@keyframes rwdcur238814 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 24 31, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+ElEQVRYhe3Va0jddRzH8ffv7/9/zvFc7Pz1qPN+jqbl0m1sVh61bdQarbZglOvBgqCLYCMWPYkIGUQ3g9GTQNIKgoINt7GytdhouenxFIx0tYujqW0hLnXH2/FcPB5/PRCE0dTjPPpo36d/ft/f63f5/H9wr+7VMqqyIFk2N9TK3pbnZO0LT8i76aHezaBtpTlyzx43OzdNoIlLOJ7K5kV/Hg2HVxBQWZAs9721l43ZQ9hNAb75eZIznQE2rC/CgUJpzsTSZ48VsHVtlqzb9wDrnJ10XVe4GNE52twBgKL8Sfv6XdjSQlQWJEtPj0/EHRAJB/m73486HabZm0Ljoe9um+TcWVVuLgmQ43JBjw+A7WWF0u/z0dF7a0GQEgvA0+MT13wZ+ANRch3h/33/vnWQrguj+Cdmj6EiP0U+/qiV1MzMRXvHBAA4d7qN32+mkZQwRFVx1m03fnRsgoGRKJPj47hdunQ/lk+GPcTada74ATw9PvFjywVujNtwl9kovz99DpGdDlIYCUxFKa9ykm4bIzvDgm5dPJlLiqF39jyle0shFWVhSjc8IqdnEkhK+JfpsJm9z+gYTUEM9gcJzoxhUoOL9oxpB9wufW4p3t5bwtt6lWljDhnWQR7OGaQwQ8NhlZQVmsnPzeLLr7yMTWoYRWDR3jHtwEuvbONNbVhe7oswNBrBpARZYxrAmW5ijcOE2aQyNJ5ASMvjsy86aL82JKonFGmMxglw+Nt2zrRuB/8wjY03GB4Jka4rWBNVIgkOzg87+brpKN6+3+Yi989AiDx7iHKXLn/tG5k3ijEBfrkyIN6uG5P1nzuoqcvkycpThEJTCAFt3Rfv2Lx/MIBLnwGx8CnHnIJPGo+L401GsEhONz9L+9UB0dY9MO/KFAQWk4LRbI4PAGB3TaO4cmIKCqP0n92/YMaEkGiqQFUX3uQlAQBe2/8DdE2QuRn+aHljXoSUEawWDYPJFF+Ap8cndrzcDkM+SncqXD5Re0eEpkRItWtoBi2+AICfOvvEOwcmgUmKnzYw6nlVbilKm4O4Xbq0m0MkWVUMxhUAAHzccEwcabIBU9xXkUTrqR28+/rzswjVQIpNEpmWWG2WlQEAVNd8KjxHzMAM5KXwfr3G+WO10qLrPFRgJTojgYXfg2UBAKqqD4qbHUZAA2sWm3b7OHkwm11VDoLhmUXHLxsAkFFZL/ydCrP/NSdqVSpqViKBYBS5yIMYFwCAbeNHInpJATQgF7IsTEUkwcnQ6gAA1JIPBX9JwAKGVIpdFszWxNUDAIiiDwTXJZBMQUkSum5dXQCAcB4Q4W4FnHbycx2rDwAwFb8nTh5KwWA0rNQUsVVlQfKCOfgPARFWoALBQdMAAAAASUVORK5CYII=) 25 31, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 25 31, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 25 31, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 25 31, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 25 31, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 25 31, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 25 31, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 25 31, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 25 31, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 25 31, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 25 31, auto;}
}
div.testarea{
animation:rwdcur238814 1.2s linear infinite forwards;
}
