@keyframes rwdcur150673 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 17 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 17 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 17 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 17 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 17 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACD0lEQVRYhe2Uz2vTYBjHP/lZbRYyS8usrMh0PXgQRTwJhe4fECGwkyC4izLBf8Kzl508zMvOxT8hgxxkzoMMoTCkssnQrVqWzmTLuybxMCrUbl02D7vkc8rh+77vJ8/z8EBGRkbGBSOlDbo2dYBag+UU2fv971qDj6OyctrHdQVHV3D6Iqcwpius6gqrzbnCo/8S2JyfeHpnetK5/bKQxnWAW6+gZOXejZJWR13g2tRliUXjmowIFQCqlfK95lw4/nO3swuga6iqYsgHwhdm3hpLEuKu7/0GkPcMLs8G6K9xXJuZ49p34gx8fV56LIRYqjxRUH/kiPMxrcYB5aKBvx+xtbMNwPXyBLIk86sbUJ0c59tOwE6n/bcCsm8gCZXdpUu0vm8PSRwr4NrUrbzh3JxXya2ZhHf3kIRCokfEpofctYiueABoWwWknoKotEECKYZEAenw6K5cs4y6oZFo8On9JoEYrMSJLdgPfYJDOKh6xCFIESQJEAJ4cFQAQrWDKgx67cHzWtc6Ekl6hFM9AGTZAPx0LehP/vQzA62bw1wz+fB546T4EFeLJUoPZGItJiwGfHnjI6LhORi5B/oSN16AGlisv/UQETNpBCzDcKYe5umZgvVF79jHU+Ha1FdmSdouycosSZo9cJYzp+6BWoNlETHTWjibOEBrgfP/+b+4NvWUW/Bc+YyMjIyMC+MPO73TLu5+CZEAAAAASUVORK5CYII=) 17 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 17 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 17 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 17 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 17 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 17 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 17 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
}
div.testarea{
animation:rwdcur150673 2.6666666666667s linear infinite forwards;
}
