@keyframes rwdcur174872 {
0%,11.664705882353%,100% {cursor:url(data:image/png;base64,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) 12 10, auto;}
11.764705882353%,26.370588235294% {cursor:url(data:image/png;base64,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) 12 10, auto;}
26.470588235294%,41.076470588235% {cursor:url(data:image/png;base64,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) 12 10, auto;}
41.176470588235%,55.782352941176% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEDUlEQVRYhe2WzW9UZRSHn3Pe994OM7VthrEUCLgjFBMTCUsSxRhDWJCYuGLjwhBN3LiQNXHd/8CNcelOYxRlITUhjSETBdIFIqitWPpBJ/2A+bgf73ExnaYO09Ih6kbO5n7k3vt7zjm/97wXnsWzeBb/95AnPTARErugsQBUq1WfxnFZvc/c+PjaCZHsXwOYCIltvb6gsVydmTlQiNxZXKSFUmnKlUp3jsJDkSfmsW34fh6u7Ns3lGOviMoxFRkPzeaX15aXq0DtPwFopqn3AwMjYEcEqTjVseHh4ZEbDx5M1fbunT/1FC3ZFUDHAwngMGIV9WYHVOV0iOMx1Mr719cn/zSbPQh1+mjJtgAd0a0RQfCQOQRt3yri5LjTeJBgLzxqNC791Grd/Nxs7SORsBsA7XVzIiTWbUKAYhSFSCUIkKmQqGhqFBE9hrpzzuv5kurJ0wsLld2I9wTYKtwNEQNu47wJPCCwopAIMXBYRM9QKJwvDe45c2N16ciUWaEvgF5Zb41MUrXQblsD4w/gLsYi0ABSGAkqr1k08L4VBt/e02gcr9ZqQxcvXuxZ6ccAuvveywcG5GYYUAcWgd8w5hTWQVswmKu+ZOrOqdd3NI5Pvvnhe5UrV6709NtjZL1EN8VbhkDouFyAjPYQ+B1jVo1VhVQlTuFwEHfWInc+SPF06eXxw9PT03H3N3tSbQdhcRwEgmyId+gDsE57mdYxngdKigIVL/51r1KJ1I2lBwcuTy8s3HlxdHRzeu44B7Z6ogPVAeg2iwEtYAloYVSAMuCMQYcelygq4/yhxMsX19bWfjSzFREJ2wJ0G3IiJEYSxsNGxiBoF4YBKbCyccwwxlTwgaKDI6ZS9tFA2Yes/Mvy8lS1Wp3vaxSTJFixQKBdfkevWkBOuyUpkJoxJjBkqIdR7/QNJ65SLJUqHDr0TV8AFscELISNTVTZsp3aJkgwA4SsAdl8sCQXaToLzREkcyJNjww5OEWazu44irs98FazeTSA2kbefxM363SnrkgtBKthttgSWVwmXxxO8qWiSV3F6pZnSSMP2mg05nasQPdqSEE94jurYAtAMGgqMi8WbmHZTUmzny3NZiXytcwV1pYePayXW63E0jS7d/9+GPNeZ2dnk75akKWP1PvnVDaybpvQMpAVwW65kE9qkn6fpuG25Xnt7sxM8+MTJ3bcovsCiOI4bJbfCA4yNVvMCVcls6/StP7DyFA69wEHdr0lbzuje0YCGiw4s+AhK8FcQeRrn9snrK5frn47+eu7cvCf+R/Y9gWVYIFQFBbHzL5LCJ/mhdL1s/sH6/1+q2+AyAwLlni4p8EmJaSfFQv1m6ek+FTifQM087wep83bqv6OmlySZnr91cLow6cVB/gLq5rlnOA2EG0AAAAASUVORK5CYII=) 12 10, auto;}
55.882352941176%,70.488235294118% {cursor:url(data:image/png;base64,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) 12 10, auto;}
70.588235294118%,85.194117647059% {cursor:url(data:image/png;base64,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) 12 10, auto;}
85.294117647059%,99.9% {cursor:url(data:image/png;base64,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) 12 10, auto;}
}
div.testarea{
animation:rwdcur174872 1.1333333333333s linear infinite forwards;
}
