@keyframes rwdcur90728 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 8 7, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 8 7, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsklEQVRYhe3SP2hTURTH8c+1L0ZxUbcu4li6dXLoIhRECApCacDVubuzDu7uQqdOIgiKUyYpuoiTfwbBom1aMAq2tEma5F2HvDalaYwNtTq8Lzx471zO+30595CTk/M/U5mdnnwzP9eKq67+rYxTQ87LQZKoeRFXJf9CYA6sOaPu/okKVGanJ4kTIEXV3fjVxRMTQBkePVwkYhPfLJ2kwFxfZd1EfOv2cQqEw4rZ+N/BhfHLpq4v9g7Paqs7F0p2jkNg0GaXB3bUJYqa8SXa2DYeStZHFRh0Bf3j308TG9jGeWvxgziqQAKV2emnuNktxez5Awpo4DPxixguHX6lv2N3ArfwsfsaDFiNftqZQET1qNH7BGYeL6WYwkpvAkMkQta969sgPjc5kkAm0ehKhB9Du0Lm2NHz3fIslLwfWSCTqOEKYbuTprYaTVDbONB1cEW6f5k/anifQCbxCTM7rVba7rTBzy2q3+mkAzpT90LJ8rEIZBKvTxcKd0Lo7UF9h5UazdZeKGMoggejhA8UgGtPXi0Uk8JCDK29WrvDao3Nevc7jiU03QgljVEFcnJycn4BjomMf8UsxVEAAAAASUVORK5CYII=) 8 7, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 8 7, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 8 7, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 8 7, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 8 7, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 8 7, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 8 7, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
}
div.testarea{
animation:rwdcur90728 2.6666666666667s linear infinite forwards;
}
