@keyframes rwdcur138136 {
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,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) 0 0, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACfUlEQVRYhe2WP2hTQRzHP6evw1tLlg6iFGoHEbKlYFyFdnCrg0P09RW7vC51rDhY3+AiSKaWPIUOdejipFC6JQG7SIg4VKEYySJkP2heOYfL+2df0r7X6NQvHLnc7/L7fu9337uL4KuvGIXbhhgZvyAMAE78nVORq8bDf00OcCV1NBv56ApmFpCRvLV3MRFJATnKfutmJCaPkEhA9rIHqwfg5FdW6riAHCvv/4z6fmfk1JFV0QKyu11M3EiUfyi5744WYVzkqH37Dm/eWwghEEIAXkCWyCmlxDTNU+PjgDreQPVfopqzKN/VnwMRynd1k1IqKWWqSdPvgfOThyhV4GBb95uz4LtgrJ+dJK+ABPnvx136a5JSJSkmLqJWq41VQAKTk5OYphmKCCoBuhq1Wo3l5WWklPDXNhg5+BKrDzBIHqJUgZUjG8pAqzU0WR5XqvpMRAIgBPhPJb1ej6nta5oY2Jz2wh+tHNkUi0UAVldXQ+6sFVD1GZhzd/WXw8UwMPHaZGpAFBD313RVHMehUCjQ7XZPJcy8BaUKPPn0EYCt+V0+ry8y90jHgpUHxHHj3f/wii9ONStdKpRlWcqyLHW8garP6HvAtm3ld1B+R98B1Wo1PP/BHdCcjRoDM2b1gAKwLCsc2Jpf4OCZrkK49889jOvamI7j4HlewBU/AQKyHcPw9VtqvEudsDntsTntsfLCxu/ovV9qePEpItaA83tAtfageE8nufsD1XcXdGBgxPjZpxx17xyGxKnIcw8AiIkHi2E5G7FX8W3ZzpnybKjW3tB/PQq0Edv7qPb+4DGKmfJ/iAAi8va+FjRO8nMJiMXGTh4nucQlLjE2/AFV5iJVCrQsaQAAAABJRU5ErkJggg==) 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:rwdcur138136 1s linear infinite forwards;
}
