@keyframes rwdcur63621 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE6klEQVRYhdWXe0zVZRjHP+fuuJxAj6Ac5SZ3T4ocnYjQBBVFSI1ZCQioiFNxNi/LPyyV1LayWG3UikZqStYodZpLmOlS1yw0ToHiFEydoTixyVHgAPL0Bxx3lJsJs/n95/fb73nf5/P83svzvC/0Q4WurtKf/gDK/sDDw8P7HYSiP3C7LBYLWVbrU/l67qQGBg2kwycdthFAvLOzW3Zbm22QzdZ0GWgE0oEAoHogg3pc35vN0+vDwiIkP/8bSUxcIP7+JjGZJgtQA9QDkU/rXN0XPCjInDx3bg56vTNVVT9QV3eBPXuKyM8vwGj09NfrfSkuzjsMjAOuPW0gPcDHCyBDhgyXEVErhSEvCm6BEhsbKxkZK6Sm5opERcUJcK4XPzN7g6h6go8dOyV53rw3qKz8hXrfDBoi3wL/18E3iSundjLc3ZOTJ49hNAbT1NQy9Pbt2gBgfycwE5gLhDs5Oe1obW0NB7590j/PHTkyWAwGo3h6+grJG4SM08LNNmHXr0JJo5BiEdxDZNmytXLkyAkxGLwE2NEJl9Wrt0tYWKQYh2nkxPF9khA/WoBt3cG6ZEK1WlcXGzuflpZm6kJSICMB9iXCdHMemROh/ij4eaMLSgY8yM//gOjoRDQa3ULgx6KiIgyGNmqvn2bjqlZ8DGcYPeoGOjU3niiAtjZby+7d79CQlgNJ8ZAyG+7Vp1Pxx1oggdTZcOcithYbO3duYsaMWZjN4bS22ti1azcBAQFoNA/Img+BPtDeUo1S0YxSQ1uv4+6Q03NxDxGW3xKCEwRY8EhD84RCqlsFU5r4+ZkkJ+c9AWTx4i2SmblO3PRIXIyX5G9GzpUg50uRKZE8nIJua0ehq6ucjYmxG95E7yss/EsImNcEhD3SeFRgEaXXhLAsAQQQZ+cXZOrUVDF6Ivs/Q34qQi4dQz7ahESYEKDE3v1sTIw4BqF8vLAAt2m40k55HlR/dxA472DTUnPJm4oDsPTlhx89Bt/lQuXX7P0Yam/BmQpQKeE3C/xeCXRkSxd7e8cqqs6yWhWFFotjEAb0vkrcQ6FjWzmqBcgmb9/PzCr2YOg4JnmXk/4KRIXDl8XwyV4VigcPGOoOGg0A94C0zifwaPVUAmRZrQqLxWK3O6MaBM7GdlSujV2mAJq5X2vgcDKTvMt5NRGmRcLJMvj8gI7oDdFs3raVqOh4VCpQKHDpCd6TPIByXEbKS2r1VReFoutChKrU2cinW5HtG5CyA8jBAkSlQpw8nGRpqrtcPIqEBiDAlt5g3Z2I7gCNrvevY9BqvfNCQ3FRKr0c7IcmmQmZE98xz1oNNNmg2QYpcyB7ViPrFv9D2hqoqqYAePu/BtAWolTWvuvmRiVQZrVyr73d0270MXIzLgpW5XZ09jJAySkwm2DJa7BiAaStgbI/AfCmj4LX7ZnwQnu7slStJsLNDQ+drgG4a7dd/RvthwUwYQxo1LBoPQT7wPHT8H4BJGWD3hWC/LgMLII+ElAvmgnEA8OAszhUtYnjqFiejui0yLRopPQrZGVmxxqYOhlZvQTRuyCdIzAg0ju8jwAOabXsBWR+EnLxKDI6sAt8yUDBu5MS+CLChOzYjkwYgwBXx495NnAADIPZuH454mN8uNWcgOPPBN6pXK22yz7v64g34Irrr4Pn92ZkL+EDcUHtVxD/G3yg9C9ChuZYvW6bqwAAAABJRU5ErkJggg==) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur63621 0.66666666666667s linear infinite forwards;
}
