@keyframes rwdcur57902 {
0%,39.11568627451%,100% {cursor:url(data:image/png;base64,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) 13 18, auto;}
39.21568627451%,42.056862745098% {cursor:url(data:image/png;base64,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) 13 18, auto;}
42.156862745098%,44.998039215686% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC0klEQVRYhe2WX0hTURzHP8oehCjEwAa9LMS47Sm5CoKSg/awKMLeFoOQiMskRBFBHyWC/jBCKahG9AdaSUQqCO1h4IY+XJChT2Moo70IIThGWfh2eri717u/3jtXL/l9OXfnnO/9fu45v3vu4H9Xk63ZiiyKfoeT9vxHAlBkMejOACBJraTTeRZSHUcGsWR8qSC+uluNcLMMkDohmqsNhPyS0MMB5r/njUC9fRDPciWVZ9CdAUUWuseOHNXCgz4PgAiMO4k8iRPOwTxaOAWYcM7k+fEL3TMxl7a8GhUBShUY92iBiXhx/5DWTyLOT5xWM60BqGqUoM9HJPGCwIAWpLeVFPR5UNUo0GILoOJShfySuNi6T6YrS2DAQ6Tkyc3aXmmv2H/v/Y6lbag6yQzRse4i05UFoGPdBUCmK8v2SjsTMzfJxWZp844a3lxsltdL7ZYgak7QIQAuz3yjuw8SI8MADDx9ztULZ7h9bafM1+YdJTT20RJAxRpQZO3V29xKQ6eEDlFLk/N3AHh04xW52CxQeWsOBdDf5c2tNOc7JSZOnSCUB8bOkRjxsTEVBSDxcJjHsYPwYPAuDscek880CKsqAgj5JeHvlQCYK0Agy3zu9YAaBzVq1LhW8QdaXHxnObQqQC0ZEJ5CRx5w/Aa0JzZvQd0AhRNMmK6hUA8AS9O+IvOl+x+Ma7vBFQGKggEUWeyNn8RbWO39qFaMLT57h40tgINsRBjwRiVivjQAkUTcOA0jiThvuoOw9KWi/8gHkSIjbm276L9+ml53D4ABYpY3qhWtmlqr65Ncswj7hrKsvoV+1rQwesrmqCltLNa8yycZEU7a+5dVFaBwI8HZLEoySzhJk6pQ9r2PNe8C0LIAnLUTXYemN5aLABQZsep0iVWnS4gphCKXA5Z6Ggaht4qsBZvDS+c0XNMby6LWzQ8bbwiAubU69ldh/mnosY7VSP0BDfE8TfTa+SgAAAAASUVORK5CYII=) 13 18, auto;}
45.098039215686%,47.939215686275% {cursor:url(data:image/png;base64,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) 13 18, auto;}
48.039215686275%,50.880392156863% {cursor:url(data:image/png;base64,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) 13 18, auto;}
50.980392156863%,90.096078431373% {cursor:url(data:image/png;base64,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) 13 18, auto;}
90.196078431373%,99.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
}
div.testarea{
animation:rwdcur57902 1.7s linear infinite forwards;
}
