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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB9klEQVRYhe1WMW7CMBR9qbozsDHkBiAhVpaKbjgSnIHuROICuQBSDgBnyBCPoCxZIyS4QYZsGXICdwjfcUAkn7ZUrcSTkCzb+D+//75/gCf+A2bLqXrU2S+c4MJJNYlHkmkkQePNrv87BC5vOltO1WbXV0optdn11eV6Z9xT9LsnjsXZ1Bn3VBFnFlAq8PF+ssw1AHgbDfX+KDmA9rfhlRN87XWx8qCKOLNkaAM46TUKLJxU/0c41X4OicbgJPeltJ1xT5lpMVND85x03FSgul16NQ+UkgsnxWJyxHY/QKmMjSg5AACiBKw0tKYAIHmHiIBzOnK9VgW/L/eE1ncAABaTI4Dy1ovJURtuMTnq4IEvsfa6uLcKbhIo4syKkoMOQCabuwKBL2t7A19i7oqaMlywUrDdD84qlHLPXaEJCSfF3BUAqlKMwK+A1k1kRgpI6bhFFABkaLP90KpAEWdWBChgeD68vO11BQDCgVaKTNtGgmVC8gMh8KUOKkNbe0KGtpEuHlgECMJJteFMmMY0Tfs2GrZWBZtAEWfWyst1cOGkOudRcsB2P9CPEM1zwOoFNDbffco/YeXlNb+YveHLBKgRmbJSfsl8TW7nVAKrDNdetzbX9PRW3TNnlSH7e+Cy3wO3m435/fAjBOhQGn+7zz/xxBN/CZ8KrjuNGHeYNwAAAABJRU5ErkJggg==) 16 16, auto;}
4.1666666666667%,6.8444444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.9444444444444%,8.2333333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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13.888888888889%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,27.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27.777777777778%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,34.622222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
34.722222222222%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.833333333333%,48.511111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
48.611111111111%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54.166666666667%,55.455555555556% {cursor:url(data:image/png;base64,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) 16 16, auto;}
55.555555555556%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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66.666666666667%,69.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
69.444444444444%,70.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFJklEQVRYhe2Va0xTZxzGn5bTGwV7Tk+F0haoCiIiMIwXYLQi3iJ42+Z12VRi2MSMaDbj/OCi2+LitrhbdtO5qZubm8rMopu7Cr2gAwGRi6hzhVaxLS2lNm059MLZl5ksRqVlccsWn4/ve/L8fu+bf84LPMh/IUs2lrH3q5sbCXzBQst9lRg2/wr8btC/rldpSdljGml1VlGCr1Aj69mgJXOi5XD+jmTVTPrRs7S6WkqREAr5cNpakWQbOFZtcC277wJ0kZwlYvhYtTgNSpUfJOVHOMxFa5Mfnss+v7DbV75P7z4yXA8xEniZhq4bypwIiYTCvMJZYHkO1JypxeUrQiQrHJBLBpwBsF9H0hVzr82sogTfuoJ4ZRZNBJrMjAkAKrXkZCYxaeuEaUL+UysqkJk8Cy0XemBs7EBtSxsCV/udIjvz4V69uyYSgbvewEqNdA89Pz6WQwo2tB/uXQQgGQA4Av6yQRkZlzNxPLLV8/HeiWLoamVou2TGWi4T847ePdQQCfnP3PE/8IyWVMWkiFZm5cajvTMVnSyhqtKS/NgiOXtwgNjKE1AYZOvxmX466owybFqxGds2T0GzIj78tJacGwX/zgI3wam0CdJH8QVhxImB8Uol2gix/bXnaWjGj0YoFMbDYz9F2L4BCkoNgiDQYCDQfD0Ed6x492ottS1SgTvOAJM86pRMnhSjUg0hexILOTkV1gBHuGrmGyjImYMYDgEu+MibmAd2KAg+T4iaFh3SlArwlFRCT1hUQlKhZ20W/64RCRSlCjROQjxOSolRkL0aM3Ifh9V7DCdPN8Pn9WHRrMXotB/E7OmrcdHxKoZ86ahYuh4E/QFystJBiIIYQKLAIw7tKE/lHmwwM+6oBErUgouxAV+WriuU4nAEsaBkLjLV+WDFh9B4IQwCfJTOWA4qToFJqUshFIhgPKeHHxewaOoeqJKSwWcp/G42QRoeSJmq4oWazUxnxAKNZsbaZvLuDyYSOxKlEtxk9yNBkguX/xy2PHEI45IzYLG3gc/nocP8PQxNP4EAhR8M3bjUcwTqxMmYnqsBJ/4kWt2qzI7evoUOi++ViAVupVxN6Cw2e4nZRku6e+thMsXh8LcncL69CXJaictXTZikLkb9+Q5kjMnAukfW48Dx72DquoGxaQS8IQO6umg0We28oMX7YtQCjWam22Lxv1VM+rrctsG8xh4/2WPrxdz82RiryMDRX45izZJyvPnF62i81ACJogl7P9dBJOTD5W2BlGZg7RFD6uz3lCo5hxrMjOd2RlRvQWxREvv2dhorC8+iYns5phVaIJEwqD2tgOWaD2zIgnHXPZUdLPFyfHqWrKQkiBsWG5yn+vd9ZXBVRH0Dt+dJNc+u+3WwuLr+NF+VHMDSmS8gQVIAi90I5rc+r8rqXPOJ3n2gWC2QMzQK1GOGcOJwn7/G6My/W2dEj9FGjYTo53C3XGFjKsOUMk5JSTBnyhJI4micrN+FtlYeOHZ7+z6D+0sAoMDuDJr7Sur0woc6jL3ie3VHJBAmuMvdE6idvAEVlKNFKC0LIz+7ED/rzkBfJ0TDxWb0GfsKbn3/rt7tApC3TkutHa572BnYqKHwMStkX9pEweuTYnSCDzxeCB6PCMerWZhuOLAg7J63R+/+MZLDRC1wK4UamVVTOkpmdqUQTEAMhhkEZe+6Trn6yt7Xu1tHAgeiGMJrFv/uCUFc47k8wm/M1rSwwxaQD/iPHzD0fzRS+IhSpSW5z2ni/1Hmg/y/8wf+OQjQy3l5IAAAAABJRU5ErkJggg==) 16 16, auto;}
75%,76.288888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur227913 1.2s linear infinite forwards;
}
