@keyframes rwdcur98852 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB1klEQVRYhcXXzUsUcQDH4Wd/uw6y+LIpCYaBiViUeBAhBaNXCMIiukpENwOh6P+Qgg6eo0OHDh0KgiDx3CFBQsiD1SWIwjZba9V1tktBHXcGZr7HOXzmYZgZZkiyoru49t+xdjO6PUjUa3ltLoW5sOewGdBtxkXbDprLBsC50lJpOzwPH532zC3v3baD6VZDxYSAb3E5Plu4U+gsHC0MNOPmniXrPriPeiuhkBBQtWEXRDbtC76oo9pqKCmAHeu+CgK+Cxo2kmSSA5Y99lpFp9iGDu88zBZA1WdV+4KigChrwGr8NF7zQ4+31vAmawBtIiVR0hswPWDNo/hl3K7NeqpOik0XbhaamEwaSHcF2Gp+av5ER8pOqi2iJ09AJb9TD1kw54UhC/kApqyUXpWaTlrJB1BxRb8nulzNB/CXkfMWlfN7Csact40LSQNpX0Rdhb5CGbV8AEcMN4eaNSNu5AMYNBtOhbrYSB6AikPaNdT1iiR8GtIAxsNUOK5s0wljGM8aULcjiNHQ4M9XcmaACbNGbakJhtSMuJ4toOSYA2INdIoVDWcJqOgXCdhVEdk1agBjWQFGw5kwYVmI78WrVkX6DKIrYa/lzbtsT+8/f8eTfmG+1dBvxhN39ZqgSYsAAAAASUVORK5CYII=) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB5UlEQVRYhcXXvWsTcQDH4Se/pKGEvsSqlWIFhVIdYodSsUPxDVEo7dLFoTi4VSgo/hsOKg6dxcFRRCeH0k1QVChSsUPUpaCVGmur6UvuHOygY+7g8h1v+OQh3O9yIcnybmHqv2vtJnS7n6jX9NqMh5mw44gJ0G3CZZsOmskGwIXCfGEzPAufnfXUdR/dsIWxZkP5hIDvUSk6n7uZ68wdz/XHUbxj3rJP7qLeTCgkBNRUbYOiNQ3BqjpqzYaSAtiy7Jsg4IdgVzVJJjlgwSMvlXWKVHX44EG2AGq+qGkI8gKKWQMWo8fRkp96vLOEN1kDaFNUUEx6A6YHLHkYPY/atVlO1Umxsdy1XIzRpIF03wDr8Ur8Cx0pO6k2h55WAsot++RwOkyZ9ESP260RXPK68KoQG/E2aSLpr+HfBV+jF1GHVfeseZ+qlWKtuwf2NqfUulMwZNwmLiYNpH0QdeWGcyVstAZwyEBcjVf0mm4NoM8Vp9QVDLYCUDaoFPpDcFhJwtOQBjAczoSKA9adNIThrAF1W4IGGnbZe0vODDBiWsW6DcExGwZdzRZQcMI+kV10iuQNZAko61MUsK2saFtFP4ayAlTCuTBiQYjuRIsWFfU6iq6EvaY3a9KO/f/8Ox71G7PNhv4AcDF7NbJlZcUAAAAASUVORK5CYII=) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB5klEQVRYhcXXvUuVYRjH8c+5z/EgctSTkRAZOEhKmIMcUELolYLQxTUM3AyEon+joaJBaIuGxoiaGsQtKCqQsHKwWoI0TE3N1/s05FDjeR54zm+8h+/95eK67heSJO8WRv9bazSs1f1EvJrT4EqYCLuOGwathl224YiJbAQ4X5gubITn4asznrnusxu2MVQrKJ9Q4GdsiudyN3PNue5cRzVWd02b98VdbNUCCgkFVizYAUXL9gVLtrBSKyipANvm/RAErAr2LCTBJBeY8dgrZc2iBSWfPMxWgBXfrdgX5AUUsxaYjU/inF/avDeHt1kL0KCooJi0AdMLzHkUX8RGDeZTcVJkKDeeq2IwKSBdBVirfqtuopSSkypTaKunQLluO4eBMGrEU21u18fgkjeF14WqindJEUlvw78JFuPLWLLknmUfUrFSpH49cJApTfWbgj4XbOBiUkDag6iUa8s1Yb0+Aqf0VAeqe/qM10eg01i4Fjikpx4CZatifBA/WhQlnIY0Av1O69FuTZeT6M9aYCu0hMZwLDQpCRy8kjMTqLiqYt2+gm6bThjLVqCgR1m0g2ZRXleWAmVHFQ8KX1a0o1cH+rIS6A1nQ8WMEO/EWbOK2nWiJSGv5kwasevwP7/jQb8xWSvoD5hwfTUGL7XbAAAAAElFTkSuQmCC) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB7klEQVRYhcXXy0tUURzA8c8cx2EYfDGZRChZSE8RCSED6WUUhG7cRUS0KxCK/o0Iihauo0XLiloViLug6EHFRC6sNkIZNpWazzstalHLORdmvsu7+J4vh985h0sMDa5g7L9veSNa3YzyVU2jU+FCWNNlBLQacdKizS7UJoBj2cnsYngYPjnsgYs+uGQFQ9WKGiIDviWF5GjmcqY5syvTWUkqayZN++g6lqsRhciAshmrIGfehmDOMsrVimIDWDHtqyDgu2DdTIwmPmDKHU+1aZaY0eS9W7UNoOyzsg1Bg4BcrQNeJ3eTkp+K3irhRa0DaJSTlYsdwPQBJbeTR0leo+lUnhQMZc5nKhiMFaTbAX5UZitLaErpScUEivUMaKvbyuFAGDPqvqKr9Sk44Xn2WbZiwMtYRexr+IfgS/IkaTLnhnnvUrlSUL8Z+MuEQv1OQZ9hizgeK0h7EbVkOjIFLNQnYLueyo7Kgp3O1Seg0+lwMCxZ1VOPgBYDirbI26eIlloHDISh0G+rxLB+7I+RZFMELCf3klklMx7rxnqMJH4Hep0Jh8KSVgV7rdrmbG0D8nbbIxfaQ163rHzcIMYGtOmSkxcE7QoSfTrRV6uA3nAkDJgSkmvJK29kdegWeRJiGDdqzaZ//o4H/cJ4taLfMgp5y5d0Vp0AAAAASUVORK5CYII=) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur98852 1.0666666666667s linear infinite forwards;
}
