@keyframes rwdcur206067 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 18, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 18, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 18, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 18, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD1klEQVRYhbWWQUgbWRjHfyl2Xw+5ZHRFGbBBWAKWHkJysnhrKix4UA+bQhcE8ZBeFnt1e4pe9qB4iYeyWQ+C9pLdpVDQOdu9GHJYFEQQKxVFJbkMU2Z7eHtI3nMmTslM3P3DQDLvvfn/3/f9v+896AKp1IQsgXQMQz8lkN18CyIsbCcugSyBHMvNybHcnFTjUchjLQGxMOS1q10A1ut1NnNzvvHjgxpnZ3sdv9OOnjCTFLmX+PL0Ats+Z3gkHUheAvkyxMbuef+YZlamUhO+EH6NvH9oAIDn1huOPh/j9YNjGKHT4EuBaWbl8Eiay9MLAGz7nKPPx4Hk25P7fLf0D8MjaS1EYTM3Fzolt1KwPbnP+O+POD6osXC2B4bhIwfY/vMh8BCW/vCRKqh5kSOgonC08A3p1V5qV7uMZ6Z9H1ahb4eX1LbPQxsy0ITp1d4m0ZWfoH9ogMvTC346fMeMYTCemb5FDESqhnvtL4IWe8kBZhyH9XodgP6hAWpXu6gSjVqKtwTAzU68JIq8VnsLwGpqQs8fz0yzXq/raojSjAIbkWlmJaAdDs0oKHKAdPqHQD88t94wYxhafKdeoCMghJBCCK184WxP7/ry9IKTkx3fwh97d9ie3Pd54PL0gtXUBOlvn7BkZjuSK0ghhHQcRzqOo0WYZlY6jiNNMytNM9tsMK05i6NCOs6idEqjUglPpSb0oyIYBrGWAADW1tbI5/MkEglc140JIeTrjH/BqxcZmPkegESiSF/fYwCur/8GwHXdSCbUHhBCyKmpKXK5HJZlUalU9KTGyg0pAOvvScxX6et7TDw+iG2fE48PAnByshNJRA80899oNHwDlUpFf2h5oyrZqFKs3ownk890dSgR3USgp7WIRCIB3KTBsiwefaxIgJ8/uPqsiMcHtfuPD2oUiy/5bfMv7IPw3c8LlQLK5TIA+XxeDy4/TfDqRYbljSrGB1e//yWZBECIZv5t+5z796/58qUPiN6MJK1KUE+72xdHmy5PJpMymUxKaJ736hbkLd+oUGdBzHXd1q6E3Nraupmx/h6Aw8N3elclkJu5Od0fouY9SICG67qxQqEg1W+oSuWB/wOh74ReLI42Q16sRnd9KAHenqBgWRaA7g+NxmuWnxbvLCJQQAnkjGHAp0+Bi2ZnZwH4dewjyxtV7pqiWw4WQty6/6vKUE+5XG5WTGlUqpT8p/CWpRKkhCjy9hO0G3QM3dcIVlyX+dYhBt37IPBGFAbzQrDiup0ndkBH1d7r1YNWuy4UCnpcRaLbCIRKQftOH5TLPhF3LcOOCPLBXRuQwr+FW1Gqy8B05QAAAABJRU5ErkJggg==) 0 18, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 18, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyElEQVRYhc2XP2gbVxzHPw6hb4gWnVVjc+AEQxE4eBDS5OItqqGgwfZQCRrw4sVLcVc3k+w1xos0BCsaAnIXtSUQsDU7XSw0BBuMQTgiwkIO0nJcuC6vw/k93cky0ikd+oMD6d6f7/f3+31/v/cO/gcmgy6IRlMyB9I2DP3kxtgnMIF+4BzIHMil5IZcSm5INR4EfOKWwMQo4LWbEwCKnQ6l5IZvvH5eo9k8HbpPvz0cZZIC9wK3Gy0s65q5+dhA8BzIzREce+D9Y5oJGY2mfCG8D3xqdhqATOUVl1/qePVgG8bIafClwDQTcm4+RrvRAsCyrrn8Uh8IfrRyxne7/zA3H9NElJWSGyOn5E4KjlbOWP7jKfXzGtvNUzAMHzjA0V+Pgcew+6cPVJmaFzgCKgqX298Q25+kdnPCcnzNt7EKfb95QS3remRBDhRhbH/SBbrxA0zNTtNutPjl4i3rhsFyfO0OMBCoGh70vxi02AsOsG7bFDsdAKZmp6ndnKBKNGgp3iEAPU+8IAq8VvsdgP1oSs9fjq9R7HR0NQRpRgMbkWkmJKAVDm4UFDhALPbTQD1kKq9YNwxNflgv0BEQQkghhGa+3TzVXrcbLa6ujn0Ln08ec7Ry5tNAu9FiP5oi9u337JqJoeDKpBBC2rYtbdvWJEwzIW3blqaZkKaZcBvM7ZydRSFte0fauUWpiEejKf2oCI5iE7cEAMjn86TTacLhMI7jTAgh5Iu4f8GvP8dh/UcAwuEskcgCAJ8/fwDAcZxAItQaEELI1dVVkskklUqFcrmsJ3X3eqAAFN8R3qoSiSwQCs1gWdeEQjMAXF0dByLxENz8d7td30C5XNYbvXxTlbypkq32xp88+UFXhyIxTgR0IwqHw0AvDZVKhacfyxLgt/eOPitCoRmt/vp5jWx2k9elv7HO3e5nmgkZpBdoAvl8HoB0Og3AwcEBL5+V3ZxTlcZ7B5qnAOxaCQCy2U29USg0Q1BwZRJ6ZeitCKX2nUVX5d5SVcpXNyFvCQcxHQGVOyGEPDw87M0ovgPg4uKt9kwIISORBRznA+1GcOH12x3mXk93Fv2eKc9z4PPcG8GvJjDMhBD6MuoFVpfUICQGHkbDrD/cL+Jur9i6bWh7jhNov7Hv865gXZF62/K4ggxkg86DQqEgM5lMIBJjK1e1bsDXtlU/Ue38a6rjXmDlreoXhULBF35vJIbtN9KHiRe8/8zw2p7jaCEulUosAZv3znYtUHiEELL76FHvxadPgHuOKOVvCeH7/Z+mwFvr6iO1P/xBK+FfqothbHqu7z8AAAAASUVORK5CYII=) 0 18, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 18, auto;}
}
div.testarea{
animation:rwdcur206067 1.3333333333333s linear infinite forwards;
}
