@keyframes rwdcur98591 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 5 18, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 5 18, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 5 18, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 5 18, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 5 18, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACWklEQVRYhe1WMWvbQBT+1MYUWkoEHdIusaGZ5Rq3IERoL2gJ9EekzdTJEBey9wcYgydPEf0J3bIYnNCYgChWNKdge0o2ZXbR6+DecSedYklO6dB8cOh077173727e++Ae/zvMIoa+F6HeP/Nx8+57bPs1ooSAIBKw4VlWfABWotOtTrfbhqi/776FM29A4RhiPl4oOiVIiATqY9CYPJTjAUvnuHE2IFpLv6jKMLZzUM0M+Z4sAqB+qirONfBNE1EUZQpX4nAMucyib9DoPYylxpj7G4I+F6H+AEEAPrkLSXBGBP6lmWh0nCVG6EQmLmg2/45DMcRfUHiT3v1yARjTDTuPGmXAndGh9s0c0F0uE1JEr7XoSAIKI5jItumQrBtiuOYgiAgOQK3kknC9zpiomRLQqfDicsECueBi34fdccBjUbo9XqYTCYAgG63m9Jtt9sAgFqthlarBcNxcNHvA1Iy0qbSmQvaHOhlnH1z76Aod/z4uiApp+LC15Abh2Eomgy+ahmyXrJ+FI4AB49EpeGKseFwCMaY+HLw/K8rXqUIDLE4pO9sWxW8lY7U6S9FdHJ+DgBgCZ+lMuETr5Mp+/L4u+JwmV3pQyiHPi90W1G6HM/HA2zt7gMAzOfZxSa6WlTCy+MjrbzUFvDVXx4fKc6JCERqDlvfWBfOdVErHYGt3f3Uyg0jvWuGYeD1hzaiqwjT62lKvlI55uHl0EVAN6YlIBcj+ZtVF+4KSsySpz/rNvB3QXWjmtvR9HqK+XiQLxPmAScBIPXSlSHrFHnG5yaxrLbn0bnHP8VvKliJctOuxPcAAAAASUVORK5CYII=) 5 18, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 5 18, auto;}
}
div.testarea{
animation:rwdcur98591 1.75s linear infinite forwards;
}
