@keyframes rwdcur76922 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyklEQVRYhe3WzW+UVRQG8B/tMJSxGUoZtQxgEAE/AkbBBCRKYvxigSYGJXHjgsSlsYl/g/txYdxpogvWygKCO0Oi8Rs0WEhDCBZSS6nYNGjrDOPinKGlnRZpoytOcvPe9733no/nPOfclztyR5YmzRxqdCxGwaIOzTAONsb8hRp7/y8Hbhiv4mmc4Ch6ahQWqfO2jN801tJ8mOZ+mjU2/dcOtHNm0bIUDngIL6JGRTxvW5YtxYHnaVawK2gwhi78hXP98bylLAmBVeiL6Q7sxkZ0Y/O/1XErBxbMb+f0hi3YjsdxH4oz+sKCOhYqmVuS63Iq2MhTwmArDQP9XJ+lq22650NgXuM1umqUWoczgrO4hno6MJJ7C9tw1wI623k1r/FdKM84WBB4V/NbHWcwgJOiQrpxCV/OY3OOA02aDTREjjvzewPjM/aN5nMKv+V6WbBvJf7GMCbxgBsoeC+WS/2RrrkO1Ki8weWGSOJhVuMe9Ka9llT3caSIzziAnrR5Ci9jLQ7tpLoFa/B+2HtOpOkrjLUjYd/H7HyJ74bj/SAmRI7HRH3XMbQ5I8RpnBdl+ASK6f/wANVJ/MyTGUQ9wSqj2I6EHXCEN3vivZDfJkQ666l8sFOwsT/SXsZjeCQD/gZT9TB+CnsymPW4kKjuaedABu7a57wjUt+L17E/oR5BqZEI1IKH6wXnViYCHRiZDKe34i1sSJ93i/ZdmONAfyg/iy9wLAJQyIMl0fyKKP/ppmIfzXEdv6bRygqqPZHzguBod+7pQnm+RtSCfTjnx/PQiODCFHpn1WsdX2NQEG0Vxic5PxkIHc89V/P5DLbNcaAWEbZKu5Kbr4k89wqyFdHdmD7WbZqc4/g20erK9XEM4YpA921xf2xqh0Bl1ntJ5LcD4wf4oWS6T8AhzrR67Yfcn470ihbRjY8SvYlcGxDVUu80S/bFweUzPnUKrq3Asl/4dB2vFfID0XSm8EnAeh33it5TT7/OZ/STgpRrEokf21XBkJsvkkEB73BGMXKUBysJST3HYZ7N6VQujeJ7kfuraXgwdY+mvqPtqmBC1O0gTvXH5gt5sHX40gdsX57hHY7Iq6bJK+dd6dC5NFgWKZ1Inbf3R5R3fClfD2ZkY3gFr6bSd9NYbxoaytEnOmU5HSuhNIcDC8kxmvsChaJIy2rcjb1FdjSiu10WxPtJXIp/iEtzg+iSPYI23ehbzD98GY+KC+gqLmLrVDB7SKC0Lo2eFkgUTXdHAokOrFiMA+tFfi+KG+8kTojyPScQ+n2GoZaM51pFoAYT/wAkcg9wKbhGBQAAAABJRU5ErkJggg==) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur76922 0.4s linear infinite forwards;
}
