@keyframes rwdcur79727 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 4 5, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 4 5, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 4 5, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 4 5, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 4 5, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 4 5, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 4 5, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 4 5, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 4 5, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 4 5, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 4 5, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFTklEQVRYhe3Va0yTVxgH8H/flvL2Qlso5S6FXhAQpFwURBAEBGXgZSY4dftgvMwsGcFkJlsW3eYuom5Tv2icm3Obc4Y4R4w6RUFRKTdBgmABQbGU2gIFXuiFXnjZhy374MCBYvZh/j+enDzPL885Jwd4lf97mE8v7D/6nbfIx891v6lh/D8BRMQmhMVER9/MWfW6OCktc6Cy7FLfywQwJls8+M33VyOUiqwr5RW0O8lpYZOcH/S9upJvD+7TzTbgHxMAAHlEtM3wRF8QGR7GOHv6lK/BaMhhu5NFyemZzQ3Vt9teOoArEHZ7+/huvlh6jl+wfiOqKq9D+6iLQXJ5KzNeWzU3NTt3oObGNe1sACY9AgDYVfz1YXVlRaHVYkZKZg5ull9Fg/om/IKCEbMgCcEyeZufn/9xgsn8cVfh2wOzDlix9o2kULm86sj+z4ms/DVIy8qGUd+Lhroa3Guoh8vpRMR8FeIWJjlC5PLzIpHnMZdr/NqOLW/NDiA1ewUh8fVvMBkNqtrbN7CtaCdSk5MxZrejV6/Ho4ddsFkscDjs6OrogEwZhvB5Ud3+AYHH9QbDiT3vFRqmA5j0DgCAtqtzIjE94ycul7eo+U5dKNONjdj4ePB4XNpoNDLqa9SoU9/CBE1jbmQUgqQhIN1Yoj7Dk0y2G6twfmz8Dl2P1nOUomoBOGYMAICm2mpn+vJ88wg1tE7TfBcJi5LR26tnfPXFHnD5HliakwtFeCQ8vSUQCIWQyWSIj1UhODCQOQEGR7UwKcXudL5pHh2tsFktxhkDACBtef4DgiC23Wuo40vlSjTW10HkJUZWbj49arEy2u+3oKq8DO0tLaCGKQgFAijkcsxVykGSJMS+AcLuh11rnU5nic1qoWYMUFeU0cvy1nh1tWtSpaEytDY3ISVjGUwmE+NuTRWUkVEIX5NH8xbHjzsDJGhtbWVoblchIjwcshApuBwO2jo6eI11NaUAHj9dn/g3AAAEBwcfW7w0i3a6nODxeeDyPaBpvov45FR6MC0GFjMDkRfHWbLzNkIhS4QtMR67dn+EXp0OwYH+CPCRTNlrWoCd2zdp5cqwS6Y+I8Ii5oEgCAAMOGLkEFT1IvIym/B1D4c3ewHGT+owp80J94JcFBfvhd3hQHpG5mUATc8NAACZXHGUw+VDKlOAIAhweXwMke5EQD0T0iAVFkaooBIlw1sYBd2FNvBJTziYbGg0Gvj4+d0HMPxCADc263KUKrabYDAg8PAAySHBZBA0ZR2CyUiBagU4PWPwdwhAjJAQgIRY4kNrtVqM2ad8hdMHbN+4jg4IDDqm1T6Gn48EJIeDCfMohlz96Oy/hes9Zai1qWEe0MHFovDAZaJtFgsxZrfDbLVO2Yc1XQAAWO32E3KF8pOR4WF2woJEVDZriNGt0bSluJqYGL0HOEkwvVwYXy91iTDB0nU/QkZKMoaokRefAAB88M6WPh6Pf6NvwIQwpQISixM+oAnrkVXgFMWAvUGCkaIo2l0VyiKu1kD/uAvSkBCMUBR3VgAA8FvJaYe3RAJjfz+WZeegp/R3iM+V0+68CZoXF0iHDpoJe+k1qMuv4MPdH4PJYuHsLz9PCZjyM3pG4ra+u6NqflwC6S32BBNA0516/FpyBkMUBR6XgyVL0pCTm4c50hB0dHZi84aCkwA2TVZsRnfgrzSeO3P6kEAofJ9HzoPY05NekZdHrFy9+u8NTpcLJtMgLly8gI729mcWe54JAAAh8hIfHh405QHAopTUA5/uO3CKRTBhd9hhGqLw5d7PVjbWVpP48yfsBKB+zl6v8iovN38AlhMHSn5jKgcAAAAASUVORK5CYII=) 