@keyframes rwdcur133962 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB2UlEQVRYhe2Vz2paQRSHvztmUawhYLsPodBVcJE2oK5aXYS8QSkE3LuM9ynMNovuhJa8gwtr0oW2lGbhMpv2AdqCRWxI4kwW90im02sd/8Uu/IF4znDO/L57Zzg3ARjgDPjGeCWBdeChxEngARAA1x79sTLyezHtBrPKtAqVpUGoYdAqVACa9w2h7GQZEMpduG+INTvJvz+y0ybR7V6oVIzxlhgv3BwxMcBLoNkqVIYwsebtYqiA10AZyBDNgT7QAY6Bk1yjqicBUGJ2GrPumj8FusBbICvmyH9W1rtS5y37SdPAj5j1oflnIBUHZ0kDPWA316heTAoQK3ntXaInVWKigJpVVrLWNdGxbPgcx9q4AqIzT0msgXNgL9eo/rQgD4E6sCMQKel7N27zf73OocpO/R/mAJLvOfvZfTMBZKy45po7ELURfTMBJMeXTN/nA9CfEsCrzwegY8WldjFMxxW1i2FaG1Ma0TcTwLEVa6DuQrSLYfrG6Pqvm0t9bQZoY9y+kZrbHPg9uNKvPrxR4fa+zj9+0ldB4DUHvD44vpPw0/ev+vmjzV4iUPObhA7EF+6G0l8y0Avgma85+N0BAGTTDeAA+MjdLe9LfhBE49fbfKWVVlrpv9Atoi2auhU+mWUAAAAASUVORK5CYII=) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur133962 1s linear infinite forwards;
}