@keyframes rwdcur57929 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 17 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 17 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 17 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 17 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 17 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 17 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 17 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 17 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 17 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 17 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC30lEQVRYhd2XTUhUURTH//fO0/fS8XO0lNKZRsKstA+pRWqZVAYSRItaRLRs0SYiZlGEQtBikDD6gmhTm4iknZQIMphJJClmo2goY0WZMeFH6jPvu6dFPZtVvblmgv/dvZfzPz/OPe9yHrASFCIKqMZy1YR20hBR4Lx8ZcSu4wFSAgDAm2jYGyIKkJR51cyzVlrWAkxcRooA92uY39ce7SsAIH3TCTkAeMP7FqOel5qVjAWdGjGV7K1CLJT4OutLO0U+X4rLfZRZstber9I0RxBxA7QKEXjCR7yFSPf3fB58syY1qQdAJIO7t03PzpcWZ/gP1cvw3YtUPOUEQr0CjGWDKNoxFxYARjNc7qJNiet9JGUYgHBaAaUeqNK0IOf8S8dcWOzWN3PT4GVFmnfi+WxvN3e5HCdXBggRBZpo2FueVMKllMim5EwpJcqTSngUMydCRBeWFAAAaph/5Fe3axv5uirGeW4lY0EPkh4CEE59NJXksZ8ZYyzNzbQsE5Z9diUeL+UK2CKiaOfMYCNJ+UklftEAADD69eOkauw/AbBMqeyzeADGjP2+siPLB0Bkdg11hZYPAECahG9ZASanouayAthqHB31xxuj9BDZE8/NurqG2H1JJO0zpzOBcgXa6F3hmbq6c4wxz4aCHfkA+OqcnGMRGq8GkOLURxXgxh6Wn9k1O6BZUorExFWGJEpun3ktfSz9BYDavzr8ktI80Gya9kSkCTF3vDfcdg+Ae/vWAwvNWG0YS3MFzaYZeJwQyZ13ydPdPS2HB96+fAAgAuBbZKT35If5aMXVhP6UGMg/SrkCDNAIEJ3WgEwbnjD2bqm4PCbELc75LiHE04O6fsmJl1IPVBtGMFHXxe2xNmOnq5BPF2R+HxPizrPxfnDOHzlNrgxgT0Rn837e+ey09FqWNbQvq3gk9idlyQCA3xORruvI9eTm67ruqWQsWM9LlV9FZYWIroWIUv974hWhHx8GPqJTtmjwAAAAAElFTkSuQmCC) 17 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC7ElEQVRYhe2XS0hUYRTH/+ebx71MRohZ4yMk80FoSohgKjQZ1aJFRhBtW4aLXMgQSTAUBg4upIhWrSNoG2SSDiJDFGLqSGjiIxXHRzq+hjsz936nhY1IG+9cNSE6u/t99/zP757zncv5gH/BAsxeq77CasBk0ACzt0n2qTufUwGyBAAA73g8L8DslYYBAJCGsQ2Tio4lAA+R/zrlR0bXZy4AQO7sMgCgfbpTbRMVmofIb1aLrAB06boXgB1EGV70rzboWXqBM7slYRjNAHQAqLPbTUGknIEuXX8QFtEbPWL2zPulflGvOcYXjUhwIh5+3L0ynKPabK1vaCzrN+SulnIGAsyCpXwFQDIQCWqhOQBhAO5qpUQQUSEzT9TZ7U/N6KWcAQ+RvGSz3SUhRoJaaK5aKRGaKmqqlRIRjA1LEuK72eCWAICtVvvGSzW1rjLBzEcKkFkgpUStq0yM8s+LAebWAwUAgLN0fNlD5GfmWJRjG8BWdxRRxhiAdbM6divB/2gzPa4n9OSneIjup6JlOQPbRqQW2rOrrLrvHYBZ+7o41HN4AAAUqbgODYCIjt3JLq8noqOHAgBAfFyY/MzMpk/+vgIw80qaTcm1qrUvZ2B1dXENgDw0gIWlHxEAeBsO56fqa+lHlJx4Xvh87TvXJbNM7pmdCfY0ETX4fI0710643bc/8ew5ACfN6uxlIprqjQ5KQ26V3pASvdFBWUU5awCem9WyNBF1aJoXAIQQ6ZHIfOn45GA3s0w7X35FS75zTVUPpgQdmuadcW5edjqdLQND3XUbm5ExZjkJYKN/oPNmcH00r9kRUpOQu5mlDHyIxZ4QUZqUcu6LMSIzp2PppcWVD6OJxDMp5SxwgBkAgKuK8sjhcMy9XOhRK23Fwnba7Yozh+YTkVJFUYTZ4JYBAszeMG/cajy1VXNbwl6UiMdf57oyR5tkn/OvXEzclBbyEPkVRcGUKxF2KoruIbrXJiq03b332fZyN/xvvwCbjVb/oqaGqQAAAABJRU5ErkJggg==) 17 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
}
div.testarea{
animation:rwdcur57929 2.6666666666667s linear infinite forwards;
}
