@keyframes rwdcur104977 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 11 14, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 11 14, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 11 14, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
15%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAErklEQVRYhe2UW2xUVRSGv30uc+bMTK9AKWUo0Aod2gYB0YgvxGi8BEUlWkV98BZEkCAaI1ITQghBH4gUX5RgolGjYIJIoihaUNMiSJkUCwVEbqUdaOm9nTlzOedsH0BurVCgDz7wP+79r/V/e+2dDYOoHzccD0bDXzrRmvV1R3f9+sBg9h6QDldXLTsV3vL4kj0J7WreVduimfXVOxeLwQT4bm0zM+YM73dv4y8n7sz0JUIne4acbsK349HA3m9G6JHsQQXoTy+GpTKX8AeFnJiXQScCSR2lDYUcy/fTW6sMZtgb6w7OeWVF2Hfx2uzEX2X5nJqXRTsKLgLJROry/fQCcNW7GohWr94//kTJyGcMq7PsqWlDHn7the5WgJqmnk8zUmfG6KT6rUvidW8Y4KUP9z9XVRR8b2qAnEV3j6KlKxEKZpkgwOfVp7YfjkT8RC+psdE55QSratWCl68b4PtNrUp3Q0vmt+Py5sftVM6TBT48qkIw3QRASnC7m0uLtfpS7aIJtMrhDcd6xpR/lF76+cdTBNf8CN+pqMspzE17OiFwJ47NrOgMSDyaYHpBOppyod2RQ20ku/cR0o4gkHQ4w9pPuKNWNdXnrX7o+dzYv75rnsB9E3Jnpavq+925Tsu04g5gKGDCZWeJxdsp0hqJ+WS82cnZCrHlk0um1Fzeb8ATKK+UvpDbsbLQODVL89rBjKEmjtFCcKhNmmd6H3/4wNEGtattVaio4h4jbctMeoeNFVmHjl/uG9AENn/WkTvEPbz9dqU2lDJTJLFJt1SUuMXxzvF0jHLIT1MvqVH92VWTigvXyMbHfsaT9Tu903xwqE9vBeCT9d2UV8p+YcorZSA7p+2nyZ7doU6fJGUGSPdpnH0+JmNEIzT9wZn4Wb+UkLBd7KR7dmH4tnqM1nfFqE/q++uvff1D24pblJPPTsLOv2tr0wZHqO1eJRnY0qF5wo5VcZsdWVDiryndYxZTkqjDm4ijGCoyloSAAUC+PMaB5pEwPJ/WWArpOKyN4AUQetcVp6vN1Lcv6SSLHE6Tp+aWDaUZgWRMdiHL9ZKyHPMgbSKTEZzGdGKoKRvbyEBVL/1EzVgTjUd7KHL+pLr3DvKaA29eMfmchKz8QkoEAtlnc7d2K0H9AF4tiiEtDGlhuQKZTMPINtDPQUjAtiVRK8C+WOh4jTt64ev3mpsHAqAB/YYDTE3WAD04apJYyoNt+9CTOl6hEHchakkCMcDVOCrHde9OFq6JCP+KxQ/q8YGEnwfoI+kg3RRoFhg2saQXb8yDrugIVQMEnnaJKQUn5WhqnHFfNcXTFy14xDw90OD/BJCOBXocYbpI1SHqCnTLg0f1grhw750yh1pZ9Fu1HPnW0vu1ndca3C+AdFNgWLhGCstVcRImelLFK/Tz4RZ+at0Jf4ed4NtjG3o3LZ2j2dcbfhmARGIhDJtoyoNhefELFaHogMBG4yChSLVTsMzoYt2rT/jdGwk+DyClA24KKRIofhtLSrS4gaEY508dIejuckIbZZu5cO7stMhgBF8AoLtW8UuE6pDAIRkPkCYVUBQSeKlxJzbuTQZXzp9h7hjM4Ju6qZu6qf+N/gHVwONOW5yoLwAAAABJRU5ErkJggg==) 11 14, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 11 14, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 11 14, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 11 14, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 11 14, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 11 14, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+ElEQVRYhe2VfUyUdQDHv7/nuRfgnnvhgOOAA4EQTpiSF+IkhlugvZAOV4ppOlPXxlyhW2V/+DJz1qw5N5gtHMKQsWY1U1jJsBXlGgh1FO/c6DgUjxt39xydB/f+PP1BY64o7oxcbXz+fJ7vvt/Pnt+z5wH+r1xpvSOr1puV/7SHhBN+5xs3tU5gyh8hCVCSGcrnFA+LeEq99znl4MMKUOGE04Q2WZ9ExR4uVHTGiyz9AiEfK6ZdFgDIrtKLDjUMpocrIAgnHBBBNc0zo7Wd5szvaKnlTInUAABJ9f2JEEdopWJyqrXPUgMADlcg6qUNmouLdYZ8BI1dE+m0P6iWm6MspdvjjADw7lm9yC2LTBlaldSzLRZM8QoxJCIajIiGP8jhs+57xbs2pHz9d70hP4EucZKtOp8YH7xWuCb5i0a3eyKN9jM7s6NBEQIE5u7RFAU5R7IBLI1AdXePCwD2NA1qtpl8HkGG8nxcjPiptSDUugTx3Pjvjf4gh44Ba/ubo/YPF+sNWaBBEfu9to39Sk7I3iGv3ZNRIFdqNVJKu0DW4w/iVrt5z2CljlsyAY0k4k6GTHrMEXAj/3k14mOi/jJLQNCgoD2hdofMiY9HXp10uPnF8Ac5vv9HW2oonSF/B8rrhjIfXx23W62ICKn0ok94Y1eLTbUkAluum8siczJ6fCMTRQDAeTzw2qwLZnkAlvte7oVESmWWCTMX617wHSj5SC9QqeP3eRmJSsJzTxO5tEgRnMFmxQmMTb6HBIESnHfhI2ZdPtvPA7ZnazqstvY3dKaHEvhBSDQ7/bzSbrVH5tO/FibBBeXKT3DekAZTox4VRYVYvz4ZLm8AjHiuYsrpDUy7fNcu/zR18kxpRsj/hnmBltopiuQ6n8kmE0ccPD9MuR3jQpeVyez4gPK/3IXK3kPY2JaL3Lz0tqm7zqa7K93njg95Zo9qBAeajayTG3Aaj72eawt1+E8CiavM51Lo8cPRYJFmtZcExlgEjL0QbOlGM8mC9uYabN/txKRwWjPsXzGaem0kCwd1bGO4i3+AAMDk0WHR1A6nfTXpZ4jpHmCoBYpnYJEDt5CNzz99DRUqhmWyEk5fYHKrLunIoh+YsAQAQK/vtq+dva1E62W49v+Cs5NbYe5+EuqBeE+yJXj6/oGNVW+VRbuWanhe4OrtsVSdc7A+dqy3QDLeJkJpP2okRWAvvYKCPObLTtljR94uSzYs9fA849V19YHjOTzXHsezIzH89VEdf/DklWDdjpYX/7XRByDeSq3DWzGtaPIW4tuOTUjqS5zNuTl7ar+h/P1HISCgN0+bmvknYKjZh603XBcy1eRqnqGcfRTjyyyzzDL/CX4DqcGlZgGYeK8AAAAASUVORK5CYII=) 11 14, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 11 14, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 11 14, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 11 14, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 11 14, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 11 14, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 11 14, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 11 14, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
80%,82.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtUlEQVRYhe2VXUxbdRjGn3P6XfqJ0MBWkDJg61pho4Izc9nGAivbkm2ZupFpIjol6MUSoiZe6IwRd7EQE28UZaKL3pAlyqaQmUliJdsA28CCfIx2Y6MFBCwH2tJzDufDCzfiEFqYkHjR39XJ+T/v+3vO/+YACRKsIfUXvFlo8KxqhvgvwtLGng1FhDz40UtW+slvB/NflMlOK9UExRHi4JYsjfLX0XDL+6XZ3nUr0NY68bwCEseHBP+HUa2qq3lcQKpWBrNeCZIkMDwe7rOka22xdpAPHs67A6YGTyBlcUD3hQc7z3ebF7+vre0hczWa6iQCdiPDn61MF+DI1CFDqwIh/P1dCoUkre+0RxOrAOHrcNXJCYY2SKjXSUIgB9jNxxw7tl39Z+ji5dGubLmim+H51t+ZubkAy06ZaZmmOMP4dSsfuq1PTtpzLE+NxzSKhRk/RXPtvZOvVuzK/CpWAalF5q0hIIDh1NQUmfKufkBwLQ4l0Xy90aD8NE2lPGUTjPAGZ/zD+shv5iJV5lsafeZSi6MRtiWeHACkHGRsiNN+djew6Wzh0SfGlwqVP5fR8H3T3dkJnWZ723Swp2i7Yd9TJtMpg0YeYzMRjicHALi6erNWFLxPe//kexwviPEYGpl1r2bvitj93UhZgIpG4sl5XhCv+6Yjla7woXg7yXgBALj5tkdZ8+Nkc15K8hXaT6khiqDHA8vmaV5ARrJSPcuzO+Ptli53UFs/YOq0pLw8L4rGj5WqA6Q2yV7efx3aW26wuVUIeX1QpKaBkEgemhMB9I2Frn7QcqfycnWh/5ELNCcRh3ThyGw0yhTsVfyZY4v4YTc04o7Iwv1DHqqOlEIA8EA/zwsIhlhqaDT0+StdY2duVRfS8eQxC3S+sPlLABAdFXI4+RO+XXP45sYJpPWY7sGm8c6UzZfU9jPBYjJULSVE7peh0PhRd9Sz99zKxDELiNbjatGgeIfI5p5FBrdl9pkImgf3w/pTcpNuLFSx72CKztoxVnJb0HfWlW1cuOZPVmO+z5L/AtF58meUMSVUDg0fqcC1kWLoWwruOabFInt7+cQjeJblXzcg5lcewdPhPUM2Bhfdh2Hq3kilT0naMiPcGXvHwTWVP1RALHwNEDgnCthGehtDXrpZDtulDU0WQazK79xPrbV4oYBoPQ4YiDdhib4BM5M1X8zgCpsKXVeOP1cuVG11OddNDgBSyIgD2C2cpHfMUMNqrvvGxCZMX3PC0Rc9t7X38LrKEyRIkOB/wV8nebWv6KaLpwAAAABJRU5ErkJggg==) 11 14, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 11 14, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 11 14, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 11 14, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
}
div.testarea{
animation:rwdcur104977 3.3333333333333s linear infinite forwards;
}
