@keyframes rwdcur58281 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD9ElEQVRYhe3WfUhddRzH8fc59+quR726usvms86LDfKhnBlkTbaabvZHBa5IG/SABAX7Y5Gg0azQKFplIwqqJWS1hJLGGm42JksaOsucTjefujq9bObDnfd6vR7PPb/+0PnEYN6xJYQf+HHu7/zzed3veeCQlEg3kMUqRmSmMbmaCNF/cnURQnSuLkKIztVFzANWC7EEIDoR/ScQman/HWIpoB0hWhD9RxCZybcfIS/ZeQFtdkVb4Ns3UDLv5ZfbiZCYnQDowMwcYGZhDQxC/nu4GzrIBepbKYk3pIv90npvjtAkWQoQY+KqXOttkCtSKOu7OUDHdcrVhePAEORX4C41vVp1tzmowPzcmL+z+g6jtfo4miuEidYobeSdKE24pMNJ58ue9wUwewk0lox/OSY6FL7OyVM2pvsXJh49pkS9dMioO2QkP5WAyHrWP9RhxKSbDJtnnm17oPi1mwMsGvvyvWf4YaaOW0kob8AYfA7QMERp+tBXW3F1Z9NbuF237LPr1kO1/pJJf6uVkviVAozzgMVrGcbRF49xs0Z33jY2FFlx/hWCdllyOKtCf534Mm2HaJNCw36oAcmJ5fUU/xE9ci8N7PVtAsvLr+1VmBwNJbaikbjKs4xVhjNdF8g+W6Up6Wz5Z6JNCjM86rVN/p0BgDllwCiF6DkrncBSwMyy3yo8dRDVMeiHMWgCJeYkG17pp2X4CnX2K0pSEF+kUKaKEbmnd1MG56QSuqMyERNyrG+ARf968DL0DDL/FGQnoskBDGsuM+p4GmM/R+iplvCJVkrWtbmwtlLiL1n0hE29jSSLMqyXGpDMum2lgCX3wIAdnjmAJywYveZlFFTItaI0HxvTlbfTda3NT1aecGF4zOs/JZRL7fbiemHUcxiSzYFxzQBMtEZrYlyu9W0Cc+X5H+E+00W2Zxpb19wUIgPgotojqyfWkfDTb8QVHZTjiz8xGeI0i2mLe3dsUbPZtMWl95Xu0TVnMiPvR6je3+UKnwADdsj/EHfDBXYCp2vbeffHZlyos4ht951W2s39PbbSB92aMxkAb4+fHPlkE0HhdcQ+XStPnzLJXXk7VeGR9/vyRpQB8g8slM+drz7SBo6rgAdSQ+DT4apoxx/i44u7cj32wy9oGAWy0cPUP1mMtGRo+rjBo9sM3yU1lX+w0nIAQ1IMBc297F5UDuCNCeGucIX771EwGDwQ5EV78/yZxsd7tr44bQ+8U0JsHK1LmHL8GTHobgn53tsu70keLa/0pfxGic2KYkorRIgCRO92RE4w3beyAK49BdePLUCi6Wg3j0QDn1/APebmm1sNuFHid4RRk2vhFLCL5d8Pa1nLWv4P+RdIE/591g/vDQAAAABJRU5ErkJggg==) 15 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur58281 1.05s linear infinite forwards;
}
