@keyframes rwdcur159591 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 7, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFP0lEQVR4nO1aLXPjOhQ97iwwLMwyQ0EvMyw0LBTMTwh7gYVZ5p9QKPhgYKDZEzQMe4aBYloQS9GXHTe21O7OnhnNWLYs6x4dXX1cA3/xFxaklPJ3rn8RhsbJWI2MXf8jeFIXUkqZZdmcd+SQpq4nkWXZl1HCExA2XgYAQHaHHRpaQ12r4qI9jr5nvK/xVUh4ChmfZVkwAUDxUqMuib4GAIOI0XfNOsyyiljMVM/aeMqyLHM7QkoZTArFS61UgIbWHhFj74e+8/P7Dxw2JWi+AT6BCN0lphKklMjGHYKWOwCcT0dNgMqTfYPDpvRe/Of//2B+4+f3H14ZfunBRG+1LSa0EwwpIQDZHXbIqxrn05UE1/g5GDMeAMrnjamG6PBYHpQw2vtzKw4pALiqYMx4F/ueA5GVsLRyKYTwbuZ5PkrARxGbhG9rVFIS21hSEOzP/C4J/NKjfN6s0YSH8XS/yCSyPM/BO75KY0JoXygQ0R+sooAxvBCir5v2hF31YuWZ6IELvPtmPjaWKkDSfIOQCkhBUJ0YAODUddazU9epqS743C0bE1EVANwMYKIH2hPK541ybGhojR07AhcAhp3Via3mRO9hiQLkMF9jTAUK/HLr7X3P9Spyx45oaA0mevBLb5Uz8wMZUfzAo9OLNl6BiR5CCG9G6M5hCaveN8lwob5hqGb16XA1AoAwCYoAtV7I81w/a+htYwUAZN/Eau8oHh4CTPSWI5tCaLEE2L1O9k2oXOak1fEoARlwk6hCyBeQgli9LoTQhnaHnbWXUM9T4tFZQA8BJnqPiBBMEgDA3FEeeYfusLPK0HwDJnqJL7oXsDzyHIfYnTvL6CnkVQ2T4AXtvIslQ+DD41Jtl/OqvlMyHRbvBsfkf08FJgmuMgIEfe3doDkbzPEHgG+0gpK/If2oByOLFeDUYynio74gZc8rLFWA28Bs8NyTmPABSc4BTSzdDYZgOUh3+iMFsa6FECAFUfeTH42nYFyaRiuM7RGQWAVJCADsng+BdxwlKRUxyYdCTEhcVSAppZJSKoUQXlL3KaWfFiWKiVHDXQKEEElDZamkpv1AWd0/6WGMgRQkyXCIfiTmgrf+qVFZlfp+d+7u+os1kZSAsirx/v7u3d9ut+AdD06Z3bmLuiOMsQ6YxHa79fIuKTHjDC6SD4E5yPMcQghPETGQjABz4RNSgS43/GNgGP/bO0E9nSkSTEdnOsAA/ogFkSzom06vzdGc561U0Df1H9Ifsw6QBX3TmTN7w2tzBG9bAEBZVfpa5QHg312dom0A4s4ClvFjUEYD0GS8NkcgkQJiEeAZf2a3vGm0i9QkxCBg0ngT5lBw7/O2TUJClFkgZLCOBI/A9QdAGl8QgwC3wVIFQEPgbasVUFaVMhrAdU1A9k3UpXD0WQDAZATYhfnXqcIQNI3S1qRLYdc4MxrsqsSOGd6NGj+MqNMgcDPMDIM7yICbOo7cPyscjtGjOMNYCrAaaxqvetY5GvcCIOYvuDFDaWsrQC9hG1p7P0C4oXA44zrkI/KqjhoyX9OxSACglIIx5knfNH7o0dC3PZkLIfRukTG2dptXU4A++uYtB6XU600nMjxqBKVU/0QR+udobazBZvDcP3TENfObXiBFHaQOCphTx2ysooDQIWZJSqsnByxqOKV0yetBLJ0FgmEv4NprMcfuWogyDZpn/2sYz1vuxhJXWx4vHgJukHNO4GNOnW4yneMwFL5E+MyM5U2lD9d5L5T2QL1BLP9HyHBM7vn+drt9ZAh8xLBP9yvJeioWVlsHJPhOFPwCCCaYSz+h8VoAAAAASUVORK5CYII=) 15 7, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
}
div.testarea{
animation:rwdcur159591 0.53333333333333s linear infinite forwards;
}
