@keyframes rwdcur108074 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 29 6, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 29 6, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 29 6, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 29 6, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 29 6, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 29 6, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 29 6, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 29 6, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 29 6, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 29 6, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 29 6, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 29 6, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 29 6, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 29 6, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 29 6, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 29 6, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 29 6, auto;}
68%,71.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFYElEQVRYhe2WW2xUZR7Af+fMmc505kw7t0I7ZdpiS7k5nYrYVTZdrm5tXFbR3Wx4WLLJ7rKXbHZj0MRNlsTLExo1sWRhdyMaqlRxBTVG0KKAVLkNlXahlIJTpx2Y3tu5X86cc3wwPCzaWokvRn6P38P3+53z/86XAz90hOsXtj/WJP/tiXZZMoiyc457idNlJZdOUlJWTp2/PmMy0X2sK5LrbH934rsIkK5fqKiyt3nnl/8s2j9IkzdDd984V6cUgsEhQp+FcTjt2N3OnH9Z/Ug6OUWB2RozSeLBaDQ+2h8cyKuathcYmG3AV97Ae4HHpb9vbn1vgXFqzebf+dm+6xyCvACLpRBTXuJk5//QM0ky2RSprIKp2ILLVoRSJGOymBkdmco4HHLYVCDlIpGx10Khq2/L0J0AbVYBAL+6v2ZRuCNyfOs/Ftuf2z+Mq6wec7FMIpGj42Q3mZyCLGaY43Zzz8Z7aX1mB+4JhUklS4kIYV1DxIDR66G4yIpskYIGQdgW7w/uPRNJTn1jAMDa+pqLdRUDtcf6rNTesRqbXMjE8CArF8xlrl3mk4hEJhonm4zjdbkRTJP8951u+sLDiGhUkKdIMpAy6EykNcQSO1Uep+awGANjoZ7fnhzgHHzNGbhGaZWtt7JCrf1cVUmnFdx2G74qL6dHJXyOajZtXoeSlYgnMpQ6bJjMWaoXfkDbgeP0BgcBlYyewS1N4ByaREhMcvrTcVG2mhoa6pY8yUDPBgBxuoC620pOBy/piOgM91+ktjjJ/oMdnD3XS/BSD4PhCSx2B8XlpWQKzIxNaezcs48frbiTyiov8ysq8cyVKTAojFtUXIUSC7xl1N9xa2zxospt1zzTBsx1C1P7TgBZC79fkUDRnfQEh7nSdx7BbMHqciEaQDYJWAolLC4nK1eu4mwggJ7Oks3FMQtxND1PpWJk3D2P1c13dVvzmR8/88KBE9c8045AUlOINgd33w5lshnRrPHXv/wJh03F17CCEreLbD6PpIKkg81k4MH1q2gX8wxFBunpvkROSFCd10l5qqm5fclHFwKBDe2Bgf+7P6Yfgad0l8shj2mjo8SGrmCJn6LOEWLp0lq8tfVIooCQyXD0w6OcOHUKkJhXtYh7Fhcw33yedGoUJTTG5TABT+PyX/cGDq++Xg4zfAUATY3uMyUTyWXr1peR1uZhXdiM178Wo9HAeCrLwVf38sL2FqyFhTz9zxb8y/wUTIb5bN9W/rz7PLGUdEjQtfuSmVxqOodhpoArI1own5Q22W5ZhtvXRJX/TlTJwFQiy0D/IK9ub8HnKUXJaeR0Adk1h+FgiOf3HOJqVPu31WraNBlNpmdyTHsGABp/0nC2q/N8Lhm1FLi8NSiCQCqRIp5W+PSTDm4tMpMVNEqMWdJnPqa1P0h4Ypjmpp/vPv78jj/EYjPt/iUzjgDA56udXOurtzds/AWSzU4skUNV8xRmo6Qv9GGrrebYkQ7efLmNiqU1nWuaf/qvNes37rl7+fLEN+tnEeApL/3NbeWeFx/Y8hC6wUQ0qSCg4ylzYjVpdHVfYv/uPaxc5X+/ccXiX27YsGUWz/0tAoyFhlKHJkW2PPE4xjnzUFUNRVfJZ1OcPHyk52LXqR3rmhvf39nyct+3EV9jxjMA8OjDW1a98kobI+Er3FJRjY5IbijCG22tsUh4YP3I1UjwckvoRtyzC6jy+/oWdnVhEUQ0TWX4bCftrbsuf56M3xWNp8Zu2DzbAIvT3bfE74tdeOtAkZqM89brr780UmB65LuQz5pn/7MzZDCIOvBHZrg9b4RZbWYvLQ9sfWpbL7CTaf5sbnKTm9zke8sXmmY0+KlldMgAAAAASUVORK5CYII=) 29 6, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 29 6, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 29 6, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 29 6, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 29 6, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 29 6, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 29 6, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 29 6, auto;}
}
div.testarea{
animation:rwdcur108074 1.6666666666667s linear infinite forwards;
}
