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6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 60 4, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 60 4, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 60 4, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEOklEQVR4nO2aW2gcVRjHfzs7TNe1DbVCm2JbW21FMMm2dXOrShsUFbEoefFBX+qtCNLH1tAktBS85FXZYl/0qQjWBx9E+2RQMCBbKk1btyKpt1K8oJimyTo7O+PDXDKZmZ3MJtnOzO78YGDOzszZ8/+f7/vOYXYhIaEVyZon6TBHERInABWYCnsgYXAc0IDHwh5IGJjiW9KAYebFt5wBTvEtZYCX+JYxoJb4ljDAT3zTGzCKQ/CabaurtIgBLvH5YzsrT3z66Bw1DBDCGGWDGEVf6y3yx3Yqu4a6BDGbrqmzWQxwix/NlXcPdQmCJPhqbAYDPMU/eDQnphcRDyA2bFi3Bpf4bkN8ShICaYuzAcfRDbDoHs2V84Z4LWAncTXAJb7HQ3wQE+JYAzzFdx/NiYIj7FMBOoubAW7xI7lyj4f4oMTJAJf43pFcuWe4tvggKRCXGuApvne4voLnRRwiwCW+zxBvn3mvfA9SA6IeAZ7i+zxmfqlREOUIcInvN8R75XyQ2fYiqgbUFJ9eRsGzYemOYgq4xO+xzXw9Qs17U6mU6rgkuE4igqf4fp+ZN2mGIugS/9BIrrxnBZY6P6ISATXFB93hLdWgKETACfSXmBYP28Q3auZNwjbgLeAN+wdr7sqqG3atU38Zv66qKrJmOKClQNM0wWgKQkZUNg20S8sdQJgGuMQD3Lg2K3wy+GXW4/4FPPXR3oXpq2oqQqrulA6rBniKD4p4W5rNAxutdrVcVSZGzivKrKLU21cYBixLPED34U4luz5jRe/vxb/U4psXpG+OnKMyozjXfF9udQpkgbPGERQVeBfoMj/YMXj3ApFXTk8JABfe+17UVE3tH8sr6dvFSL4TnAXG63xmK9BhNrY/s0W584G11rinf5pRJk9esdqThZKggdI/llfEACZEZR/gx0Fs4+x4aYeSSs8Xu5+/uObK+4uFkjRxuKhWbi5eE8JeBhdDAl40G5l1q9RNj2ywLlZmKnJxbNJzKbxYKEkayH1jednvC6JuwCCw3mz0DnXKq9ZKGXNzdH3iT3X66ow9ir9DrxUCwKVCSQLkjXvba0ZC1FPgoL1x79Ob5xuapl7+8Efn+J8HXkMvnIBuwviBr2vuK6IcAfcD+6zGc9vkO+5rs8L9nx+m5dLpqYzt/q+Ay8YBcBJjgpXZaix/HH3F3ug4sF1N2XZ6Vz/7zXn/+7bzUzgioRZRNSCLrfgBtG1ZbeWx/K8sf/v2guL3B3DG0ccp9BSqa2MUFV7G8UcHQUTrOdI590Jx/9z+MwM3Hdff8enrVWdfwJONHPxK8AH+//GxH1XgnkX6O+R45vGGjHqF2Y2e1zfwN+DzgP3ZTYiFASZtwOvAJbwNeLaOvkwTYmWAnX3Ax8B/6EJ+pf6l/BA2A5b6e0LYtKMXyr+BwhKeF4G63x0kJCQkJCQkJCQkJCQ0Df8D4eB+8xRyS5oAAAAASUVORK5CYII=) 60 4, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 60 4, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 60 4, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 60 4, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 60 4, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,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) 60 4, auto;}
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}
div.testarea{
animation:rwdcur146676 15s linear infinite forwards;
}