@keyframes rwdcur89086 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIBklEQVRoge1Y34td1RX+1tr7nDsZgx1jGCRIkEFCGNIQY0zTaKvYKsbSlmJL6X/jkyCCzwq+6JsPvje++FJ/QPIiSF8sWESH6XRyc+65556fe6+vD+fcmQnVSSZzG4VmwYZzD/ess769vm+ttQ9w3+7bj8dms9ljs9ns0Xv5Tl2UoytXriyp6ksi8mKe5w8uyu89s6qqzlRV9X5Zlu/neX7hXr13URlQM7tsZo+Z2SkAF7Ms8wvyvf+LF+FkMpkcN7Of1XWd1nXtY4w/NbMTi/B9O1vILoUQLojI4zfGWR1CCCs/efBkmiYXAHy9CP/72aEzsLGxkZL81aysVr7913b5j6838iyfHjezp7e2tpYXEeR+tggKrZnZ+ZtZjm82t4t/fvvvcjItNMa43nXd+gL872uHBkDyZTM7MZ7kxdakqqd1DFk+K6q6Xo0x/noRQe5nhwLw1VdfHTWzF2ZllWbTsmwijOqwnU3LSV4skfzFl19+eXxRwX6XHQoAyedIrt2c5PnNaV1CPNSnOi7aMpvOCpInReR/moW7BnD9+nUl+QczW7mRFVledbU6r6oJmsCQF2VR182SmV35/PPP00UGvdfuGsADDzxw2swu1nXTTmZ12ZmYcw7OOUA8JrO2zItZS/Ks9/7cIoPea3cF4IsvvkCM8XckT9zMi+1pFWqIh3MO6hTivE6rUGf5LCO5GmP87aIDn9uBAXz66aeYzWbHSP7GzNIbWZFVTQzOOVXvoM7BOY82SpjMmqJtW5B8/tq1a4/8KAB471NVvUxyvWm7IiuaIlCDOg9VB6cKdQ5Uj6KJdTGrcwBrAJ67fv36Dw9ARJZF5M8AlifT2WbVIYj3quog6iB7aFQFtuNpuU1yGcArXdct/aAAPvvsMx9jfIzkiyQxnsy2O0orzkO8DoErZMhCR7VJ2eQhhJbkMyRPffzxxws7gxwYQIzxqJm9RPJ423V5VnZlFIWqg6oOq8+AeoU4b01AO6ubLQArZvYnEVnofHTHAK5evaoxxlUzewWAFmW90UYXVJN+59UNQNxwrRBx2gQN40m1RVJJ/tHMjn3yyScLy8IdO0rTdJnkOZJnAYTtvNwM4gKcAqoQ7yE+gXoPdbt6iM6FSdXlMcYSwKm2bS9XVbUwLdwxAJKrZvZ7kj6EMM5msYRPBtE6OO2bmFMHp36gkoOoRxddqJtuY3jfXwCs3FMAH330UUpyzcyeJxCmVbMRXBLgnM3r/jx4dfNK5KHSA4jqws2i3iRpZvaMmZ368MMPFzJe3BGAuq5XQwjPkjxO0m4W3TdwI6g4qPaU6XvAbibUOah3UK9qmmBSWU4yB/BgCOFK13ULmVJvC+Dtt99GCOFkjPElAIjRsmnDUvoA1c2D3+nCAwhxPUDxEOetZRLqpt0kCZIvAzhx9erVQ4v5tg4efvjhY2Z2juRpAqFqu81OvKkmNq86cxA74p2XUqeQnlJKn1hWhW9IBJKPd113oSiKQ2vhTnbgpJk9C2DZjO20ipuajFSc0zkAlX7HnQ6UGsDsLg/xKaatZEYWJFMze8HMDv0Vb18AH3zwwZKZrZvZRZIWo+WzqIX60Z7gdEcDqg5+ELWq361MzkO9tw5J6ELcGrJwycxOv/fee4dqbPsCaNv2BMmnADxKsm2jbQc3Cs77PaL1fdncy3+dZ8Pt6dJOkYy0aLlJsAXwCMmfO+cONaV+L4B33nlHY4xnSF4GoEbUVcCW+JHKHs7rvITu3NNbl8hQrRxcmmIW/dgMJQCQ/CWA0+++++5di/l7HxSRFTM7a2brACwSRWk+cy7px4VbZqDd4OfT6Pz+vCP39xNEl4Zg3CbZklyPMZ6NMR5bOAAAp83sKQBHSdbRMDZ/xNQnO5VHxPU7vLPjffBOFU500IGHEx10oRA30jpiy4h6EPPTZnZ6oQDeeOMNjTFeIHkBAIyom+i21Kfa00GgqnA7AhbIcO32CNup9r+99v8RB00TtFjaMqIGADO7RPLMW2+9dVefOb8TwGg0WiP5BMlHAFikFA3STP1STwfZ5fz8BNYLWKAqt4hZXF9mRQbBuxGiS82IbZI1gGMknzSztYUBEJFLJM8BUJKFQbcxWjb1u2VRZL7L8+B7Gjm/Vw8yDKt9f5h3ax0dQYDfJqRG/2n+opmdf/XVVw8P4M0331wB8BTJNQCIRBkkGasfZh/IbgkVAeb89z1d3CDufue1b3La0wyQAfhIg47GhJQAjOQayScfeuihA89H/wUgxnjezM4AOAogGFwR3ZHCJT3/RT1UZGfydN7tHmZ2AhSol36YUwdxu6JWdVDvwfRoMHHjgUbLJM/FGA/8/egWAK+//noK4FmSp9DTp6S4DMmR/tyrMtR1hYgMZ9+h1gMQBVTQC3xeqfbMRCoyPOeA5IiZpPMsKMl1kpdee+21A43ZtwAIIayRPA9gFQCMKCLcOEIRo8HMQIugGQgCNIAGIQEjhISAAPtFI0gDzWCMMIugRVg0GKCd+MwgBXoaHTezJ8zs8YMAuKV0DTPPowDCsHJhqDVM06Q1pEjhJUFqKRKmSJggxQheEyTew3sHktaFiNY6dOzg2SHEFi606GKLLoSWbQu2jXWxa0FskkwBpCRXhyPr3+8KwHDg+CuAvwEwATNvzQ3fTTFyEUuawvsRRkwxwhK8pBiJIXVEmgp8IqCZtWzQWItGGnRo0bFBxxZtbOBCV2vXWNvWkFhax3gN/RFzBGAKYHyQDNy3+/b/bv8Bs3unuQqOUukAAAAASUVORK5CYII=) 20 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 20 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 20 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 20 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 20 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 20 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 20 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 20 3, auto;}
}
div.testarea{
animation:rwdcur89086 0.8s linear infinite forwards;
}
