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6.25%,12.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 8 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 8 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHdklEQVRYha2XeZBURxnAf/2uOXdmdmdvlmM5JAsLIUAg4RILCYaEgAZMYhTiP5aGQw4Vy7LKKo9oUYlI4pFUSEUEU4AJSApMKBNQJAaRAAn3ueF2mYE9Z3bmzXvd/jGzC8vukony/THzul93f7/v6K/7CfKQZVP6WnYy9VSgvHqKcJ1SXRM4COyma7ukP3wkc/XsRl/NvTz7h7/ms1wnEZ80YNHU2gleQ9sQKIxW6oZx0zQFChzbxrHTKNNMuomWfRmlLjpK/mjVW4dO/18A88dXF/mipS+YynnEEwwFDdPseKeUQogcBOKmdvZdqrWZhO3O+NW2fVs/CUDv6cXEIX13RKJFD1o+v6Xp+i2Kyf2LG1bkfjosSrdV3Vs78Pqe4+dPfCqAZY+NY2yx/sNwScVXdUMXIHBdyeCJj9CrZjTxi+dxUwmEyIZAui5WsJi7pz1Gc0MTdrIR3TDw+IN9ddeeM7IqcGLPmfiRngC6hGDpQyPmhgoiawzLRClQSuOBb/yAqv4DyRlPS2MDqbYkSkr8wQICoTACgZQu725cy/kDO9B0A1A0x6/GtdrRvX+xYnWqOwDt1g6ZTCzTdB2lAKUYMf1JqvoPQOSSDiAYjlBcXklJZRXBcKTDFE3XmfzoVwhXDaF9sOHxets++FuoJw90AdAs7++EyMZSolM75n5oX05k8+CGqE5tpRSGaTJuxmzcTAYAr88fRIqH8wYwQpFRQtNQwLCpc7C8vpyB4hbluV4hOjzTHqOKfgMIlFa3D8Eo7zs+bwCBgbBCSDyU96m+SUF2B2TbKqevPYVUuy5yicPg+z4HmgeMEDJe/2FPAJ2ScNGDo0bPXvrM+/1rhhqu4yAArb343KT4dpKtDoq2RALTtDBMk5MfHri8+afzJr6wp+HsbT1QPWzct6rvGmJcOH0SoWkdys8eO8y6lSuIXbl0k9U3xMlk2Lr2VbZv/CNSSkDgCwRxMhmunK9jQO3wyl4Tnni8O+BOAK7r2gIoKCzCbkt2uPzUwX2ceuf31B073BHndgwhBJmMzf5NL/GvP63GdV1Q2f7G69cIhAuR0kU6mWR3AJ0K0ZAy60KouPKJqv6DvKbHS3YlKKvqS8mgexh+/yQ0TaMpHuM/F8+RbGnC6w/i8XjpVTuGkdNmUVRS2kEXDIcQQnBw986zx3a/uXTPySut3YWsk8z/7IB+AybMmj/lS48vLS6r1BSd4+5kbJquxfAGw0jXQbkOoaJiEF13ypkjh+y927csu3z+6JsrX991vjsP9HgYvfjzH2+e/uRTs3TdQEkXod2IlpIy287tDgWdDiOUoi2ZYOual1YseWbl8p50wG0Oo0FF9k7XNaf26te/vD0ZBSKrrptEvFnakgn+vum1P585tPPp949dcv8ngD1HLySqzOYN8ctXKiPFZTX+YIHe7oWOWnALiJOxuXSuLrV97YvP1x1/75u/fGOvfVtS8riQACyaPPDp6Ihpvxk5fiLhcITCkhIsrx8QpJItNMSu0tDYxIF3trU2Xfxoyqq3D+3NZ928ABZO6u21Cwefc3yFpUoTSMtPoDVGoLQKkk3E0xKEQCiJa3rxX/v4L7/d9o+H8gXoUoq7SKjX4lRx31JpmijNQE8nSAaKEIZBs6shLS9aJnvSKsOkrbh6+renDfvCHQOwzdBMpelojo3AQQkJjk08FiMtNIzkdVyPB9wMejqJa/mxfWUL7wjAki+ON6QvPFpIiZZOYrQlMVIppDeINL24Hj9Cgman0aQLuUPcMQN3xgN6OBp0hZ7dg0rgeAI4vhBKtE8TuP4I6BaOtwAlBMKxEaAtmTpozKcGWDA6YC26Lzr3O19/OHuDEaJ1ci//yS/XlKFMC2XoKF0gkAgnheakcU0DaehIy8tQb4qln7+HxXMewHXcbq9gtwVQtRXPJecVrMnEYmMAnn11i3O9qXF9JFqURCl0O43mZFBCx/WHUEJHdx20dAohHS7UnVm9YePrzrrX1q1+fufZj/IBEN9bPDfUu27XghEV3nktVutA10prJcnIyf31+qaPE+pnK94+0bpk+sg+LcF+5+xwSXaSdPDWnyUd7Y20fDl6l+DRd3c9+pOXJ23+7owpv97ftiMfAOPu+AevzBzaNNvSm7KLA/jinxkS5vtvnYtOACaq1ispUVANqGw51gycYGFOefbjRCiJEY5gBQoQWo8FtototcErs1tcqG8DKUEqaMpAzIZRxfEJCyf1G61X9AdDByFQ2XvXjU8QoWWfpISMvf1q3SlHM315AxiWLpFSUJ9UHHQNTI+gotkh4ANTA5mIaXr5+CQx+7qnob4oexMWCCExEg3omRRKgrK8ONfOnDzwxiurs7eiPD1wKO7fXWTB8KhgrOky3HWoiUJvHxyJm/uD42YcTx3+pxTJVmmHoqQjZWTCUfS2FpRhkY6UYxdVABItUIFdGFqO4duftwf+XTTxa/WH3ls+tqzlLleCRKPeUOyOlTefrr8+b9W69c0AC2b2Wa8a62tdTwFaugXTo0HjZexACUI6eFqvprSy6qMrXt7SnLf5wH8BfBQPHFCMVWgAAAAASUVORK5CYII=) 8 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 8 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 8 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 8 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 8 1, auto;}
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93.75%,99.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
}
div.testarea{
animation:rwdcur128425 1.3333333333333s linear infinite forwards;
}
