@keyframes rwdcur157658 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFXklEQVRYhe2Wa2wUVRiGnzkzu93d7rbLWihitWBrBYmYSDFatNZEiBrihRqjJOoPkYhivEZIREi8hPhHjQQFAQ1BIQLqj4oJghc0RFtMVC4tFEKpULYXur3s7szsnJ05/tgB6t34w2jSNzmZMzPf9533vO98JwOj+E9BpRUqrf7NJcW/udgoRjGKUfx/kNWNuy0jsMEyAmLw8Mu1ezYvjP6dPNM0q6WUj0sp1zuOM+EfLX4E5gzpes4yAsq8tmaP1fma+nHHYrlr9f1z/yhn5cqV0e3bt6/o6OiwHMdRUkqVy+V29/T0/OVR/4uAT6EB2KoUQQDt2446e/mHlJ+fMBLnj9n4/bsLrjoTaxkBASClFFLKDd3d3UuSyWTItu1CYSHqi4qKXvrbBN6E2iJo0iDkjQgIvfsNpQvWMTWTj1TXXrrTGVzbZLW/upbG6V0p3VjU19HROXHixLl9fX0kk0lSqRRKKZRSWJY1v7m5+U9V0M5MNsHeKqhNAAkhiAi98CJggMwX5okIYsltiLvq6bEcjj3zNhHxCKvlLZzKWzQ0fEs8fjnR6EVUVcHQkHx99uzEY3+lAsug/iNQzaCOgkoJXVlGQFn3zFPZtjZlrl1XuPeHs+lpZWc3q/n3Xac+2PqKOn5wgZo1vVlBmwJbgVTgKJAuyCaQl/2pBRpMA/j1n4j36CJUcTGaBix86Ozz3qYWhKZx/50zKNa3EoxKpt9oEo1eAPjK4QJKAHOA/SA3gBz/uwR0qMwDDuCN9KWkBH3pUsg5KMM4mxT1PJLJAUoFXBSrJxGZwQsvdtO0+ciI0hngNGADngDuA579XQIGVOR8Ag6Q97VQQodwBHfOHLTu7nNJX7eS7evnxPE+dM9FWDlAcXFN74jSCugETvhEHIDbl1asCP6GgIKJ0g/JAbbn4cbjaG4ebSAFQoP9+88m6VVjEUODOGmLUNYmn82BmydRdpoJ5SONPAV0A71ACnArioTbv6Y6/t6a6rjhbx5cX4GcL5gNmDmbSCSC19iIvnEjHDqMQiGV4khAp3ggSyabo7c/g9M1QGkgyFAqhmkp38QoUOyTyANBwON0viw6Lsg84CSw2FhWIFBmA5Y/bMBIpxEfbyc09w7c/n5cz8PyXCzAnF5J0HLImA7HTg0yBkGZ5fD5npkMDttABAgADUTFLlxMJocPM624mZg4iFeQ/snV1fGtGsAy+CIMDeXAOGCsX8IAVCyGSqdxC0TJ1ZSTeO5WWk+keOeTfTzyRJygW8Kpthm89v4NtLROBc7zsz0MUkyO9FAbfYFEYAdhDaKGoFQX6BotZ06ptTnA9BVIAz3+53MineYnf941ZQJ6Yy2eBjv3dtBytIqKS8upqTnJ4fZLaGm1gWHfTIBB8oQ4YNbQIx/AU4UuczzFsKvIuOwzAJ6HTcvgXgtusnwHLUAC3qQymDIBvSJBScUY8mNjJPuzXNib5qkygyUzr6F9zM0cOm77W+gBioCwfy30llRpTA9AQ6HwlIcUdJ5rbnjQhoMmlFiAGQuRuaKS6JW1hGIJoj/sJjaQRRUZTO4a5OrvOg99KY/NHPZa4tbQY2WHSKyATD1kjYL/Ed+0DBDGVT8xlPdwhEZY1whpipBisTaCAMvh4WJY5Y0fv8tovK7uiutnR6bU3cxwWxty1iwm6QYBTYOCkjeE8/IrfoHlEYhuhAvnQpXfCWkgwFXF64kbbxExdMJCI6iB0LSz5yYA18PePHx25ZYtL/d3tZ7uPXks028yrn3LtuTAgQOJkPIo1QQS1sTc/Bv8Brsl1G0DxwazDtK7oXcVtD9dGVy12cOe53rKsDyPjOuRdRU/A2dDaFGJFVvOAAAAAElFTkSuQmCC) 0 7, auto;}
6.25%,18.65% {cursor:url(data:image/png;base64,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) 0 7, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 7, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 7, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 7, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 7, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 7, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFs0lEQVRYhe2Wa2xVVRbHf/ucc0/vs729twOVRy/oxVZlaLROisOg0Uicqa9IjK8wRhl1JqMRgpnMEJ1BJqkzmkkmTCYKkWgQpnFUVNAoPoLS0A5gfCG1Qnm0tNB7odwHpffce17bDz1tKeAw8wW+8E/Oh33O2mv911r/dfYWjKBLSk7GDCE4B9BGg79xypcuKc8FCWXcaqkQLD03mZ+ZwHnAeSegjVv95RQhngOM9fs8TcEFXMAFnHecNusFzfdbAbmAbbX8P45SqVS4srLyfkVRXCnlNl3Xv/pf9o37Ex6EJlfKFaoQmqH5GpRv/hzsSQ8mv9t5cP1tj69b+UNOWlpa6vr6+l73+/0zQ6EQQoicaZoNuq7vPxuB0bNgB8yy4d9ijNQSa03bb2ITYzdOTVa/0P7yrx47k4PVq1f70+kj29Pp9MxMJoPrugBRIcRb+XzefzYCAmAjTIjD9skwbYKmIU7uTCKGeOR6rJlT3ED9tLeVisguq6O30/3ZcqzMsW379+9vbtvadl84Eqa2tpZkMkl5eTkAqVTqHzU1NYv+GwFtFegmbFBgmjLGCRYvglQaXn0V+eR6NFDsP9w+X1t29/zu8jBb5l3B7EVL3/264tdNn+67i7IKg0zmMHv25PH5giQSKoVCoOdsFWAlPPIGyO0g+0Aamk8WVqyQg9msHOrslIU//kkamm/4uXuOzOfWSqewTv5t2R3y1qZ/ytThX8r+nQ2yafZ2CR0SDAmWBFOC5YC1FqxpPxRfcWDySN4jgpCNs1Hb21EXLICq+Jj119309w5gO5K59VP5/YMdxAOzCE15mGtuOAFMYUxCLp7LBUAnWH8HK3YaAReqJSAB4VGQug+xtQ33r88i6+rGrPceIYTkwL4UPfvSTI6VI+0wgUiUO+Y7wMmaGwQyQAmQfmAx8OSZCEwYuQg4uMNEdB2yGWQ0CoYxbkPQLpHt6UdYNppp4dguIJk6/Rg11e5JlhLoBvqAAcACuPPO+DfjbmGjFbAAEzClizRNmFWP0tKC6O0dNXavm0HBLOIcy2GXbLKZITIDg5jHTyDsHHWXDJ2S32GgHzjiVcOpmRXa2LsqGX1xVTKqA2g2RC2vUEXAcBwCn3yCXLgQ9fPPobUVV0pK0kVcmSBz4ChVAZ2OQone/hxWeRq7WKJzd5gP2waBCMOtDwG6R8ACfIBkwK6eNFHnIQnHgSc0E9oNqCt6JAzAfuop/JkM+AO4zzyD49iYQGBihBPZE2jhMjJ5AylB6BqFzHE2b74ZyAExIOgFvwG/8j5F1+CyQDdXhr8gqHzr6Y3FK5PR9VoJ1gzCwoIXXAUUwyDf3IzwOikBN+DDFw9zeXUFX3al2bTjAAP5W9i46RDVk95nsP/HPEfME1/ZiCdcdw4zgwdpCDcT1z5GBXK2SoUqFEXwogZsHYK9eUiWezoYkZIApE9FvbmeimsvRVQGMUoWb7bu5sChLNbROO99EOenl1Wx5YsEw1UdaUMQyGGisatwBTVlD1GpfYwLlFyXPAp+IbrVLSDnQg9wr+4RKABDwNB1tRRuqSefiHO0aGGYNqqi4CvZ/K5MY86+NtrfC/L82qtZ32F6WQuv/BGvdg5gkvB3EVE3IMTwWwAb1qkAW2D3tXCVCrWm14psIs7huovoy4IVno6eLSB6DhHYe4Q5rXuIf3aQIEOPdsldz03AfXsHsRlgTBpWkt+rQAnIA4JEWTuqshlHgovAAaSUDaOnzjKoCUGHgKI9b15r5CfTb/vFA0u0H028iDK/n2/vuYcpGzYSVobH2ELu+I9tN940buyWVUFkDdQ0wSXeJAxrojH0ElHfCwRVQUBR0IVAFadcSJ6GqyXsWg7Fd1575V/TL7/q57qux4rZLDsbG7kYmKGqBIXi9rnO3FrXbec0LNcg3AzVS6B8GxgfwdFN14SerfIp/W/pitBVBMIL/j0PRlN51i9KhwAAAABJRU5ErkJggg==) 0 7, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 7, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 7, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 7, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 7, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 7, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 7, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 7, auto;}
}
div.testarea{
animation:rwdcur157658 1.3333333333333s linear infinite forwards;
}
