58.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
59%,59.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
59.5%,59.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
60%,60.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
60.5%,60.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
61%,61.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
61.5%,61.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
62%,62.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
62.5%,62.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACg0lEQVRYhe2UT0iTcRjHP3Pb6+bet6ksdWrqdCKmCF4q8NAtunbp1rFLBHUo6A9BZBR2MJEKIqgolFCowEM3IRWitiaKOf/Mmsu2/NdMN9McPV1aSeSf2dSLH/jdnuf3+b7Pj+eFHXbYXOTXWZGUzZTXvztLi/9aPMiWBpD6oSvkWx0UWctp/VC3YgjDpsh9DRRasnGoBYzM9PIy0LticdICCIgOuDn6CIc5hxJLHoNfe+gMeLh1sAlA96++pDxBXC6Aw1JOqebEFxmla8xDY829FeXJRG4E2+VZeFAEpGWqXU65Lq+5AUmTX5/0yNPZMRlcDMuTL69Elq2fJHkN5e9TOz2CM62QCnM67oifrkA3uj8Fokvi+KU2NCltkai8/x4TQC6Fg9IUjUh/bFEezgzIib7HCY89oS3ISNGTb1AoVgycmQiSq9coMxrpjAbxfPJyt/IYJPjF6w0gF8cmcWoq7sg8ADa9CYdJoX02iPejlwfVRxKWJ9Ig9+cW+La0xJuJKXK0NOrysjnnHyLw2U/zgUOJ3pdQALkanEVVUnjtH8eabqY8Q2MoFOB2ZQUADeNTnM62bSjAup5Ap9fTMRzCohqxqxbc/T7CM9Oc9Pmxp5nRUo2JetcdQC6EIri8ITClYFN30d0zzPzcLEV7nWjGVAoUExVK6qYFoMcbYumHUGi10ucaIBZbIK+ymDRFoVrTOJqpxks3tO+rNcnhFz6i80vkl2Qy9nYAMeiwl+/BnmGmsTTnv8RxVp3A9FSUHKcNX0cfBlUhqySX1n2OpIjXukSq7rixlWYx6fJi2q3iOl6TVPFayP7nI1J2vm35f3/LkKrmgW0R/w6wXeIddtgWfgJQzP7rNJckGAAAAABJRU5ErkJggg==) 4 26, auto;}
63%,63.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
63.5%,63.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
64%,64.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
64.5%,64.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
65%,65.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
65.5%,65.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
66%,66.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
66.5%,66.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
67%,67.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
67.5%,67.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACiUlEQVRYhe2V3UtTUQDAf845N/flbMzNzJpNTAwrKBB8iCDCl6CnHvobjHpICKOXjEL7/hAKoR7KiIQKeunJh0ozHdOV5abLj2kt9+F0OeeYcnpxEMHUa5u++IP7ds79/e4599wLW2yRWcTylRJZJuX1X+u5N3YlGbIxAWL5qS8NXceqt1Kur6BltCllhDzdAVnATc9TLGodJRoTn2f66PJ6Uo5Pd4C4Nf4Wq8rAbrWRL7MDOLwjtB1uTbZlNEDcmOjCqjJSptYyFBmhZ3KY1pprKeXpRDT//CZehf1iMB4WL4J94kzvg1VPQNrkVwM+8XI6ItzxmHg+7RZ1jicZk4t/r0ZvSLT7o8IdT4i2kFfU9b+WJJdyDEWjPcCbiSgjvxcBuDgcplQoqVTn8jEWodP3nfv7T4CEPZf0EhoU2RTnKSjVyjnX76dIyCnX5fA+FsUxNcrDvUckyaUEiAvdAWzbNNin5gEwyuRY83PpmIkwGJzg8aGDkuVSJohHngVi8QQ940HMBXk0VRdyvncMb/gXz45VS72fpABxuSeCRinjk2sKvUFFhUXL0KSXltpKAG47g5zdZ1xXwJq2IEuWzTunD7UuB0u+GrvTQ3g2RF3HGBadCq0qR6p3zQGioXuO3n4fKGUYtTr6HMPMz0XYVWFDq8ilRKOk0pCbsQCcTh+JJcFOs56BHheLSwtsrywlT6ngQKGWk2Wa5NB1fW5XmiRq73iIRhMU2wqYdLoQ2VlY9uzAYlJx96j5v8RJVlyBkD+K2WbE0zmAXK3AZC2i/ZQ1LeLVbiKqTtsx2kwEnIMojRp6m2vSKk6ScgVUZgM/Pjhxtx/PiHglRFWD6+8fzoazaeItttgU/gBxk/gsgdwCAgAAAABJRU5ErkJggg==) 4 26, auto;}
68%,68.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
68.5%,68.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
69%,69.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
69.5%,69.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
