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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD3ElEQVRYhcWVX2gcRRzHv9ldlu3t7d619kFrS8QHoUHSgKWQCn0oglREqYhWsPgHTKGm2hYUE/FFUBClNhE0Ym1pA7Vii5Vggg3XgLVVikgsIj6YB2uSxku8ZHdvL5u7+f1+PtztccYUlbskA8vuzM7M9zO/729mgNUuIxdn06uprwF4bOTibOdqAoBFejKZ3JOrBqA1NWkATmQyuYdWHIBFwCIAYDDj0+Hh3M6VBWAgfoRhCeOLC1/ltq0YgJSFIVxuYJEkiwwNDf5594oAxB+xFRWYdSwyPDAwc+eyAxAJiARAOQoxCDNuFUbm/PnpDcsKEAsSVYXjfACL3EEkw2c/y65fPoCaJCRVFo6jQiQQRgszhj45/Ye7LAC1YnEkYiuEAVX+t5UZA6dOTlkNB4h3wGIIUmXxmn87WOTcx8duGA0FqAk1SKEqHEMQVfJCBKTwgIj09/VNaP8+9X8rhqrsAKDmLKi8RaQaBeZqfY8wfAD7GgGgVVddKq80jkhJ8WILamE6envG32oMQOw9oypaseRVUmgnkr3MeJ1FTpPC90QyV8mVl9898vsrDQOoel72vfeZZ297M5st/jA9XRrPzZZ+Ky7Il3ZS29t5YONaFrlFGO3MGH/n7evr6gFoOvbRZAeAD4Gq92ejiJ8IQ9oP4DUA6y1Lg+PocF0Dbkq/mnKNA+3bU1frXT0AaKribakkIJKvi0V+KgypH0DPEuJwHH1b0tEvjY0VHm0IQBx2ZvzMjIeDgA4D2AMApqnBtvVR29Z77aR23HH0Gdc1YFmaGea5/9srXku9AEblIpoEsCsMyQDQFYtblnaoY9+Go3Hnaz/mXcvSzkUR3xfklRUE9AaA3fUAaCzis8iuF17ceB3AIwASpqkhkdDOPN95+9Hazq1bkv58gR/3fTUXBATfowdPHL9R1x2hCePMwYObrlXq95hm2XPb1vuXGtC6JZnzPRr0PYLvKyMMqbUeAOPQ4U3VimlqCcfR4Tg61iS0mZsN8nw1E+YZQUBYKHKiHoC/nemplD7pODrclI502rjpyvIBtfm+QhQxhDHVMADXNUbclA4naSCdNl4aGyskFw/44P2JnfmQdkQRA0AWwE8NA1iT0C44SeMXN6XDtvW7oogzly/PbQWAUyenzL6+iacXivz5fIHjIe91dTfz4kn/T2la3DA6Gmy3bX1ElcT0fAXfIwR5VfA9Mj1fGTXiowDau7qbo3oA/nGvt7U5V1RJdnuVrRbkFXyPEkFAteLfAbi/XvElAQBgc4s9GIa0OQzpSBDQr0FAqjBPBQDfAHgOwL1d3c3ZesUB4C8krKgwvO9X1QAAAABJRU5ErkJggg==) 1 3, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 3, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 1 3, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 1 3, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 3, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 1 3, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD2ElEQVRYhcWVXWgcVRTH//djtpvdzTY7CcGGlkrxqYpUkGIerFJETAMVBWMVi6i1+tDaD1FMxRcfEopaaZVaaaSmKa0fLVQDBo3boIEiIlKK9FUS0xiT7GZIWUgz957jw3y4TS0Ks0kuDDP3ztz5/875n3svsNxt6MJMw3LqSwAdQxdmdi0nAIj5cLFYfmbZAKQQEsCJYrG8dckBiBnEDACaCJ8PDpY3Ly0AAdHFhDQTvvru2/LGJQPgQBhMwQAx54h5YOCb0l1LAhA9RFaEMC4xD/b3T69bdABrGdYygCALEQgRbmNC8fz5qZZFBYgErY2Fo3oAMd9uLQ+e/XKyafEAqorQmkA4yoq1DCasJ8LAmdN/5RcFoFosykRkBRNggnf3EqH/ZO9EuuYA0QpYCGFNIF71bhMxn/uk509dU4CqVMMaxMIRhLVhXTDDGmxh5r5jx67K//71/2vahCsAqNoLwjszx1kgivvbmDAL4KVaAMg4aj+INMqIb2ihBdUwO48cHjtYG4DIe0IsGlrypjVotZa3E+FtYj5tDX6xlr2wVl5//9Afb9QMIPY88P3Ic8+v6pqcnP91asofLZX832fKpn921mzftXt1gZgbmdBKhLF33xl1kwCInuPjOwF8DMTen7WWn6pU7Mu+z28BaF4w52cAezoPrP0piXDUpAm99X2GtfyjUuLZuozsy+f1B/m8bk6nJRxHQPxT9xsBDHd3jXTUBCBKOxGuEOHRlpbU/oYGvc11NVxXo+Dqy7l69WEuqz7NZtV0KiWhlNAAeru7RhKfmDo8iMYBtG16YKWem6NO32cYnzE3R6+2bWk8FH3cc3w8L4Q4Zy0/5PuctpYPAmhPAiCJeZaY217Zs3o0m1WPu67OhJF/US0OADtebJmtr1dPNDZpr7FJw3X1I6f6JhIVoWTCZ3v3rrkMAJWKvef6dYZSAtms6v23CR1PNntuwfnaLTgouFqubNB3JwHQ+/aviTulkp9zdFB0SonpW00quLpsw8L1fc4lAqjuzJTNuFICqRUCUogNCJbcTS2bVRuAYGv2fR5LAnDDoeJ5plguG5SmDTzPvHaqb+Km6IaHvc2eZx6sVCx8n6czdeq3JAA3ZODaNfu9tXxFO2K9o+UdSuOHj45e3S0kLmbqVCadlk97nnnPcQQcRyCVkkfvvD9nkgCIhQPdXSP3ARgCkFZKQCkBxxHzjiO04wipHYEVKQnHEZfqMrK1vb1prqYAIcTDAM4AiJeYkIAUceQX02n52As7Vk0mEb8lQAjRDGAfgK0A1gGYB3AJwAkAJzsPrKWk4gDwN6Kga4Qy26zvAAAAAElFTkSuQmCC) 1 3, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 1 3, auto;}
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61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 1 3, auto;}
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94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
}
div.testarea{
animation:rwdcur216997 0.6s linear infinite forwards;
}