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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABzklEQVRYhe1Wy23DMAx9KToAF0iRETyCR8gI3aAegSPo2ltHyAgaQSN4g/KaXtSDTFm/NI7jXIoQECxTtt7j8xNh4BnPeMY/Cp8MNObNeNkKXETAzPHeWgsRScEvkrgbnJlj9dZaLyJZDoB3uSL3g5aDmb2IeBEp1wDAD6BNSGSAWq0OrVq4AvMDyA+gkti6ahW4pYCbwNI1BVeitygRX7LWemaOQCmwzqMakwLClBFwkxeS97FbQABEpI5eFEwHAICBYADFvEHYwwHoQmp39RgaYyK4MQZEBCKKc2NM9vxIVIG/Q8AyQiTkFHxpQZnU5/0+yo3i+2veWtv0gPog8cjiiOA/32/+/Lmf5xOhFFTJXDLf2uOYkUjVKJtOq3o135rqI4EUSOct8FTytAG1SLzeysJai67r4n3s/8MpXM0xuh0Ijj+IwFEwnyMCkpNxa7SlHk4e4xiutbzRF2s7YUWiB3vune8xyX8ZPCNRdMn1BKpxnUBGIn1u1f8A9w49GD04JIxbQhgA8FV8/8XdqNgwj3EMJMyx3NPj4zRnwvpa3HnTygO1Ced8mdvAhGhuqGBKpCa0adQq/D0eEl6JKIlyvgT8LjMkRB65/2PjF9sEHUcgb7gBAAAAAElFTkSuQmCC) 3 3, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
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}
div.testarea{
animation:rwdcur79924 1.6s linear infinite forwards;
}