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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 5 6, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 5 6, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 5 6, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 5 6, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvUlEQVRYhc2XQWgbRxSGP3kXCSfZVUmVNZEdCkYp3VCKbVJIjRtdein4EIraHNreiugt5ySQY4+BnJNbGoKbnoyh4EvBDkkbm8gNNLZrk15sgWXX1Cu3thKtpgd5xrurWckuweSBWPa9N/P/8++bNyN4Q00cFVCXDrxerx8ZCR2BI7X/S0DwmhQKEtBNqvW56QJuuoAmdmhLyEn3vrvWTNOUuWIPmPWdOQA2Xi4H5zm0mZKIaZpqNfV6XYJGibK+M0fN9wBIGbZ0xynRkVgQRanRzlfzPVKGrUhYhhMkErKNl8tyXCwRXUAEFFCyS8mDJsnE2anuAQDmt36MJdFpF4hvL0zGBtuBA+TdIivbU1iGAzGfSasAgBAC2+yh78RFtfpT3QOs78yplUmL89V8D6++1gRKJLR4UYfw1v4AwHLOAmCbPaQMOxY8jsTK9pQCr1aWmnP1vNuCGfsJ5CBAFVzN91jZniLvFlUs7xbJu0UVk+C6eXRmRh2l6QcMfvy5GixXYZs9ePU1qpUlerMj9J24qMbcm/mK1fJDLOesyouCl6YfaAlEFUjkC9dDydXKkiKiAwf48sPv6c2OhPKi4KOXb2kJaIvQMhwmxq4oJaT1ZkdUPURNyr5afhjyS/CUYWu7ZksRAmSSOWq+x8TYFRUYvXyL2Z/ucP7Tb0IkZLXLGNAyTm7Xg7RtkUnmhGU46il/i5Pj4lV1Q8UyyZxw04VQbHFyPDQmmJtJ5rQnqBkBVxUP+42m5ns8vj/G4/tjbP79nJNvnSNl2Ko/yJhu3GFN0KwBxdoyHFEcHJLsBRBS4lV1IxQrDg6FFOykQMsuABJVvxJyDg+43LzR7I43b7SyDsaGB9xDr1pngkA9LCyUxda8Jd7pQ2zNWy0KBGMLC2UVW5wcDymhU6ClEe1ZAhA13+PrwQucOXOa7n8+4c+nzaAfSbbe3o+Zx08rf/9Hwx1XGkcA2C+mY8szwFXq/f3aPL/7NuaLF81cZpRfFmu7U7PdnhSZZA6ALz44p024W/qFlGG3xH949lx7V9D1gbYKSPt5Kak6nfd0gnLjO7Jd17g7NArA9dtdZLuuYe+9R4HbXVziFBCZZK7leK36FXb9Bsa/m0re3359Hyd3B//YSf569hnvnX+krmzBM2Nleyq2HccREJbhhPb49JNZsVq6JHb9huqA8n21dElMP5kN5VuGI9x0QXXMuJ2gJeCmCwIQv5c3xa7fELt+QwAKTPfU5UsS8nlQAshVRCfs9DtAfsgO8odCd01/bfn/AdULawjZtZNXAAAAAElFTkSuQmCC) 5 6, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 5 6, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 5 6, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 5 6, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
}
div.testarea{
animation:rwdcur245527 1s linear infinite forwards;
}
