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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADAklEQVRYhcWWQWsbRxTHfzMoq0GbtUNS24HoINolGF334BACVaFHm0DIHkIDpR8gnyAH6dYP0UMJkTFG5GCIIRBClBYKPvjSL5CQYHBsDJETRVvval4PKwfVtXaVOJYfLLPsPub/2/+bmbeQEyJyPS/nVENE4jiOb5yJeBiGWkTEWns2EEEQFEREGo2GWGvjXq83cQhHRAQ4M4hPAGcF8R+AYYhJrYn/AUwa4lgAJlUO3/dHAjAhJzIBOG0njjpQr9dlVJwWxCeAer0u1tq42WzeBaqO41SBKjBvjKl4nvdNpVIxpwJwKL68vHwX8Hd2dlaTJOlYaw+/Xvr9fqfX6/0O6M8RUGMA/CMiyerq6s+lUilZXFx8oLU2PAXeDmWGQBFEJFFKfa+U+mscgEzaarWKiCRra2s/GWOSpaWlZf1GG5pHxAFawHNQShVE5MW46yHXgY2NjR9rtdrf3W73pXqtCvyZkX1lMP4AIhJprV3AZglkOlCr1ezCwsIfu7u7vyqVI+4N3T8DpZSJ4/i3PI3Ml+12OwmCICqVSousZ2UC54fuD4AYtNa3fN8vpBvp+MgrAYAWkZhmzuq+AiRANBgvgNQErbUHfGREKcbdMtl5lwYSHwbiAO9AKcXU1JTz5RMDQRDoLAuB1PKDI88ugIiwv79fyNLJBdjc3NQi8o5iTqIeGjVwA6y1+3k645TARlH0mDAj4/0xs52Dvb29J5xkGwKEYWhd170nIhHf5dMCcDM9Eefm5u5PT08nWRC5AK1WywIH7Xb7jlyTZCTEe9IdMBBfWVn5BTjodDpJGIaZLowTBc/zLq6vr9+21sYiIvJERB4OXa/Sttzv93uDpvWt53kXSfvJSfUBMMBssVj0t7e3W0e7YZIkna2trUekLdp3XfdyuVw2fGZ3HBmNRkMDJWDWGFMBrjqOM3/4X+A4zjxwFagAs4PcQt6845yEw6EHkxrXdU2323WMMTqKIkgX2uGJ8JH0SDpx7bNAnHK5bGZmZs6TdoKS7/sOX8vyScW/KIf8ImGalz0AAAAASUVORK5CYII=) 8 1, auto;}
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37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
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45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
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}
div.testarea{
animation:rwdcur219366 0.8s linear infinite forwards;
}
