@keyframes rwdcur83960 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACzUlEQVRYhc2WvWrbUBiGH5lMIkuHCuSl2WOwcG4igz0EQ6eE4iW9itQKht5ANi9Z4iUgMhhDcbYO2WSOIRmMpyw1kWm6WBlC4HSQjyzZkmKH1O4LQkfnR+/zfedHgv9EclPGOQB7gxA5VdgURC76sAmIEKC+IYhcUuU6IWIA9Uh5XRCJGVgnxAJAfe75X0NkZmAdEFvzFaczwyRJQEtqEEJI0zTZ3t4O64bDIQCWZSWOCWWDlCDtwCBWzhwI+L4vfd+XQojwenh4kFEJIeTFxUXiu8IpiESunRKsBXsWdar5ZDJhMplkQpqmSaFQIAli/ijOTlWC+dPT06t9R6MRQCJE9GMUmtuvZCFqrus6EEQZled5sbvSPITKwEqR/9R9eoYWmmdJRa+0u7sbg0jdhvYSa6FnxLlVFuZNo+Zbfz5TzJ+GdZmR2xFTG/B9H933Afjxcdav5M3YOp3OrL5UWjBX6v+q4zjOUqkP3x4FUFIgJU/S6XRot9thW6VS4ejoCCBmrvTtrLB4ECUoCrkwDfvj4H4+NS8UClSrVRzHCWFq5RkU7nFk9M1SAHG5bmZztVrFsixNCCFvb2+DyuYe7O0l9n8/gHweAMdxEEJIx3HCpvN8nlrKuJUAhsMhxaSGY5caLlCh3W6jIq9UKpi1Ms2xi43JfXMRYvUMzBkrvXy4ZLreQtXKZRhDSZboGRqfptN/33Rp7ezAYLD8AaQkhJDRffzy4RKAu7s7IDgLDMOg3+8HZW1m4UlJz9D4Onb5cnZDo9HQ3pwBZfz4+Jh68IxGI5geToamYWga+2P43v3NYNpnqR+SqCzL0lrdKs/PzwvmxWIxsQxB9J6UtLpdBoMBjUZDexMAwOHhoXZ1dZUaeZqur69j5m8GUBDhPs+QgkwyhxW+gmlSX7WDgwN0XcfzPAzDCNtbrRaDQTDj8+bvAqB0cnKS+ueUZKz0F2BKZrOI3GyaAAAAAElFTkSuQmCC) 1 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur83960 1.3333333333333s linear infinite forwards;
}
