@keyframes rwdcur69546 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABfklEQVRYhe2XTU7DMBCFv3FSdt1xDE5QdqzoDk4KEkJwgfQUrDgBKhISauxhUTdyo9TxhD9V8KJIlvM8fuMZ2xP46xAjvynknZcarI0CUNVF7ruIrCz2zAJEZCdksN8KN2nUF8IegpvYuJXBfrm22Tu+FeAqxr4f8y4nbLlQIqB06x0ak92SJXKb+fx+8fbqwCkSKloCsAQeImXbniFAAKdsggOWqzEBhTmwpUkQJDNigwICoTwMZTmQbvkQiqklKFsBiZ4BwvBB1FERLImYFbDR9gKiV5Gp0UeRx46XirFNbzgHNBxe3D0xKJZAZHPA4bcTxEfjFIdwEtmKFIvIJ6FWAKzXl3vdqccp3rXPGxcwEgJ9HjfxOWQFVG729N0Cis6BfpHhqBchHjo7DwIg0gKYCpIsvPenA90NdKk+9JrujmwIVPXFYmwKsgLqum5/VcBP4HgFqGp3B6RtK+wlWZzwLinP0/bU8tyCRjPAuA1NK+C9P6uqyvz3848cPgC04plgo4ze5QAAAABJRU5ErkJggg==) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur69546 1.6s linear infinite forwards;
}
