@keyframes rwdcur245862 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB50lEQVRYhe2WMUgbURjHf1eKhUpjMAdZki3EwYLBHLRz4UYHN4dMkkyB4GzJDQ2d7eLk2oKbUHC5TTcxSgxKq3HzhlouAS3kyPQ62DyIuZh76GuH5gcH73v38X3/e++79z6Y8L9j6ApcODgS9+eEEHx5aw3kfK5LAIBjLQ7YH+rHQz7aBHx+kzf4swq5bGqk3zNdAvrksikaF96/ESCEkMk9P9CZajyFgyMRVpiRcTcc4W44DwaI4nMfpSK0lldwYWQCa3mF+s62Ski1GqjvbJPMpElm0gBDY9XkygLmFuaJT8eGxslMmvh0jLmFeX0CAmOK2IxJbMbk+vKK85MzOb6+vJLvAmNKjwCA2xufw/097GJF2gB2scLh/p60tQloNFvYxQqJ10vYxQrnJ2cA0m40W8oCIv8F7W6PxMsXAOTf2QByJfLNQT8VlFag3e2B38F1CgPzrlMAv6OcPLKAarkkVtdrBsBuK85uK07v9Jt8+nMAq+s1o1ouRT6MlA6iu+A/xK+193w3szQuPHLZFJ7f5dWnj9Q2t7T1F1TLJTHuy6L4jOXRl4YioVvgWIv0m4mwNuopCS3Cr7c/pRDD0LetIwXAXScT1sP9FQGeH+D5AeZsAnM2EdrhPhWhNeB32rryTZgwxG/Cr8QR73//NQAAAABJRU5ErkJggg==) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur245862 0.93333333333333s linear infinite forwards;
}