@keyframes rwdcur98645 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 12 12, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFoklEQVRYhe2Ve0yTVxjGn96+fr1yEcQOZdyECrRquZQh4uLGIorgfahjOK8EN3UXL9lilhm36MwyXdzM4tCZbc6MTCc6vCxRpihegNGKUCgoArZcCrSlpe3Xy7c/RjZkCMX51+KTfDkn55znfX855zvvYY2XTPqSw+OF2PutNQBceDoiAOQBYADQj7SQ5T9eErlwxbqDgnFBmaAZCaaezgcAOp4wsXx6QsruWenzd0bIlfn16lsnATSNCGDu7VZJpbGLlq3eJOOPC1YEBk3M9bjdUb2GdhMAHQD3KEkJADPjk9M+XPr6hs9ezctP9gmWSq5eOqdpf9CwC4B9RAAALgYw9aX0ufEiH38DzzeQOSkyVvn8ZNkqntBvvrFT53C5KBeAziHeOKHYf27mkhXf5LxRsGPewpXTkpLT7NoH+r7rFZWEuqyk2NbXWzQKPBgDbcxb23ffzlycS2m0Wk+LvstDkDwmZbOL9S1N7O7Oh+ZmreqX+qprXwPA7IwFG+KVMxZMDAkXR8fKXDy+0OyiHJ4KtYZZ09jGbFSVEeVnj8UD0IwGwBpouxwOe1jsNGXShKAgG+12Mw3d3eBw+TafcUFsv0AJ32I2Tn1QXy0BkJaxIGdJRnYONyQsgmKz2Canw8b4o7aRUV133+OyW8XVV4p/sBgNR0ZLPhgAHbpWk0yRtEYyMaxfJOAyWBzCU19TFXC79Mydit/PlKivX1wF4HMAx29fLz1Vo6rk3muoY5M8frje5LBW3qlnkCRJd7Q2CNVXz24C0DImAAAmsY9fllyhDAQDVNfDZv9De7Zua9HWbDD1dJ7Eozejo13XWnxXVXHst/OnTSzRhCyxX0A/QPNrKy5rDW33PgHg8AaAOahvvHL5132Nmho+i8UmSy+cbrBZrfsx8l9sd9pt+xvV5Q1sNoc06Jr5Taqb+wCYvUk+FADmnp4TZaXnNVZrn7BRU1MG7wqTq1vfXEY5bMJ7d29pKJv5hLfJgUePAABcXC4/wWI2xpVeLM4FYBg0R7IJ3iqegK9wOhy1g+Gs5l4tQQryO9qaSiy9XT+PBWA4xQHYO3QwLCKqYM/B7+iC9/fRPgETCobx7R3wjknMYcY8A9+/ltrsDlDOx57KY3xjVPKM2YWbd3zkBCAdMkUy2eR6ghStB0AOmZMmz1nunDRZVvhf85OvrdlYV16rp+XTEw57awqaNPnw+l1H6ampGXXDwI2oR47ALyBg2Zz5i6RikdgSI1ekAmB7EYMdGByayuHyLBEypZQnFC57UgDx3KylW2Nlin6ni7JnL14eJRKJt+Cv1+5xIjgkuSVaMTPK6XTaA4PD+iNlKVsBiL0FGHwNlfmbdmwPj4w2gXYzW7ssdorrl83lCeax2OzEvl7DffzzIsZFxEz/eFpS2s7MnLV5wWHR3aY+C5PFYlM0TYc2qspL4GUp/nuLk2e8uHJKnNzFYNC4UV2HqxVqBIVEGSSh0jjK0a+ovXlpbfm5H88CwILcgsyU9CxweQKKdrsNlMPGpHzFMBhN8JeEuJ4Ll+bp7mnKxrIDMWs3vnswbfYrttIblbheVesRCIQMt8vp096i5eib6836Zm1Rb0fbAQDXBCIfgqLsofZ+G58v9CMIgu/gsTkemnYz3SzC6XG7prVoqk/i0UI2rBgAkKhMOfTVkZ/ya+7rDNcqawm71Sjubm/Bw6Y6tabqygHKZq0AoB7ilfMEPgmJqembI2OmyyUhEfAPGG/u7OmhWh+2+V74fv+33brmdd4AkO98sKtyVvbqmKJTxWitr7Lcv3v7ZEu96hiAMgDUKDEIAKnRssQ8WdLMRbGKNCF4IpwvKtTcPHf8BQDG0SDefHvPF3R67nuq0NjkowDkoxlGkHxKfFph9tptqpXbPqUBvOyNKQnAbIyxgIwiYiCm71OM+UzP9Ez/U/0JDiFMrxwCIvkAAAAASUVORK5CYII=) 12 12, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
}
div.testarea{
animation:rwdcur98645 1.0666666666667s linear infinite forwards;
}
