@keyframes rwdcur228534 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 16 13, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 16 13, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACFklEQVRYhe2WT0hUURSHP9MomMaNYjULQRgGRBBBY0BtFoEQEhJUzMKNgtCuReJCQYOEWggu2omL2sXQP4UQQYiYLBhQEUGi54DgQnPSjYO4ELHF6/i4x/d0ZhFzoX6rd94997z3++695z3411VWaGJdY8NxMYXXV1YLqn2hmKJ/QxVBA9rx86FhYzyZTAKQSqUAcBwHgGw2KynG/CAiJSdw6q3E+c2mZgCi0SgA48urAJS33zLyj+Y/+RbuunLJiL8sLwKnSdhDQDvf3twEIFNZBcDh/FxRhS+2dwAQ39sFoC2RAODlW3fPCInSExDnvffdXf01nQYKd75/96kRh6ZGjFiT6O3rA2Dw2ShgAYGTPhCLxQBvjQ5Xls6cuJ94CED9oEvu+8C4b54QdK5d9x23h4B0Mul4ska5n1u+E+vHHgPwK7sGQCg94ZtX88e51JXniEpOoCwcDh8DtMbjgHdeRdLb381+BKA28wPwnB903/EtfO+2e186qUhO2bdMBrCJQHlHJ+Cd16uRCOA5EBI6DpLO0531aG4GsIlAdV0tAHs9jwBomXljJEoH0/8BIr27Za1FC50PAKh89QKAnfUNwAYCcqFJXJ7+bCTeeNJfUEFZa3Es0s7z+bwlX0N9Q5OI1bidbGPy9ZmFch/eG7HsISfndlLtXGQfAZGQEGkiQdKORdq5yF4CWprIeQpyrFVyAv/1G5xxxXkMaIFmAAAAAElFTkSuQmCC) 16 13, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACBUlEQVRYhe2WMUiUYRzGf6ZRoOdSmDoIwnFLEEHFQeoNgRASLho3tCgIbS1OBREh5FRDmzjUFodSuLgIEZcJhxUiiPh1cOBgddniEQ0iNnw+He//7rO7Ie6FeqZ7v/f//r97fu/7Pnfwr6up1sLeC+cP62lcWN+oqfeJepr+DbVETVjH0/fuO/PpdBqATCYDQBAEAOTzeZU466OINJxAxbeS84GLlwCIx+MAPFnbAKC5/5pTf7D8umrj4bZTzvjt2gegkoQ/BKzzrzs7AOTazwCwv7xUV+OT/YMAJPe+A9CXSgHwbD48MyLReAJyPj4anup32SxQv/MfqdsAtGZnnOeWxPjEBAB3H00BHhD4nQOJRAIo79H++sdjF/bktpzx5nSmap0IBp1dVef9IaAkU+Jpj4pfPjsL5Pxb/hMAP2/dAKA14gUdR87VV++RGk6gKRaLHQJcTSaB8n2VlO2rDx8Dlc6jNHI9nFeSSrplK7kc4BOB5sEhoHxfz3V3A2UHImHHUbJ1NlkPlhYBnwic7e0BYG/sDgCXF+ecQiWY/R8g2dOtvZbeD90EoP35UwB2C9uADwT0wZI4vfDGKbzyYLKmhtprOZas81Kp5MmvoX1gSSQ6wiTbnn1xbKPiq5fOWGcoKIZJap1L/hGQREKyRKJkHUvWueQvAStL5E+KcmzVcAL/9Qtgf8Owky521QAAAABJRU5ErkJggg==) 16 13, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACC0lEQVRYhe2WTUhUURiGH7MwsHGjaLkQhGE2QgQqA6YuAiEkQqiYRQQKLlq1iRYJESjUbhbuooXuYiiKNrMRIiYVBlREEPE2IAhZTT8Lh2ghYovb2+V+49WZRcyBelb3zD33u/M+55xvBv516iqd2Hm+66Cawltr6xXVPlFN0b/ByagbNvHjiQeh+6lUCoBMJgOA53kAFAoFTQk9H2Wk5gbKvpWSD1zoBiAejwOQXl0HoL7/Umj+/vybQwtfPdMQGr9bXQbKTbhjwCb/vLMDQL6pGYC9+bmqCp/qHwIgufsNgIuDgwDMvPD3jEzU3oCSj133d/VCLgdUn/zHyKR/8f0DAI25J0C5ibHxcQDuP5oCHDDwpw8kEgkgWKO9tZUjH+zIb4bGG/fSQJBcyKB39tyhddwxoE6mjqc1Kn76CJQn/lJ4D8DPm1cAaIx4Qevv5Kqr94iaG6iLxWIHAH3JJBCcV6Henr11GwgSH8e1y/48dVKhU7aYzwMuGagfGgaC89rW3g4ECWTCjqOw82xn3Z/LAi4ZaOnsAGB39A4APdnnoYnqYPZ/gLC7W2stloZvANA0Ow3A161twAUDurAmTr9+G5rY+/BuRQW11kosbPJSqeTIr6H9wJpItPqdbPvpsyMLFV+9DI21h7yi30ltcuGeASETwhqJwiYWNrlw14DFGjmOqMSWmhv4zy9IpMPpcTklCwAAAABJRU5ErkJggg==) 16 13, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 16 13, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 16 13, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 16 13, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 16 13, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 16 13, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACDUlEQVRYhe2WQUgUYRiGn7IoqfVQYWogCMt2CELIWCjdgyBIRBeLvSYI3bp0KqgOQp7qIN065EVi0SxBRBBETIUFCxEkGhaEPVgtdXHpJGGH8d1xvt3Zdg8yA/WeZvb/5mXe5//+bxb+dR2ptbDj8qW9eoy3NjZr8j5aj+lh6FjQgk088uixbz2dTgOQyWQAcBwHgFwupxLf80FEQidQ9lZK3tN5BYB4PA7Ai/VNABq6e331v5cXKhrfOn3Cd/9h/SNQTiI6BGzy79vbAGSbzgKwuzxfl/Hx7j4Akjs/AbieSgHwetLtGZEIn4CSD952u3plaQnwkrc+f1nVIJ+8WHXdkhgcGgLg4bNhIAIESnMgkUgA3h7tbnwCghM2js8A0J79AsDnEfe5U++f+OrUO05La0Wf0AmU9YBIaI8K377WZPQrdc+9OHMB8Eg07yfXJNXEFOnwCcRisT2Aa8kk4J1XSbP97dxMXcYD/TcBb5JKOmWr2SwQAQKlU6Bzz/4bnm9rA7wENtGBr15F2To7WaXQCZR64FxHOwA7d+8D0DU74SvUBLP/AyR1t6S9ltZu3AGgaWwUgB9beSAKBHRhSZycXvQVXn36oCZD7bUSSzZ5sViMyNfQ/mBJJJrdSZZ/9aaqUeHdlO9ePeQU3Elqk0vRIyCJhGSJBMkmlmxyKboErCyRvykosVXoBP7rDw//uOSPj4rZAAAAAElFTkSuQmCC) 16 13, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 16 13, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 16 13, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 16 13, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
50%,53.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACCUlEQVRYhe2WT0hUURTGf2ZhYOOm8N9CEIZpEURQMWA6C0GQCBEqZpsgtGsTLQoqKNBdi3bSwnYx5F8QEYKQ0YKBChEkegwIs7AaauPQSsIW4zfTPb6nM4t4D+y3eve+c89733fPPe/BUaeh1sDu8+d260m8ub5RU+5j9ST9FxwPumEVjz946NxPp9MAZDIZADzPAyCfzyvEWR/kSOgO7HsrKe+7cBGAeDwOwLO1DQAae/ud+N+rb30TD51qcsYrax+B/U5ExwGr/PvWFgC5ltMA7Ky+8U3QlfsCQCF51pk/0TsAQHL7JwBXUikAJqfKNSMnwndAykdulKv6XTYLHK5cBDkgrBMjo6MA3B97CkTAgUofSCQSQHWPdtY/HbjwV+q2Ox5+AkDz3CNnXg567R2+eaLjgDqZOp72qPjtq+/C5uwEAJ/vuWNL655y5dVzROgONMRisV2AnmQSqJ5Xod4+vbRQV+Lrg9eAaicVOmXvczkgAg5UakDnnr03bOvsBKoKrKK/vnq+2DjbWUXoDlRq4Ex3FwDbt+4AcGnxtROoDmb/A4Stbu21+HD1JgAtL58D8GOzAETBAV1YJ07OLzuBlx/frSmh9lqKhVVeKpUi8jW0E9aJRGu5kxVevDowUXF2xhmrhrxiuZNa5SJ6Dgg5IawjQVjFwioX0XXAYh05jCDFltAd+M8fEy+8GItXq6wAAAAASUVORK5CYII=) 16 13, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 16 13, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 16 13, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 16 13, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 16 13, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 16 13, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 16 13, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 16 13, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 16 13, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 16 13, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 16 13, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 16 13, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
}
div.testarea{
animation:rwdcur228534 1.6s linear infinite forwards;
}
