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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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45.833333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJ0lEQVRYhe1WTUwcZRh+Zv9Y7W4XKfJjWKSsNtA0daVUEiM9GNSLrW1ijCZCsQdJNDEkJpzAtgfCqQYOEmi4mBhOLaL14AFcmz1IAttFNDargCDhJ51hl53dYWdnZ77Xww7jwv5QahNjwpO8h/nm/d7n+X7e9/2AQxziEP83JBKJak3TfIyxCGNMIyJijGmMsYimaUFRFM8dJB53EOKioqKvOY5rWN+ehCD/jM3kLOKpJdhMxThm9+KE6zKcVg80TZvd2Ni4VFVVtfRYBKRSqZfNZvPduLpoubv+Ada3/Xl9n3e14kzpVTgstSrP86+Vl5f/+K8E6CtfEJL3LBN/vY04WzL+HTHVwG51QpRXkOK2jHGHqQZvVN/CU0UN6vT0dH1TU9N8vviW/QTYbLZv4uriLvJnHefRWHoVJfYzhl8stYCAcA1/RL9CUtuCBoDjOIvX670N4CwAZT+uLIiieI6IyLf2Pt28D7p5HzTDdxMREc/zwbGxse6BgYEPx8fHuyVJWiEimuG7aU2aoEyMjo6eepjFZkFV1aCozBvkvrVWIiLy+/0DABoBnAJQp9vpqampG5QDkiT9BMB+UH6TpmmRGb7HECAq8yRJ0gqABgC1AMoAFOtWBuC5SCQyvVeAqqpRACUATFkkBQRYOI47Gk4GAQBWKobT6oHP5/sCgAggrJuo2xYAIRQKfZlFYjI59B3IOoaC58JxnCmpRQEAR+1uAADP82s6YRyAmuGuAGCMscVccfJxFdoBEBE7Yq0BACRTMQCAx+Mp2SHLMYW53e4yAPgl/DnCcsCIk4+joADGWLy0yAsAiLMlhOUAvF7ve4XmVFZW9sRSC5h68CluLzUiIHwGTdPijyQgmUz+Vmp/wfieEa7D6XS+tLq6+lGuubIsf2I2m2sDwjVj7ITrMhKJxEYhnnyw9ff3NxIR3VluNjIhwPfs3OyFWCz2rizLr6RSqXc0TfMREQUysmYnbYeHh68AeAaAbS9JoVJsAlAsSZJfs66f/O7PFqMS7tR7p9VjOPNyAEHhOpbjdwCky/GbxydAiad/d7lclwBsIJ0pu+7Dfr3A3tfX5+3q6vJvKsGsXmClYriecENWYrvGHaYatFTfwjHbi2pHR8dbIyMjvwIQAGzvJTDvIwCTk5Px+vr6ubOnWy4ed10wJVkY4eQcAIBxMrbVB1Don0ZU8WQzXnePwWWtVwcHBz/u7e2dBRDRyfNmQyHYAFR0dna+KopiiIhIVOZphu+h71fO07fLzfTDWivNbd4wekA0Gg21t7dfAHASQAVynP1BYdcD1Q0NDV2JRqMhRVFimS8iRVFigiAE29raLiLdJ+r0OQV7wEO/iJBehSPDcpVWFemt3ka6UsaxTxs+iADohDadPJ8AWRegYnepfiwCMoXkK2IqHvGyHeI/wd/W+1mLeDQ4ZgAAAABJRU5ErkJggg==) 16 16, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur219831 1.2s linear infinite forwards;
}
