@keyframes rwdcur189845 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 31, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxUlEQVRYhWNkoDFYuWQ5x52b19i0jY0/MjAwMGxbvVZ11tLFd2DyTLSw9MDunQwMDAwMcyZNFDl/9pQOzHIGBgYGr9Dg213VFQI0dcCNK9ckGBgYGB7cu2diYW9/Gl1ezdTiPYzNQgsHvHr2WGfqxP4X0vKK2wmppYkD9KztdhOrlupRsGHDhv+kqKdJGhgwBxDr+5P79hlT3QGkBL2eidkFGJuR3pYzMDAwBAQEwO2lOARuXjlPUk66fukyNzKfYgf8+P7FhxT1lXW136jmgPu3b6jcf/p2PbHqz504xYouRlYauHvrOtvb18+knr3+fJ9YPRdPn+Gvb235hC5OVghcvnbz5+f371RI0YPNcgYGMkKA1BTPwICa6tEBzUvCJ/fusOOTJykESPX9u5cvJJPSM15QxQHUDnqSHEAry4lyAC0tZ2CgcoOEFIthgCq54OntG7rkWE4VB1w6ftg5u7TiCrn6KYqCOxdOO9Z19h6gxAyyHXBoyzrOvjmLflBiOQMDnlyAK/WTG9ckOQCb5dS2GKsDsFmsqPhZVl8/9gktLGdggKYBXMH95EkVb0DAtS+0spyBgYGBkZ7BjQ2g5AJ6WgwDAPgxqvOx5XhrAAAAAElFTkSuQmCC) 0 31, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 31, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 31, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
}
div.testarea{
animation:rwdcur189845 1.0666666666667s linear infinite forwards;
}
