@keyframes rwdcur256695 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACrUlEQVRYhe2UO08UURiGn5lll0V3V+KiCSYilxCiibGgMYZAaWFp462wwhjhH/ADLOyUEDosJCTGQGNFSLglWtiYWEAgiC7gEllmYGZ2LntmjsUuw0q8JMtiYfZtZs7JyXne853vPQrH0Nf7hjz4b3mVVCrZQwG4xV3ZRgsddJEkRZomlE6F9ZU1z8Q0hxhM/w6u9CSQi2bFJuoA2mjhmXyKqoPQQWRgpneO1s72GHB2MjorAXJLObaCjD4w3++Yoz5KT4LkdTA4NFGRgQ66UHWQ+EAEgO6xPoRVXOQWYHNVp3tIEE1EG909D4ggF81jwUMDSVIIHSBCQXPJ5wWnL0awMnEsHVJtHme66gn8KB/e7OMKBxEIbqjNyEUTKSWXxlMV9UAdQJomRKY4kc+L4lcDJeGQSgcIN0LmPWjZElwIHNvmrfWJwCsQ4DPChHzMncp6QOlUmOmdo3usj/g5BddWkRJkNMA3YuTWVBxjHyCE101lSQIPuAnwAhisuALrK2tea2d7TFjgcAol4SCjARE3xvaaim25ALjCQdvJok5/5yG3D/aoGA6gApiYYRdZOkAA+RjbK4dwfU9D280hPJ9HVYKHBoYYTMuoxC1Aw3mBvR9lp+zk2Y0spmEA0LCwWzU4lK7gQJurOs3xerQv4BjFDOp7GqZhkM/tE+ATryIcShWA4iOTdL9RcApoWR3bssOyFwoeAT5ywcMPYJjxgWrAoawCW0FGv8rlxsxHK4yatpNFeD4NC7vEAR8QuDzhXrX4hLnV3uX7l19+Ht2wGsKouVOrPzXcMOMDJXhFj84fDQBMXpmV7rULYc5LGYcq3vlRqeWD3FIOx7axrXz59InBf6nXXdNyuG9eAhJ4ftI89ehEdnmbAB/+9cnLNcKE/PuqmmqqqaaaavpP9AMGaWLmtmCdaQAAAABJRU5ErkJggg==) 1 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC4UlEQVRYhe2VyWsUQRSHv56ZxDGL24zgAuJCEBT1oAchYgRBDx5z0ehBwYvonL34B3gQVDSIEkQERVDRexBM4gKCZxMiMTgaO0tPt+muXmaquzxMpjOJS0ww5jK/U/fr4n2/96peFyyxNIBjnFBb2MQ2ttPMCjJk0Vo0hgeHig6Oc4lcZlENXOCiuqIuk7BAWiDz8OJgD1qLBoCqUwAY/QYjUd46dK11ZNf+ndfjLOXPRJEi09p4Z94GrnJXnTfPoAgJrSQyD9YQSFFeFJTg60eL1RvHyjxNkb+vY/QbnI3ateqEhTfiduxLsS/T2rh3TgNdPFEdn9oBKJkB7pikvi6JyKcR1tTKlT6yJBl+axNIHyklvufR+GEMfWCUHKe02cmN1+I9gArZkD3YuP63Bp7xUh3ubQNAuOWypZMEwBmPcI00nggwdWsG3BMuUbFEREiqZ5RzHP/JBMBEr/gG4N6O1lVimx40a7GB5y09Sg0q9t5rI73WJfASKAWuG6HMBlwnwtQn8YSH8B18zyP1XAfgFEcBbgK5P7X680lbAWgHmlCvnNhECmB4cKi4uWVrvRTg04DW5OO6EfVOA6YT4YkAgED6mBM6ie5xTtNeyT0nPG73gSaa94PNtIkUgIPjAGsAhAWpUgRuA6Y9Dbe+m5gFA1kMyS0ADqBeOTPgAAmAS+Qyqk4RlMrBydE0ogquf9FxbBuA5X2FBcEre17d/rgDFX39aJFuXgaAb09X7tg2rjFJREh6AfDZJqoVB7oST1V2W5amo7vxhAdM7XnBKD9PClRfkXpsJAHn6fjliZ+v4g6MRHkrS3aVJ7x41MwJHVkMWd5XIA2EUIH/C/ZMA0mS71SdOlI954nu8RkHrpOHF6bg/6T6nxI92/FSBXs2xHM+NeOwwD3/GyWqX4x+I/7DVWnR4L/U4+3dqrOtV1G+424sNi8xO6APjBIRwv+uvFq3eKSWBFxTTTXVVFNNS6EfkPiOAykiQwsAAAAASUVORK5CYII=) 1 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur256695 1.0666666666667s linear infinite forwards;
}
