@keyframes rwdcur123417 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 29 2, auto;}
25%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEZ0lEQVRYhe2Wb2hWVRzHP+fc/z7zmbq5aOrYFoLFmLVUKApJUNSQWUEF0SBzbIuliVT0wkQys0GETBiuCIwIetGLQRiV4SQwoxy4cK3Hlmumc4mm7vF5nvv39OL5M6dT53zZvnA53MM93+/n/H6Hey/83yXu1uBA26oGU1f1mgzrdBmWSxGYQvhIFSDxkSJEKB9BgBRedl4E1LReEAD6VIO72p5qsC25IwwylRnPRUQhUvhIQiRBboyyAERIFBLQFDgztYLPlAC+bHu+PSJqvXQliWlYVNWupGLxKmKlVUiZtVRky6tydyJ3d+T9SmQwVvg7Bvjs3Yb2tOe3Bp7HA8vWUrNiA4EfEKHIpF3AA6FyBHmE7GiaFplAQ/fH/G4L8P17tRsNMpt1kVokVHBuJByaP5Kay/L1zZRWL2F0dBRy+ysol5uPRiiUAiklrq9hRpOswFe7VmwMhPfRwhVvcG9tPf/0fjFf697GnPJqihfUkkqlxqcKQKmx0o/1AIHAMAzcUGJNtgU+sc33P/EKC5Y+A0D50pcBwZmf9nHp0mV0Xc9Zq8IadR0MCESuApZt4QaCjC8nB+ARW7Rg8RoSiQRKKYQQVNc+y8Ch3fgXL1JcXHyr5TduyPfxAokfjMXeEsCMl/f/3X+0Jq1KGDo9REVFBSP938CcGpLJJPv370cIQUtLC0IIhMiWVimFUoqOjg6UUjQ1NRUA3FDihmMtkBMm52QXz9szlOihxEmzZvVKypyLDCe+w539GEIIGhsbxwVde+XnGhsbs8Gui+/7ZAJJKhiLvSXAmhe3fhzKeNPpgd7+3sOf0NfTTTr+CEmtGtu26ezsBKC5ufmGtfm5zs5OlFKEYUgmleJqIEj70ss/N9lXsb5pw0sDyeTlinXPvUB81iwcx0HXdTRNQ9M0pJTjWhBFEWEYEoYhQRDg+z6hN8rBz99kZpE++Fb78arbVuAaBcK0f3GK4oycO4tt2yiVO+9CIKUsgNwMSNd1Bk/2EkiLTCh6CjubJAB+EHYJ3Xx64OQfPPr4cpLJ5Ljgjo6OcYEtLS2FSgghKCoqYjBxFKE7+F6mK+97R1/D11o3nQpCv7LuoToeXPIwSiksy8IwDAzDQMpsQaMowvf9wuETQtB37Ad6e77F1NXgzvYDVXnPybYAgJKS0u2GptPXd4KR4WFs20bTNAw9C2BZVgFIzwE5jsOF4b/oP3EMKR3KSuZtv9ZTu1nYRDp0+NDxtaufLHU9d9mZodNYhsF9CxcipcQ0TSzLyr0ds3Ich1+PHeHnH7sJI0Xp7PjeLTv27Z4yQBai++v6detLXS+z7Pz585w6mUDXdcrK7iFeXIxpmrjpFL//dpzDBw8wNPgnSoXMnTNr75a397x6vd+U/4g+bPugIeOmdyBUpW2axGIziMVmIFCkUklSV5PZ/qtwMGbL7S2v7/x0Ip+7/iXb/c7Ohnh8Zr1pGnWaJspBEYXB2cBze5JX/u3aum3XhMHTmta0pjWtvP4D7QTrELacjUsAAAAASUVORK5CYII=) 29 2, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
}
div.testarea{
animation:rwdcur123417 0.33333333333333s linear infinite forwards;
}