70%,70.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
70.5%,70.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
71%,71.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
71.5%,71.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
72%,72.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
72.5%,72.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
73%,73.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
73.5%,73.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
74%,74.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
74.5%,74.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
75%,75.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
75.5%,75.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
76%,76.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
76.5%,76.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
77%,77.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
77.5%,77.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
78%,78.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
78.5%,78.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
79%,79.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
79.5%,79.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
80%,80.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
80.5%,80.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
81%,81.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
81.5%,81.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
82%,82.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
82.5%,82.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACj0lEQVRYhe2WzUvTYQDHP9O5V9dS59x8W9PlSyvRoAj6ByLwFARdPAZGhwijMDqYYWiUGhZEUnSRoEOHoFsllUhqqc2c1rK9ZFPnFGybktbTpZ1qaz/b8rIvPLfneT4fvs8DzwPppJPaiF8jZjJSCT/zrp8297OoyH8VEAKw6vOo1hfQ/qk/pkQqBMQ1p4v7fh+NxXuYC23w1huKOVmWbHjnsAdrnppygxZHKMixwtIo5I+sZDYgrj71YZVr2anX4VoKMfRxDhnxb6E8WfCOh18oy1JTWajBMf+VAbeX7sP7AWTxak6GgLh8L4BNo2SXRcmoL8xLj5eeI/sggSOWKvBbm62dQWx6FfYKBSMzKwx6ffQ07E0IDtLugOhoDfD4URjPzAYAFy4uYzOqsFcpGZwMM+D009NQmzAcJDaQm5NJSbECS5mcpqYFSvPlVFRm8WIszBvPLLfO7pYElyIg2s4HKLNlMzYSAcBskGOxKnkyuILT5+NuR51kuJQFou/OGmur67weWsRg0tDSXsC5ZjfehTn6eg9I3U+SgOi5tIIqOwPHq3lUejXl1Tom33vpumEH4GbXIidOGTYlkNARyGSZjD33I9dmUWDW4hhxsbgcpOmkG5NZjVaXJZWbsIC40hzCNexHkIHRsI3p0Q9EIisU7bCh1ykpLVVRZVemTADvuJ+NdUG+RY9nYoq1jTVyi8rQaBTU1umoP5odnbqpdyXeInH6kItv4XW0xbksfZ7iu5ChM5ew3aym5brpn8DRxG0gEgyjNhlYck3wQ65Aayyk+4E1KeC/bSIaa0ZQGIxEAk6EKpve4YNJBUcTswGZOofV2XFuT9enBBwv4njNVPQzGfdDmTKBrQKnk86W5CcWWtjlbCX5XQAAAABJRU5ErkJggg==) 4 26, auto;}
83%,83.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
83.5%,83.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
84%,84.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
84.5%,84.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
85%,85.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
85.5%,85.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
86%,86.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
86.5%,86.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
87%,87.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
87.5%,87.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
88%,88.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
88.5%,88.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
