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0%,3.025%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrElEQVRYhc2WQW8bVRSFv5l47HFi13WdNKlJg4qKI6DddIMAoRqhlBZIVFZdsGHFhhU7FhX/gZ+AhFQW0KCIKiIJtCHdVAKBhKAoQAhNSqq2iZM4rj2eGQ+L8ybIKAhVQbXf5s2d9+6be86998xjqsza5GnKdGjYWAw5KXu6U0HYACffOe92KggbIF8a5pm3xzsShA3QCkKyjw9SenPMdZLWIw3CBgg9n9Dz6SsWOHb+RTfhPLogEgCBFxB6PoHn4w7kGH75lLs69+305GnOvTHPNYDPx4gA0jkLAKdXBwQNzX49ku3JboWax7/E+s8AQs+nsrjK0uUFoiCM19wei0vAkf3j/PdhTb1EdPxCmaVP5hutRvSKlWIeIGq1b0waxL0FAUpmbLRPyL1tw0AjavOLrbHLezNhA7sfn7jO1/tF9LDDmiqzRsCFVF7InbQCbdYMoqbZaOJPH9RD+pBhIttjNmiq31cKQ9/41/W+YRh6baadicTENeX4i/H/EdZDjET8kBlUTrNHkwBsLQt6vaJisLVMMiMACVcv0gPab/XIdjI+ADu3DXWmCpL/qKl42PuGsM+xy0AqF1e1bNfYrUAIWgKGZUJ2Msp92DQMmZP8qqkBQ4Af11Jj7wC6h4HmjpCEvqD6O+1VHCNMD+jBdlQLsQ5UVwWxsaFzYj0IA8y5ewfQPQzEI3esD4Dt5QeA/pQA/SckhdknpMzbv/wJQO2Okn1gJA1A6a2zANxdmAEgbIiC3OgwADN9ixHAmc+kBx1nYFeVvr+YigBaoXJXv6fI467IFB0A+k+NaH7+IgArk+8C0Aq0MZXPyC+IFVHntBoqguCB5qW5GtAFDOzWQOVX5dIWULyqmMgOKcbDz42a9RTwN3JvQ9W//rPaJQq3AHAPyi/uhmRWdtxNr892SQ0krpyRWJcvtYv1d+9J423H/CNK5wCoLk4D4A4cAuDOjd/a/EbGBgFIHykCcO/GTzonoXLrG5HfrY+dCLqAAev21NO66w2VAEhk1K/NTSG7e30BgFRBOlBb3QZg/aYuf/VN5dg214LDJ0wRmf7yNtUNcS3kn5ReLM1JZzrOQKL2hxTNMhAqX80CkB7MApAbVd8XJ34EYPlD5XbtmzUAHntWXXF0XDeaHz74tO0D8V+0+EIOgJWrmwBMXO2SLrCWPxqOALz1KgAbNzVXfldXFEZ72hzcvBo5d7wfgFuzYtDpVdK3VuR39ooQTr+qLnMPaL3wlBg7+b50o+MM/AWEa1JzxpD2EAAAAABJRU5ErkJggg==) 0 0, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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65.625%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADbElEQVRYhc2WTWhUVxTHf+/Ne3lvJsnEmEyiIY1fRBcqtF3oolhTJNpCDAqCWHfWj0VwJYggdFfaLqWCy+5040crFilaNCoqJaVGQSGLGI2pyaidMXEm7837cnHeE55GzKBm5m4O595z7/mf/z3n3MvZLh6fWU8XFRoqCgt0Qz1fKRAqwOq+LWalQKgAjcvbWbl3c0VAqAC+61G/qJXlO7tNvUaZUxAqgGc7eLZDbVsTS7asMzV97kBoAK7t4tkOru1gZhpo3/C5+ejiP+fPrOebrf1cnmnjnz0EAJqpAOBaAQCbzqGUDcCzHXJDjxg+fZXA9aI1M6FwAlhYflxlAsgPjXL/VL8VWMGm3mtcmc1GzxWZ8CVyRRP9XLcw03NhdkyoAMMn+y2/DOcfcmgEjPtWsL1c564d1wNfpO/G589+JYz0XpqZEa338se943eNN1D9sTHK7tBAja87RZGBXD1qQqTvxe10Q6TRoMTs8qOyMWLktePnfmivT5hpQaynRI/u1n4RzHiAUSf2ta0SSyqjA5DuzAAwNfwUgOJESdYb41RVDwNRtkaRz1sql5hskYmJgTwA+YJQUtcikXdsaAFAT9eLrG8AoDSZA8BsSgJg5x0AjIYoZjmnehgwakUmmyVd1RrBVpqUgq8J77qpU9YX96wCoHbJlwCkOvYAkEitBuDB8Q4Aph5MAeAUJYecQjyXqocBJazTKOufD1sAONOCWDOEgQVrGkVPS5a7hccA5P89AMD0+H0ASrkXcq4a5srXK0I/4uj37J0AqoCBV51w6GhjAOBZkq1WTuo2O1iKbUjOj+peyDPmSd3r9SI9Sx4DVZdIF3ZvB6A4OiBybAyAZbuz1dEJlf8HtgUAuVvyGCqaYNJSydBCIjYz7QCM/HYdAOuZF9rLetsXzQAs/W4i5qA48gMAqcWHZwRQeQYGDmgBwKpDxwHI/nUQgGeD/wFQ90kdANNZeQZTbaK3du2S9c6fZ+Vo8m4fAKomzN47dkT09wzgvYc2fjv8wvz0LQD2c2kEVj6s/9Q0AAlTsrowJp0tcAsifWFGUeXNsJ+cAMDI7Ig5enj6VwBcS3Kn+VPJmYoz8KoP3OxLBABrjwojN/ZJxIkaMVnzi8wPfi9fJd8Rpj77Md4n3jacyasA6Ol1APy9X/pIxRl4CbcyGdEXi0wzAAAAAElFTkSuQmCC) 0 0, auto;}
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75%,78.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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87.5%,90.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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96.875%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur228454 1.6s linear infinite forwards;
}
