@keyframes rwdcur117606 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
60%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB30lEQVRYhe2VzSuEQRzHP7PeTojS1pZSDo7KQSnOjiIHjtwc/S0OLnJ2kJLTnrYUrpKUOKB2s0ixiSc7z+Mw89h59nkx2H3WwbemZn79Zn6fvvMGf0IzeK0qnQHgGZhrDUTmsydbUd4EAFhK3wUFUEAggReY3ZhNFaLmwCvgwOHVIWv7a6lBBLdAQrlY5vLhMjUnggAu8AwnxRM1TuFMBAEc1QoXBTXuBOabC5EJRd6BOzi/P4cOHfspxDQe2eS57YFeVfcrcFY8q2W53yg6j4cLHADHeu6AhrhH1KcHHfAh3oAHlBvmwjbq0cVd3RYht5KLTW+PjFSBCuoMZIDtMHmklvEQhBwrrZdip9QcyBtFXKAL5cCtVWklCQGfTMtjnvrgFuQR5BH0GTEXmLS0XwJ7dbG7+OJhgKgFB61KK1WAqbrYFoIc8Bi9jdEAOzrZvxUSmLBwYRfBmzHu13NO489QsgO+hqyylKTRLBQP4LvgGAvbKI9g1DI3EcCUAwwD45aHsYBgRPf7k+ckA+wYe+ck5EXpyM4JOwd8VYGxb/wL2UYAmIdqyLq00hYi7vqlo4Wv3Qr/BQ1S22qbByB7pcfTb9+BHyjbnUVufn13mwZQuo7/AVMB4KZpK/+rsfoAn1CHXMJFpT0AAAAASUVORK5CYII=) 1 1, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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div.testarea{
animation:rwdcur117606 1.3333333333333s linear infinite forwards;
}
