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12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF40lEQVR4nO2db2hVZRzH73Fijjs0sUGRoP1b4u6WY5BCq9yMkFSoFyMSRy+SWrtUEsHEDSTIyheWEMshvYkNIwYVaKHiSrPAvdDNNkdcalESvVj0j10yw27vGt/f3Z5nT+fe/bnf7+fd1/M85zzufnl+v+d3nnNOdONt23KJBcxv3x2P5noMhSSXy8X6PaIoCvp7LIpzMbHwkQHIkQHIWWz/IX2iby7G8R/77y6HGLa3/yuIiW/v2ju7AyoyNuZveer9oP5jmYvO8/lyAs0A5MgA5MgA5OTlAJZXqpbGukDHp8Ogo1V3gQ6N+Qt93e+L+Tamh1J1f7vzejYn0AxAjgxAjgxAjjcHCEUxH4kb88d/HA26XuWt60CvuH27czyaAciRAciRAciJnQMo5sfDF+N/HTvmPG5jfCiaAciRAciRAcgJzgEIYn5R90j61v025tvafdw9gxbNAOTIAOTIAOR4cwC2mO8LsZ2Zq6Dj7peYAUXNSTQDkCMDkCMDkOPNAUow5s8qNmfInDsQ1N/mJHY/gb3/b+8t+OoKmgHIkQHIkQHI8eYAJRjzYfwjExNwsPXDL0F3P3Yf6NB1v6/95WwW9FunhpzXt/cSQmO+RTMAOTIAOTIAOXk5QKnHfMvRgTHQK5cvA23vhRQbG/Ptut8X821Okcj//6sOICaRAciRAcjJywFKLeY/88EXcPC5h9cHnaw6mYw/ohiEvi/A1hF8aAYgRwYgRwYgJ/K9K3gexnznePcfO+3s/MPfRd/DFwtbB7Dv/PkfdQAgVVEBWjMAOTIAOTIAOYvnYYz3YccbtG++7PRR0K2trUEX7+7uDuof2n54GO89+PYQ2v0LoWgGIEcGIEcGIKfg7wmcAyAn6Nj+kDMnaGtrA11TUwM6nU6D7urqcl7c19/X3ofdDzDwWS9oWwdoaGgA/ciel53n1wxAjgxAjgxAzkKrARQCyBFsTtDV3Aw63dcX67glr70nxwi9FzCDzwZqT6CYRAYgRwYgpxTqALFIL8PnABKpFB4fetwcx3V1XgQ3/Ud7q7F9M67rfXWDzDl3jmDvHUyBng0U0yMDkCMDkMNYB7DgewLHx+HgtaFdoJesfyfo5L7+6X37QNs6wujJk6Cv79gBura21l4y6DfVDECODECODEBOyecAuY+/du4PiLaute3dJ7x3ZewxuRg9eBB0oWO+RTMAOTIAOTIAOXz3Ai79BDJ3pROP9+DxxD23gLQxutCc3YnPDbSl1tgmBc3bNAOQIwOQIwOQU/I5QLR1LX5370on1AWuXsJn65a2YP/Dv2Mt/0jHCdCDg4PY4cwZ1Js2gayrqwN9Z/uroJuwd+LCn1jGqC+PnO/9C0UzADkyADkyADl89wJMHSDR0o+6ZzNqUwdo/gPfLfzNAXyPos0Jxk5h3aD9F/zGT1MN6g13rE6EUF+e9xNqP4CYOTIAOTIAOXw5gKFsTz3o669fcJ7v8Gp8z+Czqz7CBstfAGnX/U/3YvvQmG9RDiBiIQOQIwOQU/I5wBRATrCoxv09gOdf+wR0y+YHQA98+z3oIzsfBR0a83v6P3dez5LJXgP9xE032CZ6NlBMjwxAjgxATsnvB0h4nv0ra1oD2sZ8HzamD750FvSKm+f39wk0A5AjA5AjA5DDkAMgIyPOwxs2bgQ9cP58MUcTjF33W3Yfxxzk0LYH9e1gMT0yADkyADkMOQDEvKixEWLiez//BY1tzLc5gY+mLbjur0ouCepvr2fvDYSOx4dmAHJkAHJkAHIY9wNYnHsGbY4w24TWId5M/gM6amy0TVQHEJPIAOTIAOQoB/ADOYKttc82NsbnYb5XEFVW2hbKAcQkMgA5MgA5ygH8QA4wMjER1Hn3G++CPvTik0H9UxUVQe2nQM8FiOmRAciRAchh2A9QUKqT7mcJL2ezRe2f0LuCRSGRAciRAchRHcAPPluYc24fyIvhdh0ft39COYAoJDIAOTIAOcoBwnEH8Xzs3zhu/4KiGYAcGYAcGYCcfwHwiOeQXmhXbwAAAABJRU5ErkJggg==) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur185802 2s linear infinite forwards;
}
