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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 21 21, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 21 21, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 22 21, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 22 21, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 21 22, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 21 22, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 21 21, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcklEQVRYhe2WW2gcZRTHf/PN7O50si6LjXGhYYkhRAVbkRRvoA+6YmlFMGAU6uWhb8FS8SFeSqjBREVfFKN9E6O1mBIRtA8N3lqtGKUm9kLHLouXutTJumw26WYynZ39Ph9W0cRNoZsN+pA/fMzD9z/n/Jk55z8H1rCGNaxhlXGAQcYYEv+1jv8vtNVI2sd2IRDRDFlvjM/9i3H1Rhbe80CfOjz2sXVXZtNs6o47W6cmp4Jb2ah9xUlvuZiGvQFluz3ACJYwcSUEqrh7Y+/TEnnYQM8M8lZQK27F3als9xplu2cwtVHaIibJCLRHIKbHhwYGtxnoNwLty8XXLUDZrqVs930MzaY13EmbCeaf6cICEiHoWX9POxuSEmX1sd1qmABlu33APM1GNx0mRGu0klOG9EL2LE6Tgd4iEGZDBGzhZkGgrsDUoDlUmxQo8BVIAOYDKrk8RT/F5n/VMy5VwE3331bB0LxliwNIVX0enMkEVAoS6btcCD7hmFxKrWsKlO32YGqjJCMgaqRwK5Dxgv7rH3tTIMYDKt+WcPNRLO95RhZR6+oB7VrrAJ5Kk/Ege6F65v4xZU4ZTi+cCxNygbCBbpmEzUnOhFNsNrZyy9+56hEAoKZKbQw7SXqvfBVTdCI0gaGZxHSICkh7PlJJ3ph+gdMLk5QqzpMnXy4EVEphQv6LvFNckQCAp3g4LhDxoRueiBPXE9wea+fB5tfpMCFXrpJcCb70AIkn09NdR3a9wmhOIrMv8W5pRVZ8lBNeE+vcI843s1///F0u9fi9XTSH7sYSsD4El+lwuQERzQBCNOmJaCrR9eX+TwsCcf4Lvp9esRMeYsLP8rsLFEmEqp5vLUkbM6A1Uj2d6zYNbOi9Gmh9hkdbGrIoHGJCnuJHiOnbiOu1JwPAl9W2H75qi0S1BQRLpdaPjz74sAWhba3pin/B0Kom9VBmAnAE4tKNaFl0mN0Xvc+XIR/AwZnP+uf32hI5B5Qa+TtOIviFDnPxJyhVqr5wyv1h/L63x45y/Fdg0qfs5JnNNXQjUrY7Qlx/BIC4AY4PTrlAd3p//2/DP0nUMYkslFjIGuhumrN+owUYwHkgQCqTYee9/r3P2RJ1QiKzPmUnx8wc4O1jXMIq7ITPsiO2Z+fu6wZeG/J8ghaB5viUi+fI5wB/H+OLNqM/AFjfXJHoECk5AAAAAElFTkSuQmCC) 21 22, auto;}
}
div.testarea{
animation:rwdcur182768 2s linear infinite forwards;
}