@keyframes rwdcur90696 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 6 6, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 6 6, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 6 6, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 6 6, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 6 6, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 6 6, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABpklEQVRYhe3UzUuUURTH8Y9juJKyiAizFyFBXLRq0SL6M7T896I/Q9qZtBWmyMAiKdGQSntBy3FxzzDT09znRXETzw+GeeDee873nvO7h1at/gN1znJ4/BTJevE9ibuYx2X8it+5ABSTHeImlvEYt/EJ2zgugJ4ZoIO5QrIdXMMiHmEM69iN9dpVqQMwjnuRfDjZV9wIwC5eYgJLRlfl1ABwNQL2k73Aa2wFzCo2MBsAw6CbOMoFvlAT4C2eYkUqfxefsRcxfku3nIm9FwNwL9ayGitZm8Qt6fbf8BEHEfAwc+YKFjAdgN0AbtyCUcbbwgcl5cRPqefbUmVmcEmJGXMAOeOV9jPUwx3JC0sqzJjzwLFU9kb9DHWkFjzAwzj/XHoh/5zPVaCHH0G+jjW8wr56A6b4atbwHn+KG8tMKKinpBtN4QvexX8VwAKuG7yanVEbq+ZAo34ajOxZfJeq90Zq50hVzYEm/ewE7BPcj8TPpOeYVRVAEzM2Ml9fdVowbMZVqZ+5ktY2X19VJuxrwmDk5qYgf0/CUvM1BWiiurCtWrVqBU4AKomG58Tx/rAAAAAASUVORK5CYII=) 6 6, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 6 6, auto;}
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}
div.testarea{
animation:rwdcur90696 0.8s linear infinite forwards;
}