@keyframes rwdcur228849 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADaklEQVRYhe2VwW8bVRCHv3m7a+86jp0Yk9huipI0EiiNKop6oCSoQlQIIa6ccuLUP4AzsvxnlHslOPXQigtCogIBCohDCRGNoElL2jVR4rjr1F571+9x8FJFqYMoIHHx7zhvduZ7M29mYaSR/mfJfxXI1MoZQAE9qfq9fwVgamWVBIul6mNq5RwwATSl6gdD/HNA6oipLVW//Y8ATK3sAtkjJg1cAHJADHwrVb9uamUbKCSJdXKWA9pAKFW/8cwAplYGKAI2UEoCLoIpgtSTZDvAp8AMkAGjQAoDCPMCyAxwG/hCqn74rAAKeAl4NQEAuAKmBHIT+DwBCIH5AQANME1gCeQ90LsgSyDfA1eBrwE3uVQgVb95IkAC8fYgGHNJkikwsyBrYD4BeiDzYJZBFkBvgIQgJTArTDkKLbAXNYEmmPVBReQ6g/bsHH1H9pCq7ALngXmtzc7jTn/Fc+W2bakpEBcogjkL5hxzmQo2C9zrgBLoJxH2I1BMoHUP136XUC8C3wB3GbyvJwBqCEAWWAE922xFb40XU1nbkldAbGAZmAReI+9UiPtgAQseaAO2QKBB6wAM7VDnCONfgLWkXRxNflIFchiz1+7qxeyYcrGEgyBudrpG57PWZWNEZyftCsZAxhpESNswbg0gIgOn0jmyNs7moXtnu5M5XXJvZFxrG9g+Pp5PVeDRYRxu3u9UWr2+m3reot+OSGVVqVC0Xs54quRlqDDtQKihEcF+DK0YXhyD6RRxJ4ZDA6HGGResubjyw3pQCw7jiWG7wTpuWFbdD7M5e2X+vAcZUGUh5SnsWCGnBOUAj4CoD0qBIxC3oaVA2qgzGrw+7FkQQeFNzcEdXdjbjfMf/RR9fDzfUy0IGv0Pfmy0LniTsrQwkyE4iAmCiHFxaP0WYRSkEdKiyEc2/B5xaGv2vT0co/B8C20ZJmOFiizqnxnqd3s/79fj94e0e/gqvrZIAbh17vLYUn0rYvfX3k3g4Z/nTlrU6Tm3aAx6Mu9M+PVw17/fCwDyz1lur2uKM2dT71TOOHx34/F6u6UvrW4wdDOe+DO6tkhBhFuV2fTSg63u66sbfHWS75BvV5TDl9OV1KbnWm9cvN55eJLvsDEEYHWDhjFcerDVXePY6PwNBTpizb/Xu/hXyUcaaaSRRhoJ4A/6OFIXVhjfHAAAAABJRU5ErkJggg==) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur228849 2.6666666666667s linear infinite forwards;
}
