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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPElEQVRYhe2WwUsjSRTGv5724C2x0+mJGCTEmIOXRUREshGRFUE85OAukmFunjx7UjwEvMzV/2DQY86CsAcZR8whTUhAkBhjotGkgybYGJNoqt4edjsYHNtJZpY9bD54UFRR/fteVVfVA7rq6v8uoYM5CoDfRFH8xel0unO5XJoxFgfwJ4Div2nA5fV6t4vF4q/T09MYHR1FKpWCx+NBLBbD/v4+FEX5mkwmPwC4aNeIuUtBWJRlmYLBIGmaRoby+XyzrWkaBYNBkmWZBEFY/Klwh8NBqqq2AL+lQqFAqqqSw+H4aSZcsiyTqqqmYM55S0SjUbLZbARg8C3AO7NBr9e7PTs7i4GBgZZ+IgLnHIyxF1Gr1VAqlTAzM4Ph4eHtH8lesVqtLXvOOSfGGDUaDXp6eqLHx0eq1+tUq9Xo4uKCdnZ2aGpqisLhMF1eXpLFYiH8fWo6UjAQCDThBvg59P7+niKRCK2vrxMA8vv9pKoqVSoVqlQqtLCwQACCHdFFUfwUCoWIc97MuF6vU7VapYeHB0okEjQ3N0cACACtrKxQJpOhu7s70nWddF2ntbU1EkXxkxmn57UBp9PpPj09RT6fh91uB+ccnHMQEarVKkKhEPb29gAAW1tbWFpaQk9PDxhjEAQBxWIRZ2dn6O/vd+VyufYN5HK59NDQUAvciKOjI3g8HmxubmJ8fBxjY2MgIjDGmvNtNhtcLhfC4XCmoxVgjMVjsVgTyhhrtn0+HyYnJ1tOAxG9+EY8Hsc/1/SrMruKFYvFoiUSCfT19TVhz8PoM+DPTdze3sLv90PX9fcweSPM7oGi3W7/urq6Ck3TXj33RjQajWa7UChgY2MDsix/MYMDJlsAAKlU6kOpVMpeXV1BkqSW7I1lN1bgefbX19c4ODhAuVz+aPZ9ABDfGL+r1WrHu7u7f/h8PgBAb2/vi60wDBl//vLyMsrl8u8Ajt4y8F0SBGFRkiQKBAIUi8Uom81SOp2mSCRCyWSSTk5O6PDwkObn58lqtbb1ELVVD7jd7s83NzdTExMTGBkZwfn5OQYHB3F8fIxoNApJkr5ks9mPaKMe+KGKSFEUl6ZpGc55xxVRV1119Z/rL+IorULCHPg3AAAAAElFTkSuQmCC) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur189815 2s linear infinite forwards;
}