@keyframes rwdcur69353 {
0%,76.823076923077%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACaUlEQVRYhe2WIWzbQBSGv24DQdNpYDKqDgwEpkMHT92AocsMo5QEBh4MKAgMLJnksbAEllQyNFoDDQZuzKiyhsw8YJ/lxGulJl5H8kuWfL6zv//u3Xs+OOmkk076z3r7CgwBfATOgGK/880rwLXyzS9A1+1/DhwBl/U1Ub4pi6IolW/Kum9H73oES+Cz8s23dke8mbebX4EPwCNggfysJ7hWvlm3gTbLOwPH0yUAeZ6RJtEVEPdhYKR889CG72vfzHi6dCYu+jBwKaS6z7Ss3KQDADarxbMvjadLkrvFl172wEYOSGxGYAs8bwhAEJrdMbWhofRQviHPM4DHXtLwDghsJ8UbZVmK0kHTbu0B21cWkMwUUuum7QXdEDgTaRJdAzGQ91aIHNyBk5kit8lTw38AORxfB1z+7yq3zW0WhditZThbukfXVDUAqOrzMXAtpFpnkWQ+zxgHnUKHHEns1hJttiziGOAC2PZhYCSkesgiCUCcQrzKADpG1DJx4bgBvgM/+zBwCdwLqVgZySwaIISHLqq439qCjRwQ2IKVqUz60xXAFfUGhMP/hgKQQio8b8h8Ixu4X8Nzm6CrJQeq1SniEGBNa98cYsDF/pvnDRHCAyBNK1hQw4s4pIhDcpsQLiw69IjT7scOMSCFVOt9eG6Tm0V7xikN0KVjKwT2AC5QzX4ipCqVb0rlm1JIVQIB8AmYAOUzV8CRh5KRkKocqnEppGrDhTP3DHxyLFwAQQs8oTrhuI+eA2WsdWPu7jYsjdbOQLdIvFDnrRm3wTsGeeHSv6QOCOA98Js6h58YI6mOXU7N8etvL/wBoOcGz2h52AAAAAAASUVORK5CYII=) 12 31, auto;}
76.923076923077%,81.438461538462% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACZElEQVRYhe2WL2zbQBSHv24DQdNpYDKqDgwEpkMHT92AocsMo5QEFh4MKAgMLKnksbAEhlQyNFoDDQZuzKg6DZl5wH/kxm2lJl5H8pMOPN3Z3+/u3ns6OOqoo476z3r/BgwBfAZOgHx38t0bwLXyzW9AV/E/B46A82pMlG+KPM8L5ZuimnukDz2CJfBV+ea2PRGvZ+3wO/AJeAAs4E56gmvlm1UbaDPXWTieLgBwLiNNogsg7sPASPnmvg3f1a6Z8XRRmzjrw8C5kOou07J0kw4AWC/nL340ni5INvNvveTAWg5IbEZgczxvCEAQmsdrKkND6aF8g3MZwEMvZbgBAtsp8UZZlqJ00MStHLB9VQHJlUJq3cRe0L2C2kSaRJdADLjeGlEbXhtyNnlu+U/AweGdsK7/Rl4wB2ebOIvCxkxl6JKyBwBlfz4EroVUqyySzGYZ46DT6JAjid1aovWWeRwDnAHbPgyMhFT3WSQBiFOIlxlAx4haNLu/Bn4Av/owcA7cCalYGslVNEAID52X935jc9ZyQGBzlqY06U+XABdUCQj754AApJAKzxsyW8sG7ldwZxN0eeRAeTp5HAKsaOXNPgbqu7/1vCFCeACkaQkLKngeh+RxiLMJ4dyiQ4847f5sHwNSSLXahTubXM/bO05pgHU5tq7A7sEFyt1PhFSF8k2hfFMIqQogAL4AE6B4YQQc+CgZCamKoRoXQqo2XNTmXoBPDoULIGiBJ5QvnPqnp0ARa92Y29yEhdG6NtBtEq/UaWvHbfAjg7zy6F/TBwTwEfhDVcPPrJGUz65azfPrqQ/+Am4HCbXKY8WhAAAAAElFTkSuQmCC) 12 31, auto;}
81.538461538462%,86.053846153846% {cursor:url(data:image/png;base64,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) 12 31, auto;}
86.153846153846%,90.669230769231% {cursor:url(data:image/png;base64,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) 12 31, auto;}
90.769230769231%,95.284615384615% {cursor:url(data:image/png;base64,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) 12 31, auto;}
95.384615384615%,99.9% {cursor:url(data:image/png;base64,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) 12 31, auto;}
}
div.testarea{
animation:rwdcur69353 2.1666666666667s linear infinite forwards;
}
