@keyframes rwdcur134784 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC1klEQVRYhe2VS0hUYRiGn5laGLjwJ8QLWI7gooWVE14yCVERG7TQCCEXkUOMkK1sJREpdFu4i2Ao3cgUJWoXm0IckwgTbZywxbgox0sxZ2hxXLQYw6zFzDmOOjH/mNoi3838/3eG733Od97zH1ivX1FqWybjdprtAESTAblnbthqkEjthPD/Avjn+ut094FdW9eAbdsANGNLRM0J9AJdcYDs2qi5BcgGFoqPENyXzsLAa9KamjClT/HTNV09Cf1bAqCZa8YASa4REmfuknj4DBmuaZYulDPkU6uDwWBMiLjegsUIc03B+w7wXIfCNhi9CoBqKpXuKQ0QGbZ1KmwDQEk6izI1hfANSQNIhVAbezS9u1GOqfYOvt4m/D5IuDcIyIdRGiByHw3GGf4ting8l9+6Y0JIhTAzL6c6ueoQx/cI5uf8JBcfIWHOD6yEcazxEt/LyjBkK5ybfEDCqSVuulwxJyCVgdvjH20GgwGvRTCal4PXInhiq8A4dg2vRfCj8yEdPfV09NQD4Ha3yLSVB9AUmA39/WVfgFprEQDHyotJNZl048CskebcCT53dyGE+HNw4wVI2b+sr83mtFXXFJ8P62kHj2zfqLUWccteR35+hlRfaYCSlkFbnX3AdqImRb97gCsXezhYUMDe2eFVdYCGzNSYfXfLAqyApPDGOMLR0pCZ2ZwGn77Q+HgcCE0qMGtkbGyedo83ZgjjBgB40ePH7xvRDU+qKs+E0CEaMlNp95gBb8xeGwIYXO5n8H1oXT5RhcVWwflwRp53f6Xd8xRoleoV9+dYCGHPyvqg793uRaCV5twJho2vwrUW6nEA4IhxEMX1Ggoh7BZVjVJ3oni8lCxXUrJcicPqJzX3gFTPuCZQHz6S1zbvnFEAsKiqfk3xeHEKgaqqmzcBpxD6eu1ZoKqqzSkEnTMKnTOKlDlsMAPanSoerw4mY7YpABpE5H6j5gC/AaYq/fVnyIxBAAAAAElFTkSuQmCC) 4 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur134784 1.3333333333333s linear infinite forwards;
}
