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0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,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) 10 1, auto;}
5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 10 1, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 10 1, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 10 1, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 10 1, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 10 1, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 10 1, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 10 1, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACKElEQVR4nO2Yv1LbQBDGv9UfyzQQZjIeP4NNp3fIc/AmvAUtyUw6P0GggNQ4SUVjy2nlBj1ACm2KOyEdBvvkARuv9jdz8lg6aW6/Xe2uDvBjAGBix8DzHjEMADwAYDseAHze64p2SG38OM0xTnN0SATH+Hha5NGvojMiOMYn0yLvzZnjjDnsgAiO8f1pkfcz5iQruZeVHC9KDn8/5jhzRBCTGF3P3xd5MmPuzZl7GXOUMYeLkoNFycEfeSK4nr8v8qMZ89GMOZkbEeKGCOHfkiMBIgT2dwDgFsAI43TZv7oBHX8aggG21Y+eqiCDADNOTofR92vgLF0CGNlnHFROCNA0fpQuk6sb8MnpkEEAGWMBgIlAIJA9UZ2n4xURfuLARJgADfe+MOKv15xkJg+E336snWvHZOdWbEkA4/210KYJq2x85kchAHAJ1K/1s3EBuK5tcLHmvssdrP1NiHwmVVbV/+QQbJ5ivc8rESACLwEAACTN9wZPAeo+gITFgVcOAMiRQBKeAjRrQEcjoNH7vdda9oKnANLMrvFKggRIi/wnvCLglU5QBN59QEBtmobDwdumTneCBNh9AHkSeOYAfnaUg2cEEIjtjpCwgrjFx1AHI8BQBX8nI6AyXV434JkEzbeALNMN/mUQgLwa0KIVrpCVAVp3t+72qAQktvetaLkt3tEq8O/8y3uvY29segXutrymKIqiKIqiKIqiKIqiKIqiKIqifDT+A1/e6dcOGy+HAAAAAElFTkSuQmCC) 10 1, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 10 1, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 10 1, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 10 1, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 10 1, auto;}
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}
div.testarea{
animation:rwdcur154174 4.8s linear infinite forwards;
}
