@keyframes rwdcur117775 {
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40.860215053763%,42.910752688172% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB5klEQVRYhb1XMXKDMBBcZdy6zajXB/wBtybDKzLpUqRy5ya4oQqVi3R5BmPzCj7g3r0fQApxo0MWQhIkN+NhDIjd2zutJIGF4nJAx/9nJUTIuKCXQsB3m+G9pg0jsUoF3efDjFMjWgECVtLcu970j1S43oCqDvv2Uyy4kkNwm0xsBJWAy/3+oq9NqzPm1z8hsM/Rfb1qWZvWAFHWSqaDA5ElAEytiQwpkBqTCvTN1JH0S0dQDxAJfm8pQivg0cWARxOhabXP0TUnYPdhnjWnGQRsF6OaXg7oRp1sa4FuAZwTCWQlhK0AdfUYCSUBxRS43tLAgb4EHIQrYk8v8oPv87AHvs/pM+GhCZvWZMQzIxfkoBT/4oRL2i+PSSOywafqHbMQAQEKxICHBG/4rITwKmCDx2Q2Bq6kblia6kFrAQevagifEkq6NysEruRQyUkCKZmPkeDPiYS3B8bAqxqigH9LtoYhsdv05mWVNCshnJnRQF/mBdB9eggcATy/aVDb6gFjfslNVfQKuEgQODAk4NopJ++K77n++PFnSILAXW7qWleSCLickYfdO1U9/m7StpzAKbs1A7jnCzuhL2g6FTwRT7auSGpC+3AyxyWjBrk2LnNJBA9wHUBtMqEnYh5RPTDnADIWv7p71JHGBb9PAAAAAElFTkSuQmCC) 1 11, auto;}
43.010752688172%,43.986021505376% {cursor:url(data:image/png;base64,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) 1 11, auto;}
44.086021505376%,46.136559139785% {cursor:url(data:image/png;base64,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) 1 11, auto;}
46.236559139785%,86.996774193548% {cursor:url(data:image/png;base64,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) 1 11, auto;}
87.096774193548%,89.147311827957% {cursor:url(data:image/png;base64,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) 1 11, auto;}
89.247311827957%,91.297849462366% {cursor:url(data:image/png;base64,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) 1 11, auto;}
91.397849462366%,93.448387096774% {cursor:url(data:image/png;base64,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) 1 11, auto;}
93.548387096774%,95.598924731183% {cursor:url(data:image/png;base64,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) 1 11, auto;}
95.698924731183%,97.749462365591% {cursor:url(data:image/png;base64,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) 1 11, auto;}
97.849462365591%,99.9% {cursor:url(data:image/png;base64,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) 1 11, auto;}
}
div.testarea{
animation:rwdcur117775 7.75s linear infinite forwards;
}
