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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAExklEQVRYhe2Ua0zTZxjFz7+0tP23pS3XWgorFykWJ25icVJE5APSeVnIFuPmMrORLGZkSJbN7MsyzRbiEpOZ6TKjicumODRWtxnmRAWzVrSCEmlRoS1KC9TSAvb+b0vffVAW47bsonEfxu/jm/PknOfJyQvM8R9DPQ2T6upqHgmHX074g/mxFOGe7u7uyafhCwCpH0ql+5rWrL3RsecLYlFmkpa0zH6dTpc+K2A/ISNJyUuavelpcnnYPH6RiUQui0QiNwC61OvarPV7k0Nd5zCf74MAZOHXNtsmAJ8DQNKTcOevKdkdfH/VZlIoUjaW11d+nzG6Mck5re29cGlkurhYsrLEkesasEAQSUDGoWAh4txer/fLJxJAp9PJObmCVl9NIYJSAa5c68LSMS8+0arTD+76oG5hLi83Iz8HsiIZPOdHkcGLY+JenB9aVmG02+13WI+/PwAOG2CxQManUDc0gY8pLzy2EYwMDyJpagLgS3H5LoOOZDaCcRbWC2PCTLtzJwA8doBAIKB203EgFod4wIWtzyTgE9BYsrwQO3e3ofPUCaQKuFCLEyh6XQv9tBS3/VxQ9nsDwGOWsP6EJSU21LW+qu558KOpgIaP70zXUBbrxHS8AAy5ilJlNBIbHuIFIUePfRgGQQgzguzWs3fNbwP/8h+oP2JUZigVW7Lkkkaa5tC3eswwnzyCJul1zK/cAuWyahBCcG57M8yHLgxIk19Re9kq9GaPIhI7kTBcu/5b9/7RBeq/Oly0tGzFO3nZqa8yyXT6lTG/tf+i5S1bSwM4IBt2B3ybt5SE6SyGAe33QWfqw2ppVH0zEcN+SolN7z2LmUg+Utra8tvb2+1/33jPgdxt3fZ9lzyRqdE4IfqxMNlwuONW/f5jiod15eXl8qbmZuOt4WFyQX+UnKvmkO2az0jygr1E8NEussNwkFwxm0lOTs7Wv7wAIaQTQJ1xzPfm3QR771oFDQDockVx6HRHH0LuWn1jg/vhGZFItKjj9Hn2t/vPIFVTiFDFevg0btCKJBCShDNWJ6bP38G8efN8DofjjwMQQoQAWBRFVW+3knVVeSlL1rHul8UUB35xTvYg5F77qLlWq9WMO8hxMC/QBco0TC72IKBkIL3hgPd4HiirGhPen3FR0v2GyWT6ZnaO9cC08IExjntQ5GJwjBAifDELLVQIhQwAMwGEFFCqlB3UNza4HswtrqmpKasqLWmjhg1tjC+T5nClYHN42Ojk4rUfeqyKkyMVKvPEzcQwF1M+BbhcrvPh4GwAoCjKOvvQOoi+bDVoGRc/CWfgy0vBinsA0ijAF0akdRAHZrW1tbW85ziOTkmWjWfyZ2IyFkWUiSAaciOmGIqPMGmfikRcE8/fH1gp0yAUECPhGf8RgOBPO6CvoBItfhIPAysV4vvKIAAuACYJ0FdQ0VmtzWZbXiy18W4GgAlqFWZY6SCJEPhSy1XjFHubwWA4W1BQQFeKA2UF4mYEeCFYYyW+311glnojoVcXoyEoxO0+4KQEwAIAHgAuADw+Esci5N0jvTilr6DsKpXqqPEOtzIWCSBF4UTI3gdJGh2RK2RN7e3tbgBQqVSRQHh6B0H/IvNM6SAjztgHWB7de4455phjjv8xvwJsdg+cWfCfuwAAAABJRU5ErkJggg==) 16 16, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEyklEQVRYhe2Va0zTVxiHf6cXevn3CqVAgcK4SKUMTGCFKWwCSReZE4JLFqNmJFtiskucyy5xS8w2ZwxZTDTiNrclumnIcNHNTd0U7ymKDFApRWJvUqogpRdL6Z2efXAsurl9mMR9GM+X8+W85/md877JAeb5jyGPQlJbW8unodDzianpvJhE1Hbx4kXPo/ACQPJGuXz3+uXPXets20lNuUq6NUVpbGhoUMxu4MyRSKZt0u1SpKhUocGxC5Fw+JJYLJ4AICxzj7dUT7mTgmdPoVDgBwNastdqXQNgOwCw58IuWK7dMf12XQstEOe+Vtlcczj15iq201fdd67b4dNoZEu1o+rxIROYcALpXAITlar73O5P5yRAQ0ODiqtm2v31BZiWM/j18lk8ccuNj6uLFXu2vbOsRM1Xp+ZlI31BOiZP30QqPw7XnbggWLWky2azjbAe/v4AuByAxQId82KZ2YUPiBuTVgcc9utge12AQI5LtyPoTOJgOs5CoygmUtqcrQDw0AECgUDxhDAOxOKQDo3jjZwE/IwQ5YsL0LqjA2eOfI9khodiaQIL1lbjkE+OG1M8ENudIWAOhnAoOL6MXamH5o4G2Zn1+PbmNCqShuGLJyFC+1GWGw3H7Gb+NFTotdlhYIKYYTLbT94eXPfQAZrbvlJMMyolCWVi5toYGke+QKGuGblVLaCUoq6rB537z9l6D2YUuzlF6MvMRljuThguD6yePeNfD+ELhhsvcxeW7xEWlDhHfj76enjf5lBPr0WbU/UUN1utRpLPC03bTjyZmEoVchbiPEeHFZu0KKsoovFodL/ZbPYC/zADlNJFANDcdXellGoopfzmr48v3WKaOJVcmLMrQSXb2vPI2v6tL53vGzC+ykpNL7za338hEongmmkA/cJhtCneRK2gCN+tNcKROYzS8nKW0WhcMev5SwsopQoAfkLIFQDYvhh1h4ArKw9e9eep5JubV+rfclGE3XasO1BK9t5bKxaLSzt/Oc3Z9+UJJOsKEFzSCL9uAsIsNihl44TFCd/pEWRkZPhHR0cBPOAvoJS+B+AIIWTgQwsVNilw6dTIbUulkqlLU4okMyGEN9mxruNx8s29ddXV1Tqvi3eGRgqFjCgFHv0kXMURSN0huIceA7GUIMt9HHKZ+cXu7u4/au9rwaCHftbqwAAAD6VUpM7BmjQpSlpK05py00SS7gDirTZ8vkGFSkqpEgDq6+srni7TdhC7oSPiVwq5PDk4XD5WOXlY/WOvJesHx5KiQddwws6D158FHo/nvNd5XwsWyPH+K1IcPepBVCHAohoBJGkALBRwJwDvJDifaNHEsNBICJnQ6/VVpawbZ2RpVn7PlBKeWBTRSBjR4ARiWea4I5KyRSzm9fCnjIGl6ToEA1IkJsd+AsA8MEASIR5K6bP6ZByOAJLZ/mQQIJMNlOXhFh94hhByHQCsVutijdzKHw4ALlKHGZYCNBGEQG7q7/Jy3jUYDCfz8/OFNdJARb50AwL8ICwxrf9vXwAACCGeI5Q2Mj5sK5FBNhv1cgCYZGFjI3NXDgBFRUUHukZ4NbFwAJIsJ4K2K5ClCMOqrPT1x44dm/h9TzgQ8n1EYSwdnCm7HpGm7gZMf9bOM88888zzP+Y3kAj6/Fr5S0QAAAAASUVORK5CYII=) 16 16, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur161780 1.2s linear infinite forwards;
}
