@keyframes rwdcur176858 {
0%,24.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEDUlEQVRYhcWXXUybVRjHf+ftWwqFti9YYETcTJBlaSaNS7A16GBqYswGlMW4LcQ4M290iYYLdq0LeOONV154ockyL2aYq4TpnJo4J5OPzGQQyUTnVyZ1A1wpHy3043jRD9+WflCWjX/ypm+e5znP//+cnvOc88ImIaWUHleT9LiapJRSbjbPXZFHx0wy+X7fROjJ9c99EZFJPty/Vw73770rEcpmxYx85cr6XixEMcHfe70VLZ2di11uJwC9HRoA7w76ATg3cg0hRFE5i5qBOwaDVQghzo1cW+fbDHnRAtrb22eKJbhXULa0DyQhE9gScgCPq2nryO+ZCCmlkvhNg95XiFxKqebJkRarZpILIWJSSpnc6zqfzNxm3tEJ4XE1Se/oRJpdCBHJl0NKSTKVqnOiJ082GYCpm2t0uZ3kWXDr7F1uJ/v3mHHUl6TZMgvRz0CJlHI1kxzAUV/C+R9XUkkKIdmo9OQQ75yZItT1w2Hbdh8AwSUzC//auDkfSZG/+oyVyvLc/Ws2EE2J9Pmj1GkGNLufUnMwEVGWFp9VwI6dfwJw++8aJqfLOXNliaNtFqqthjx1x1FtNdDboeHzRzn93SLdT1lofHSWqtr5RMSutPispQxceACAv+YinLmyxCv7NkauR51m4OVWCx9fXsTnj8/g6cHqdXH6GVhLrFDZ3babSFRgr4oPtFuKI0+ixhYfFwjG+OhsDV//oK07tNK2z/j4uNrc3BxJrvYut5Pjz9kwm4o+5FJYXpW8/+VCamFmbuWsmZNbsWe/hrq54tMQjsJ75/1Zj+ysizDlTJBfmgoy+ksIgMMtFrbbVRSjibQlJGPEIqtM+8J4x5YAaHWU4WosxZiniLwCcqHEWovjSD9zAQUpJQZFwWZa4ueBk+Ar7spQUICMRLAaVqmvCINqoPLBBnYd6sNoraP3YAuroRCV9mo+8F6g8WAfM6dOUq9NQCRKhRDIqIow5KYpKCC2HMBhuo2jAZQqjd2dr2PS6gBwtz3L5Ytf0PxkKwDltY/gaj+K7c5xYv5AfPzKNgwWLWf+vAL+mI3wUEmGUYDRaASg5+13sGoax3pOABAOh7PmufFPdntOAcl+0OV24nEKHrZa4nZV5dbVAcqqdvDtN5cIrqzQ/dobnD31IVabhvuJx5idGEIYjSiJMdNzMDS5nPPSmlVAKBTaCfD0AQ/eIS+de8w01MR981MXia4ts6+jD7XMCkDHkZdYC9zixtBbLPw+hjCqCKPKdR98PgnPv3C4uBkoLS2dBoSUUiqKwmeDnwLw4uOS+irw/zrM9U/eRDH8//9Ew0GWZ34C4LdZ8F6NF3vgUDfHek7kvLIXbHH6O8BGjuIk9N8OQghhB/McrBQtIJeYQtjoR8p/Tqv6Ernf6GcAAAAASUVORK5CYII=) 15 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
}
div.testarea{
animation:rwdcur176858 1.3333333333333s linear infinite forwards;
}
