@keyframes rwdcur70131 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB0klEQVRYhb1X7VHDMAyVfEzBNgFWSYeCVaDdhjXED9fVhyVFzgHq9S6xpfeeZVt2kAAIjCEA2jbPLzMPw7P2F+QrMSgdmZwIAFEC6b4UMonDaXCYEdC9SWel9++bxvq4jTAmYWypWYtoa+TaPq5RD6hYUhBhBonGfzxwm+NHQABAQED7lvvOeOzXopHr50B1uho4ZkyBlwn0007KmecQuz/1vv2lt77fpB9iJFjiT2q9NMkXlb77bzToKcj/Go8z6cxRIkL89i0QWRIB0OZtqE2mi4zLmILL5qY1NN4dQKYSToXi2xWB/f1oGwb0cx1IHJ4frUkmzpIHAnzHSQTyFJwlTwTURIztd5YcwD0LrOV7eoCMdVElf+yCSNmR2ek4awcC8qP3sgnPcGHmGImAo3P/d0QEAmrkAL0WyOlfFeEIqJNLq9WJGdvsgkXysfrQJ4/LMz54m6zLS+QRdCETctBNBi2VWHMnqIqwd4LGN5OKiLiiWR9PxHwhIWoSNBchyJPRH4mwN+RmwX0RlZEfi/Cu5802zCIK5J9vAFcvHYjRyMfT06ya1wT1MJoOKiR9ALx+ubp4tfvkvc8PpX/7NMvB7qEna0TlC7m8uFZFVD/PfwBmUGuT/RsdCQAAAABJRU5ErkJggg==) 0 0, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur70131 1s linear infinite forwards;
}