89%,89.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
89.5%,89.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
90%,90.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
90.5%,90.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
91%,91.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
91.5%,91.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
92%,92.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
92.5%,92.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
93%,93.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
93.5%,93.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAChklEQVRYhe2VzUuTYQDAf+/c9u7L3qZTNzVrcyBmCB6SwCCiSwTRJfon6iBREIWXjMTCvqiDRHXSi5fQqE4dlBl+pG5afmJrOudn1mxmTXy6NJBgc1ubXvaD5/Y8z+/H8/C8L2TIkF7E3xEVVTrlV1995PaANxKyqwHiZvsE9jyF8nyFxoHPUSPU6ZDfa5vClmekpMCEx/8NT78v6uRUB4j7z75gz9VTajUyPPedgUEfLRdPAEjpDhBNTTM4c/U4io1MeIP0umd5WlsTVZ7KANF8Z44yhx5bmQH3pzVcwz4e1lXHlKcqQLQ2LFHqlLEdlukZDNH5wcfju0d3lCcl+3e016+IobaQCIyHRUfLihBxvP3tJPIMhat+icmOEMHpTQDe1q3icOgorJBxvw/R7QogJWInwSswmLMwF2vZ51Dz5soiBYVqcss0eLpC9A34aWg+AiAlcu7xBgjXjSUsThPz/esAKBY1++0y7ndBPKMz1L2ogiTuPN4FYvz5Br9/hvH2LmOyGjjZWMDLa16mffNcbj2W6H4JBQjPrSAqkwp/zwIaRY+lPJuJCR/nn1QA0PtgmepaS1IBcV2BSspirjOAZNSg2IxM9k+xvLrC60teFJsebbYmUW/cAWLo+g+W+wJIqMix7MM7OMnaehD7ISe6bBlziQ5LhZy2AL66A2yFBcpBhZmRMX5tbmArcqAzaCmqysZ5wRSZmtRHJ9Yi4To9xVYojLY4h8DsGFtCQrEdQLbpOf7I+l/iCDFPILwSQrZaWJgaQVJrUfILOdVmT4l4p01EV2U/siWfxaVRVDoTZ/pqUiqOEPUENHozC/5Bzo6fS4s4FqK7cmz7D2fX2TNxhgx7wh/d0+NtCQTEGAAAAABJRU5ErkJggg==) 4 26, auto;}
94%,94.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
94.5%,94.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
95%,95.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
95.5%,95.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
96%,96.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
96.5%,96.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
97%,97.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACe0lEQVRYhe2Uz0vTYRzHX9PvnPvxdZnTnBNzyzARhC4peKhL0F/QMTqHhw4JUURYURiYGUREGBUYkdDFi5dMItR0mr/y59Q5xZlz/lhOkwmfDmnUYep008ve8Nw+z/N68Xme5wPxxBPbyOYKm4RYwsvffOf+R/eWyIEKyJ3XI9itZgpsZiqbJsJKKLGAP6p1Yc0ykpNtondqid4WT9jiaAtITfUkxzP0nMgx0je5TFebh7rbZwE0sRaQ2qop7HY9VoeRodEA7R3TvKgoDQuPpoC8fziDw6EnLd9AT99Pmls91FSf2Ra+f+rmN2t84JOBDwGZHV6XxncLUl7WteP32wfz/yUgY/VB8Q+HpLnOLxVl3bGDD9/1yWxDUNbGNwSQzluLMlUXFAFpe7UkVVf6I4ZH9AZ0qYmYspPQOxQ6r81hyVJQ87V0PV+m+LKZkj9lEd35bgeRjNz0cSTPxJJzFQDVomCw6xhtCtDbNo6GvfV9t7Yy9/IXobUQM+3zGDINFFYe48t1N+OeWS69LYn0vIgEZOZeAI0pAd/XHyhmPSkFKq4RD+eeFgLgejxP3lXLngR29QYSNYn4PnvRGLWoViMTThcLi36cZW6MVj2Kqo2Uu2sB8d5YYbnDSwIJmC0puL+NsrIawJGbR5KqIyUnGbVQFzMBAj1eJCSox814+gdZ31jHZnOgNSSRdlol46Jpq3RPE2+7TeK6MEgouIaabWNsuhuNKKRbHShWPSefZO4LvJVtOxD0+zmaaWfY1UKSYiI9I5dT9faogHcSEGdRI6mqlQH3J0zJ6ZS2no8qeKfIWHGfNOQ/+3fuH1hkqKj9UMB/BQ4LHE88h5LfAEP4CvP3wJYAAAAASUVORK5CYII=) 4 26, auto;}
97.5%,97.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
98%,98.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
98.5%,98.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
99%,99.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
99.5%,99.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
}
div.testarea{
animation:rwdcur75074 3.3333333333333s linear infinite forwards;
}
