@keyframes rwdcur74240 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsklEQVRYhe3VvWoUYRTG8d/OfmR23dWgi8T4NSCIBIttUth4ASJpvQZLsbSZG7DzDmwlhdiLaawFkZDGRcMKIlHiuC7r7ozFTEAEzWyI2MwfhmGG857z8HDOeamo+M/Ujnowi6MQreIzxQSzWjz8twKyOGrgNLpYLkSk+IIRprV4OC2br7GogKLoKm5iHX28wwvsYDeLo72yIko7kMXRQfEB7mkFG3rNPMMs5euMeXYfT5HgYy0epoflXcSBDs7ijl5jw7mQNgKM0a7zYfIQ23hdxCeHJQ3KVM7iqFWIvYTbVpZYqXO5w9Uuax2uhKy24bq8PxqFa3+lrAMNebP1NWsXXKwzOEWvGIJpRichmTNyA8+K+EDeoH+klAO/iAj16lxbpheimT+tgPNdTgbk1qdQpgfKCkiL2ECrztLB0TrC/N2q8SMj74EUpaagrICpfNHsSWZM5sXvDk7kAr5PeT+Dl9iTt+bxCCis3McbyXzT9rffIua82md3vIktjI99D0AWRwHW8Nit/sD6GaRsfeL550d4IN+Ek7I5j3QXFGMZ4S7e4glGi94DFRUVFRUVFfATj/V0+vhBXhQAAAAASUVORK5CYII=) 16 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsUlEQVRYhe3UPWsUURTG8d/sZie7mxCDCSgSwxKCaBARlRR+A7HSyq9iN4W9fgsrO7UUSWGjjQQE32CxCLJsEZN1sxt2dizmBsQmN75gM3+4DMw995xnzn3mUFHxn0l+51CRdWYwjxSHGIXnNMm6/05AkXVqWMAKFjET1gQ76GGUZN1RbM7aSQTgNDZxBRu4inWs4nIQ1i6yTjM2YXQHiqwzHwrexrVQbIp2CPmKN3iMdxgkWXd6XN6ZWAE4h1u4K3HB0ixn07J8b0L/cM0g31B64yE+KH3x5wKC6VZxAx1nmpxPWW/RStkv+PyNL+NF/cOb2A4CjiW2A0euX9Cqp1Zm2TzFcitsT6i12SsY5hcN80si/XUSEw4xNFdnLWW5qfwL66W+pZQ5zDeO4o+9/6Mvi2GCLrpqmEvQQBNFqa1AI2FawOtYAbEdmChd/sR+zvc8vG6jhaQst1fQHw/wPJz5OwLCdBtiy0F+39sxDjBGjinbu3wcwB30YiditAeSrDvBAI+8HzzwrI+wXu7wav+pwnVshdi4vLGBvxIG0z0s4wU+YTdm+FRUVFRUVFT8zA8Fq39Am5Vh/gAAAABJRU5ErkJggg==) 16 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqElEQVRYhe3UzWoTURjG8d9M0iQ2TQixhBLFBrSgUlAQxKuQKrjxMryCceMdeCXdqCsRcSkluLCuQhfSL0qsEtJ2mriYU3TXscSNzh8OA4eZ93nmOe97KCj4V5gmvfgi30V/KALzaIatEeKwV0OKQwyjZDBbA9OkV8ZVLGIBS2Et4CsO8CMY2MZWHhPlnOIxOkGwg3u4hofiqG0yPcArbOKLLI0R9mdiIBQ8+/PbeKxbW9WrUo8ZnrZtjZ/aOd5AH68xzGMgb+NUgngTjyzPr7pZ5VaD5Tor81y/RKt8FzdkCbXyNGbeBCZhtTRK912Z48Fl5sqYMk75fkK7yjDtootalAwm5xXOm8Cx7EwXNUus1IJ4CXPUqnSqVGNBvCJrxnPJm8AYu+AIlXLwXgnPU5oR0ZTs7Af4nKdwrgTCOO1iw/5xanskm+Aa6pgQl9g7gXdYj5LBcGYGgokJ3uOF/ph05FcCKZ8O2Tt6g5f4kLtu3hfPmCa9BTxzp/Hc2lJW4uMO69/6eCK7gMZ/zcBvRlpYk92Ob2XzP4qSQXrRmgUFBQUFBf8nPwFMhnFQtcMaagAAAABJRU5ErkJggg==) 16 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur74240 2.6666666666667s linear infinite forwards;
}
