@keyframes rwdcur215148 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 15 10, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 10, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwElEQVRYhe3XTYiVVRgH8N8dh2G8TDLOjNekiJJQUCkQFyG1cNMHVIuoVYUtwigqhaDsYxMhLoQ+VlEbC4k+3LRoUatIjDAIokIUk2L6UCfHpnFmuozXe1q857z33Dv3+lm08YHDue/zvs/5/5+P85xzuSJX5H+WykV+35+NgThDA/NxTuNfIZADVjEYgQczcBG8jjnMxOf5yyUwEEGHslG1Jnzhb8zOUzlLZTHNOhOLb4vgU5jOiFwSgYEIOPzw9nD0TIPlo5yY5IOPMN7FbEXgWOUenMQETkUSF5yOHHwEq157NwTLfgsoR21jKH4vD236G24Pwdh4wL3YgGsVqboo6ccwVm7d2QbwNF5CWHJTCJbubwMvR20mYBvuw3rUtNfKAunreB7E8I63wtE3dn2bdI+jiVc2PhhMHzuJBqOHqc22W4czsAxjEXxYq3AvyPsa1o+uK71/Elvw6Auvh2Dsl6R/H6FvVQiVVSGo1YtULd0fjHwdjH4f8BBuxfWKlJ6XxBBufHtvCIY/ywk8ohXegJexAzsL/emkf1OejqsbAffjFqyM0ViQjpSCtM9HntjWZOoOeE5sKtdtCkwMwVM4hiM4XJiWO2IKL+IZsHgRY0f3xqiOYUm3KLQR2P5qONCY3Zfe1dF45+OwZ/y7b+Axxbb6HYdwEAWxsXH4U7EFj+MBP1VYtEIEHokR7mxgJYEqhj/5HFObYGsi8OwuTG6gKMTpCPAzfixXWXRNisCp+P44OFGlNrsnI7FEx9bsi4wGUf3hwMnc+zp2Txz5K+nmMpDU6eIqfTmBRGItGKmWDsZRzaOQCFQ3Px++NH+AIs+pr3P2V9gcAWeiPvX6FVJs+DBbeD6SLBBGD+2O3g/1IjDw6T5M3U3rNNt755bA5Lq0YDpo6nq315TSROBmByv0DVFEuSuBAQycaGU0eWn/V6VuLtPP9QDvlESaSrXNWdlu6CtZh9KpuhjUmbIk2s75Cz1c0h0BV6XnhNdGoAhHpYxKuljc5Wx5mjYvkUAdDPandWm/Y2RnQSjBWjeb5tRCXTcJPY/9Oaw2XqE2/V7UJaf7E5tuYIXHzcmkq2f6Ti+dg2iWhoGEl2qgJNDEfAdYYXhqzVpF5ebbL5cmVmtOHu5BNCNwWqYvU98vVWs7WDJMd700OlPQzTYn2iLQ+CMnWK5TEbtgnAczoGTcr/cu6Gabmlg9fjOk6ICpEc0oesQUZiraqzKBNbM5SdPCGuhm20n0nCTTWdrqB73Besn5bM9J8mL/mFyqXI6D/638A+vznWuGkjCDAAAAAElFTkSuQmCC) 15 10, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 10, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 10, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
}
div.testarea{
animation:rwdcur215148 1s linear infinite forwards;
}
