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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADXElEQVRYhe2UXWhTZxjH/+fknJxz3kbTpknTNmla7YfVTuxaFfEDB3ZYRQduKOJgVUQQK2PX80JEvJDNiYNtiBcbKOLWXWwXgtgbFz8p1qY1aXUp7Ww70ybEJKcnPcn5er0SpESp0N24/C6f93n4/3he3hcoUqRIkf87zNsOm5zchq4G6WzdEq6NZ6k4pVjhPyZy54LT2pX/XGC7Xzh6fFPd+bZtH4sObyUYANl4HOE7wbk/+6K//TCSPUQXQcBWqNi4lFv/9Sbf1c2f7ZMYLQ8l+gRzz8bBMoBvZQvv1NLNo9Ppp1NZc/j1uTUuvuNwE7lwpJn8uMMvHFtVym8ZV8zQrE6TbxLgChU7/UL3qra1opaIIdXfB13OgOoaGI6Ho7EZ9U2NYtfYxDf349rvr2YO1EtnDrQHvmrd1kFK3B5Yplkqx/4NrO/t7bzQP3MkGNOuLlhgtYv7SJREVo6EYWQVCOVusIIIS9eQm4mBcDxcIuN/1d/u5nd+vm7Zlxt27yZ6Jo3ZxyGAAYi3Cpv37CGm2XNxXI6HJudt7I0CmkVz+VQS1DJA/AEInkrYCIGVz0HPpEEtE6AMWAasRWEdbJTOfdDe5siOjUIOD8DMqQAFbISgdE07WlpbSefYre5LT9Xu+VlsIYFoxuxLTE1aYlU1BE8VSKAOjvoVILXLIfkCUHUDE4o5ZFFYAOCR2OWsZSI9+BAMz0P0VkOs8oHheGQehyDyHLvWbd+14Cu4Nqae3Fg5/WmFz09ITQXsLg9KltVDfT4JXVHwdzQ61/OPehoAOBZ2luWgJeIQPBUQXG7wzjIAgJ5Jw1Bk5JIJGJRqhbIKvoKsQVMx1Rj1G8kdJXaek5xORpNlJJ9E0Nd7U+kZTp6/MZX/CQAsCnOjh9tb417qXeILQKioBKmphb2sHIzNBtZux4tYzHrw7MXtuzParwsSAIBJxYz0x/PXs/Fpx+xIyBe5fy99d2Ck/7uBVNdfMe3y670apbkGyeioaVphl7zVkPwB8M5SWLoBLZNCeHBI/XZwdr+s08T8nLf+hO/C8ZUlP3c0uPd9uHULKWtuAcAgMTSAR8Gg8stw6sT1idz3heYWTQAA1nn4T75okM6Wi7YAC8pGM+aDa+PqqUjKuLWYOUWKFCnyfvESABtZmD6Bgg4AAAAASUVORK5CYII=) 16 16, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur196425 0.6s linear infinite forwards;
}