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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF/ElEQVRYheWWW2wcZxmGn9md8f47e8juemMnPsUJTpPWyca16zRxDk5oU0KggGmIMG4FlkUrqqqCG6QICTvQC4oQ6kUkQD1IVUlAUXOglUhQRVQ3hkY9uG7Xp9YNTuzsxsfd9XoPM7M7O1wkV0U2trFyw3c5r773e/Tq1a+BFU4wGFzX2NhohkKhdSv1ALCtZKnLGkBxKsdkIY+VlJUcfdlK3j2A43ovWS0rpmLxH5ZWVFWnNP0pgRDPWZ/eHQCbzSb+3PLsflPXvFfDvUSTMe+Z4z/eKxDirgA4ZIdclDXbH/jaoartp15nS6i2yoylOnz45JUALHvp2qV3gi6XenhzqBbPxo1MBf3YdfNw/NZQAEgt12/JCfy8EKbLGiD86hvH6hsf8KneNXg8HoyCxb3ban0jpy8ee9lK0mUNrD5Ap9VPLpcTsXjMPTo03KZTwFJur8bTSSbis9wavdEmIbllZNFp9a8uACAURXFfeOa5pvin19b1DfejmwYAumnQN9xP+LPhivO/+eWuIorcwJILuSQAy7Jkt+R2u7Pm95su/7MklTMw7miqz4fNKfjqhb8H9bGpdg8et4S05G4tOQEtHQ8G/YGv19XVUVmzCUU4APD41lBZs4lyVcVZJI4ICKioq5uALMnyhydPP7x5y2av0+nEXxxAFsptTSi4PG5MoHJDhS989vVHAgRWN4GskZXH+4ZakGUKhQLYJTCt26JpgV0iBcSSScY/GmwRiNUFeOf5l6rjk7P3GHkDm82GzZIQRUUEgCJZQTKhACQSCWajk/e8e/6VilUD6LIGmLna37b9/pAvkzfQNA3sdvyBYiqBiopyHHf6kC8UqNuxwzf7bn/bqgEkx295LSN/FFFEzCETi8WY1jNcGxvlyukXiKeS6GaObDbLVGKGlKFhZY2jvx7rWVq/FhO7rAHefPz4tx9s3hfMqDYy9lLGrl5lYjLCyNAgit2OJEncW38/vvFxbhQMpPDHHNm9b13fC6e+BZz7nxLIZDNicnTsCZvqwFVSzPaWFmI9PUgBH19q/Ql7O3/H+pYfMaNliPT2klbKGRof5ebsNMlY4qlTlrGYPQD2xcS52VjNrZHrnWplqePm8CzbWltZG5gn0PgYG6JRDmxwUpp3UHL4GCIRxl23n7EPLpNPZbAyenFs8l9nP774dmxFCXRZA2RHIu1NzXu9WiFH+aOPIkcirG88inH5MmvXmvjWeKivL6N4aIjQQz+g4b778JeG0BVoaG7yGePTHf/tb2lBgMTUtMjOp76ruFzYXS7K9+whsCZOwWYjMh3m4qVLnD13jre7u4nNjwBQal1n/9NPI7tVsmaenKZ/TyK/6Ku4YAlf3PfEAYfbaWR1DaOoAjIZtFySgtMg/GEE7fMeeru7Kd+yheLiWprrDhOcT1NSHeJ8701sMyl8tiLj1baOA8ClZSeQvhHtKA0Ea/Rshh2trWQ++QSHaeEaGuLZM2egvAFUNzZbGYdOnCB75Qo+xYFvZoba9nYGBsLIklQTG73ZsVgC0gLfVSANRB1H9kx85/d/qv/specpD/jZ//BBFNcmqK5mDvAC0++9h6nfwJhPg9vLxKadvPaVXT0MRiokp6hyy4pnfn4+sxwA3N/cHUwNj9TgcddtbNpXO3rhXBVT6Sr/wZ1l33ispSS0s4G0riMVLLKJed564016P+iNupzq9arGnZ/3/+XCR2TSvWUH9w5GX/vbzHIT4JmZbjRNE0IIIcuyiEQiIhwOq0II37Vf/fEfuw59Gd3MoWU1zFSawff7OPCHnz0oy3KssrIyJcuylslkNCGEdjLYvNCZhUt4MthMp9WvARqAqqqy1+sViUQi0z8Vp/4XJwHQ8nlM0yS6r4GGhoaorusziqJoiqLg9/s5IW1b8PiiAMAXl/M/zbyf0jSN/PUJwk8+Tsn69eRyOVJzc1ipLB67J+FSXdpxqWbRo0sG+OLY7XZ0Xc9TgL++eOo/9LncXF5V1OVYLtyBhebJ6FsMDg6KeDwu22w2cQdMKysry2/dulX7rXf3ci3/z+ff8Spyji8nHgsAAAAASUVORK5CYII=) 15 0, auto;}
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75%,87.4% {cursor:url(data:image/png;base64,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) 15 0, auto;}
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}
div.testarea{
animation:rwdcur20556 1.3333333333333s linear infinite forwards;
}