4 5, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 4 5, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 4 5, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 4 5, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 4 5, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFTklEQVRYhe3Va0yTVxgH8H/flvL2Qlso5S6FXhAQpFwURBAEBGXgZSY4dftgvMwsGcFkJlsW3eYuom5Tv2icm3Obc4Y4R4w6RUFRKTdBgmABQbGU2gIFXuiFXnjZhy374MCBYvZh/j+enDzPL885Jwd4lf97mE8v7D/6nbfIx891v6lh/D8BRMQmhMVER9/MWfW6OCktc6Cy7FLfywQwJls8+M33VyOUiqwr5RW0O8lpYZOcH/S9upJvD+7TzTbgHxMAAHlEtM3wRF8QGR7GOHv6lK/BaMhhu5NFyemZzQ3Vt9teOoArEHZ7+/huvlh6jl+wfiOqKq9D+6iLQXJ5KzNeWzU3NTt3oObGNe1sACY9AgDYVfz1YXVlRaHVYkZKZg5ull9Fg/om/IKCEbMgCcEyeZufn/9xgsn8cVfh2wOzDlix9o2kULm86sj+z4ms/DVIy8qGUd+Lhroa3Guoh8vpRMR8FeIWJjlC5PLzIpHnMZdr/NqOLW/NDiA1ewUh8fVvMBkNqtrbN7CtaCdSk5MxZrejV6/Ho4ddsFkscDjs6OrogEwZhvB5Ud3+AYHH9QbDiT3vFRqmA5j0DgCAtqtzIjE94ycul7eo+U5dKNONjdj4ePB4XNpoNDLqa9SoU9/CBE1jbmQUgqQhIN1Yoj7Dk0y2G6twfmz8Dl2P1nOUomoBOGYMAICm2mpn+vJ88wg1tE7TfBcJi5LR26tnfPXFHnD5HliakwtFeCQ8vSUQCIWQyWSIj1UhODCQOQEGR7UwKcXudL5pHh2tsFktxhkDACBtef4DgiC23Wuo40vlSjTW10HkJUZWbj49arEy2u+3oKq8DO0tLaCGKQgFAijkcsxVykGSJMS+AcLuh11rnU5nic1qoWYMUFeU0cvy1nh1tWtSpaEytDY3ISVjGUwmE+NuTRWUkVEIX5NH8xbHjzsDJGhtbWVoblchIjwcshApuBwO2jo6eI11NaUAHj9dn/g3AAAEBwcfW7w0i3a6nODxeeDyPaBpvov45FR6MC0GFjMDkRfHWbLzNkIhS4QtMR67dn+EXp0OwYH+CPCRTNlrWoCd2zdp5cqwS6Y+I8Ii5oEgCAAMOGLkEFT1IvIym/B1D4c3ewHGT+owp80J94JcFBfvhd3hQHpG5mUATc8NAACZXHGUw+VDKlOAIAhweXwMke5EQD0T0iAVFkaooBIlw1sYBd2FNvBJTziYbGg0Gvj4+d0HMPxCADc263KUKrabYDAg8PAAySHBZBA0ZR2CyUiBagU4PWPwdwhAjJAQgIRY4kNrtVqM2ad8hdMHbN+4jg4IDDqm1T6Gn48EJIeDCfMohlz96Oy/hes9Zai1qWEe0MHFovDAZaJtFgsxZrfDbLVO2Yc1XQAAWO32E3KF8pOR4WF2woJEVDZriNGt0bSluJqYGL0HOEkwvVwYXy91iTDB0nU/QkZKMoaokRefAAB88M6WPh6Pf6NvwIQwpQISixM+oAnrkVXgFMWAvUGCkaIo2l0VyiKu1kD/uAvSkBCMUBR3VgAA8FvJaYe3RAJjfz+WZeegp/R3iM+V0+68CZoXF0iHDpoJe+k1qMuv4MPdH4PJYuHsLz9PCZjyM3pG4ra+u6NqflwC6S32BBNA0516/FpyBkMUBR6XgyVL0pCTm4c50hB0dHZi84aCkwA2TVZsRnfgrzSeO3P6kEAofJ9HzoPY05NekZdHrFy9+u8NTpcLJtMgLly8gI729mcWe54JAAAh8hIfHh405QHAopTUA5/uO3CKRTBhd9hhGqLw5d7PVjbWVpP48yfsBKB+zl6v8iovN38AlhMHSn5jKgcAAAAASUVORK5CYII=) 4 5, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 4 5, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 4 5, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFSElEQVRYhe3Ua0xTZxgH8H8P7WlpC73QlkJbS2mpEwEvc3GobDqZMiUOB9Msc8tidB+2hbiYLCZLZgzLskQSXbLEOI0Ju2ZuWTYVg0MRcThdvFtopaCl5dJC6fX0nJ729HTfHSTg2PZh/j8+H57nl+d58wJP8n9PzqOFg0dOaFSFeq7v1o3MfwIoX77CvqSyqqeuobFg1boXgxc72if+SYBguuLh422di+322s6LF/ncXKlDIpW1BQLjJw+3fDQy34C/bAAAbOVVzIR/fFvFoqcE58+eKaTi0Y0yqWzP+pc23+250OmaTwAxXdHpuHeWTXP+H777FlubtoHgOVBBP4FM+pvWI8fbDh1vWzNfgGlPAAAthz7/zHnrerNETGLlc+sQ8HqQTMTBA8hTaSBXqV3yPMUxnue/3P1aY3DeAU1v7Hy2bKG91337OrGocimeWV0DlqYQ9I8hHgmDYZJg02nkFWhTSo32lFQqO5rJ8Od3bmuYH8CmV14ligzGG1k2uZTg01hbtxmrq1eByMlBJByGz+vB5OQkQqEQBpxOkFIZzFabR68vPhYMhU7s2fWmfzaAaR8hALid/dma2g1fSSTSaioSshACAvbyxVCplDzD0IJoKIgkRSHFslCoNVAUaJCDrDIQ8K8nBNnmNTVr39eqlarKysprfX19qTkDAODa5Uvp2voGKugf256kKRQvMCM8FRI8vN8HkhTDWGqFplAPkSQXQpJEUbEBVRXlKNbrc7hMJtdgsa3xer07zEZjl9vtDswZAADr6xvcbCr9dmDUK5dI5QiMeiEWS2CwWHkBIJiaCMA7NID7DgceejzIlUhgKSmB1VICkYiENF+lcPXfa7RaS08ODQ1F5wzo7mjnN2zZqn444KxRabQIBSdgLLUhyTCCSDAApUYHaZmNpwyaTEwhwz2HQ+Do7YW9rAxmkxFisRiOvn7ZVMD/s8/nG360/7T/wKMpKio+aigt42NUHJFIFIlkCsNDAxDLFHysRAeaysByUyA0XmIJk2k56OVL0NLyMUZ8Phj0OmjVKtA0Pe2sWQGad77uNZrMZ/0jI5DI8xGLxzE27seIlEDoihvq2zyRDzPyslVIfz+CYhcL4cu1aG09iCTLYnXNcx0Mw9x+bAAAmEosR3JEJFRaHRJMEhPBKdynogT9exBCSgebwoKF5NNQihfC1+FCrliBpEAIp9MJjU7X73K5ItP1Fc4WICKFHfbyCg/HcSUkKQJF08gkGF7gGiSEfjOIXDmEfhZaRo7BKAl5lgShLuB9Xi8hkeXN2HfWG9i1vZEvMhiPjviGoVGrAYIAFZ7C2IQPTm83LjzowNVYL+KTPnCCKAbTUzyTSBAMy4JimBnnzHoDAMCmUydKrWUH4pEIuWTZCly+6ySiO8r52KGrBE/dQZYRg1By4JsWcPk8Lxz1DuP56pWIxGJ/fwMAsHf3WxNyeV53MBRGmc0KLc1Bk80QTOtmSHZXgmzSgHqnnCerzEKi6w9Mjg7DZDYjEaek8wIAgN+6zqW0Oi0mg0G8UFuL8fZOqH/p5sWyLC9bZuDN4QSROt2Nm1d6sPeDfRCJSPx65tSMgDmdAAD4FLvfM+iutZdXSKQyKd59rxl3blwnTp/8EdFYHBKJGNXVq7Djk09hWmDGA48HKTrOzRugvb395kaOOyyTyfaJRTYo8/P5DXV1xKb6emSzWQAAx2UQDofReb4T/rExFBYWzthvzgAAUCgUH17r6ZKfO/VTPU3T0BbqD+7bf+DrHAGBVIpFOBZH2xdHtmS5tESj0aRMJtPg48x5kif5V/InWpNAqppeNksAAAAASUVORK5CYII=) 4 5, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 4 5, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 4 5, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 4 5, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 4 5, auto;}
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87.5%,90.525% {cursor:url(data:image/png;base64,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) 4 5, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 4 5, auto;}
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96.875%,99.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
}
div.testarea{
animation:rwdcur79727 7.4666666666667s linear infinite forwards;
}
