@keyframes rwdcur8006 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrElEQVRYhcWXQWsbRxTHf9JqrSQ4loUOtomTGDWVnVyU0xIM/go5B0zvbQ4lUAKFXkt6KIbQQ7+AMeTgi/0FEgg1ZW/rXCRjJ3ViiH1wJdnGsiXNTA+7s5pdxZbWjukfFva9mXnvP2/fzpuXYmC4s8A8MAtMAiPAENACDoAdYA1YAmdtUKupPk4BngI/AcXByfIeWAD+BOeiBFwHWALuJXAcxwbwHThuQgLuM+B3IKM1q6s25fIEo6M3yWaHsCyLVCqFUgohBCcnpzQaR3jeZx4/bpvGOsBzcF4OSMD9DfhZS8vLGebmpsjnc6TT6XM260NKSa3W4PXrDzx5IsyhF+D80me5+wxcpR/P21LNZkt1OuqLT6WyfeZYs9lSnrelTHvg/hj3aGzJdfDDDkC1Os6DB1PYth3OOD5u9o2Ahm3b3L8/RaUyZqoXAj9xAi74CZcB8LwCxeItUqloyAf5BPH5xeIknlfQqgywGPgzCfCUINuXlzOUSrdD5+12N6GuXctycnKamESpdJtXryytKgHfayFIQneL4D/f27tHoZCPGGm32+GnOD5ucuPG9UQkAPb3a4yNbWrxPTjfAKSDE64I/q+Wz+d6Ftu2HUbiIs4B8vkcq6thPhXBfRQQYF5ry+WJ8DtLKZFSRkhcBul0mnJ5wlTNg58Us1ozOnozskATMeXLIJcbNsVZTWBSa7LZoZ5FX8PxGfbvgP8JRrTGsiyuEplMxP6IJhDSSqX6FMdLInauDGkCLa1RSl0pAaWkKbY0gQOtEUJwleh0IvYPNIEdrUl6yiXF6WnLFD9qAuH1qdE4ulIC9fqhKa5pAkta43mfEUKglPpq+aBtCSFYX981hxbhjFqQyw1jWeFl6EJ/h7kBITrU60eMj4e1YBOcb6FbDRf0yNu3/6CUv0hKEdnFoI71XCkFQnRQCt68+WBOC/3pCABU8UslnlegVJqMnILpdPcQ+VJETIKauP8uqVY/8fDhv1q1AUzr27JhyXWAvwguJZXKGHfvjvccxSaROEzH2vn29i4zM3ta1QLmzFuyYd1xgedampnZY2NjBymjoZdSnPlE5ymq1U+mc3z70St6rNI4L4EXWiqX91lZeUetdogQkkEghKRWO2Rl5Z0ZdoBfwfkjPj9xX5DLDYdVTfcF4B8y9foh6+u78b6ghb/zHufnEIAgJxYJEvOC6NsZnVPsHReYBn7A7/WSYDNYN32ec+jbnJpwH9Htju/Q2x1/pNsd/52Q8P+H/wClB6ormgirMQAAAABJRU5ErkJggg==) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur8006 1.3333333333333s linear infinite forwards;
}