@keyframes rwdcur14117 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvUlEQVRYhe2WzW8bRRjGfzszO9l4Hds1dpoE56NJFLWpItIPIQSRQEi5FQkOvfSC1P+AM38Pp0oIiUMPPVXiABU0hyi0lOajIUURDo438drr8e4sBwdEifOhoCIh5ZH2MKt3nue372hnBs51rnOdRr/Mldiczb4Oa+cUNWN8WnzAdCZLTtTod7bQ8jn9zgo6fcx88phLL+KzAqhT1Eyym5QYVjWqcYH1zhC/dxbYbGsehpoKlkW/SbGvhsc2DpuEyVPuBU+AX4E1YPPfAIww5cVcyewwZjVhogitZqOdYyscYhXBVpjlllLM+oqUCjELfOYJViNFyg53S+/xyerO2QBu56/gS0uQeH+FNxKFwvJBucFqNcetfMS8X+eiblKQhryKyEnD06jIz60so9KcvQO+vIzCEsSaMNE0rGLfavYTRdV057tYbCrYtxoFSMciHaiaDENunZvP9s4OkDKGA9QTj4ZVNGJNkCgCq9mJNQBtBHWrULFGKYu0GpVYfut4zHg/Hmd/MkDEEN+HRd6ijk0FgVXUO5pqoqiGAoB6rNjtaFzAFRY3sbiOptrRzPlrR3pvXPv4ZIBau8iD0AMKKCwGwV4sWA8V+3QB1kNFBo2WFjfRKCy7icdW26Of5X+EXga2mViqM7H01fHh6+OKCgmQnvhMkfCO3+GjfIu75YCpg3lfTr974kceqa8n3wZSxkm4U9xn0W8xT4fyKYAgpUzKyxv6uIjjl6DpXGfBN7yfr+EABVeTVR42EBgEwUFdHihhGfVjMsqSAvcDjzm/yZs/HPkLngzQSq9S6TOM6wZ1q0lSQUcbTF7QCjQBgjwwhmU0byhrwwVh0MLiAL6sQfiq58a1ChNLW38OxcHLwZ4AJpmm5Bqy0pB1DDlpKKhuUMXv7v/jWKbyEcM6oqwMRWkYcZtc9+t4bPdwnenVgd4bRSutMCgjssKQKIHFECOIraGqumtb8mMu6i5YThoGZMyANOzEHk7PM6Dx90G3AxNL0aGyzdkse7ZIWUf4KiYruuY5aXCFxR7UlfsMbyjT3YKlIS8jcsIQp4IWz3oAPOrVgcNypMfzZoNHySA/tXL0C4t0urErzRz3Aw+Ab2sZLg03KSjDgDT4ortkLSu4V1s55Dux9MrwaIDR5R1gEZiGYITbxav0M0PKGBkZ86FfZDnM8ALBN3sF1vsylFxDWUYMuhFrkaJ7HB+r01xIjtbLG5rvgpsYO0+LOdrJJHtJhbV2gSfNBg/DRY65C7w+fTGc4/MLpf8++Fzn+j/qD6UDitMDit6/AAAAAElFTkSuQmCC) 16 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEGUlEQVRYhe2WT2wUVQDGf/vm7XR2Ztst220XyNquCFgTCzTUfzUQxISoHASDUU6IUU8aEuMJDh4MidHESOSikCiJiRdCTEhIjOGgQQQD1rSopKWhlNqudrvs/307OzPrYUtT6FKKARKTfskc3sw33/ebeTNvBha1qP+VRtYsvduRvgU7n2ILhnWcDaFB4voxnl1ygI6+1P0D2B0+zsPmOgKaw9lchERZ5/GmfmL+b3h79JN7D9Br5dgbu0SjsClXJRO2yR+lMN9PhAlZDuuC54hoR9g3fvjuA7zTuoO/3S95vW0Q5UpUVVL2BMqTHLsW47uMMePdYBXpMk+j8TmfTR69XbS2IIAe6wDL9TBNmk3e08m7OjnXT9bVsYTHmYLJQ3istyq82JLAI8bVysuExF42N/YiSlMkGK4XLRcEMFDsZXtLkpRjoKqSkicpeYKiK7mkggB0hRTdVhrd59FlJtkYUrhVwUBhHRdSxzna3sGO0cSdA+xf/gb7xk0aWMqGUJJSVVKcBsi5kosZHYCA5lGq1qZHVSXKlSzxK0zN4blll+qVLwwg6e4C4HJB0iibCWgeFQQZVzDlSIYQxKjtK3gSy5MEXElASMqe5GwuwuamT+tmj3Rvuz3Ab/keAIYRDGdMADrwAEgjZnzpsqRJk5RciZouT9gmf5V1tjQemFXaCSSI96WJ9307P8DB9nc5PCrZZNmsMotcLpoMFSRXZhUDjCFoKwjCDYKiEJS82jZSbuaJpgs8MJCc8cb7Ls4+dX6AscpONkXTdDTkSToGmODDwC3ojN0E8SuSXMqkGJJUEfyYi5B0JK9FPp6v4tbrwJXuMLsHJ3ildRQPSDkGkxWD8YrBYMrgMpLMtDcE6MDkTRkbLZsfCg3zrTbilkdOXttDa4NN1J/HEA4B4WEKj0bNIWJ56NO+ZcCDOKy1bLaFimwNqZlnZH3w3Jzyke7YXICR7rY5ACP2SzwWTGFqteKAcDA1h6DwaJQOk0AMj0csm9VhRbupaDcUa80sKywHgIj/SJ1LW13vDmRvLF+zlFOZ1ZSnFxvD59QAhIMlHOzp81ZZDnFTEfXbRKWi1a9o8SueX/IPT1uKfWNf1AHIzwWI96kbLPH+BD65naFiPx+Or+TrqZX8WWrG8QQ/Z5tnFp8VpqJNKlq1WnGLpghLxZSrs8Y8Xacc4JfZg1u/BSczJ4ATADxpvkrWeZNT2V5+KugznuGiQWdLmoCvNj0Bn4MhHIbLQWLaobq58b4bhgv/HF/X/thbJCu7OJ/vIV2QPBNN0xlIE/XnCQiHkqvz0cQKzhSshcTdOcB1VYGDHe8xZu/kbPZR2hps1gdTOJ5gqNjPV6mt/zn7jnW1K8Kh+Afsif5OJ2V6eOH+ld+s99vu+o/rohZ1T/UvVeyK9jNSoBoAAAAASUVORK5CYII=) 16 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4klEQVRYhe2VzWtcVRjGf3PuuefezJ3MTCeZNh2nJWlDDKW2DagLa3FTRCpCF7pw0YLgX+BO3Lc73bsRFLcSwQ8QQURbRcGUIkOt1ZY4Ji2TTmdu5k5vzpxz4mKi9GOaCS0iQp7dy33u8/5433vugW1ta1tb0ZnKAWDi34iWW3K11j/kMAeJIsO+YImyf4XIu0CWc6wufcFZ0ocFyGzJdbrU4JVynZGMYVHnWUxz/NHL8l0jTw3BS4WYvapOyb9MXlxkXHzNidx5dtWGgg0HuHEg5Hgt4Z3Zn3AIulZy20kSq/jkVoWv2lnaG97XyjHGCv5cUzQSyZFSE0kdn1O82/x5UPzwFXzWeYZyZEjXJbetpOsUiZUk65JDUcx8O0sBeLncYi7bZIfUFGVKKAxdJ3nrl4NcpPmg+OEAK+45Hgs0LRPStZLESRKn6FhJw4QATEeGMalJrCLIOFRGojKGrDBkIwPJ0sMDxO4Q0nO0jCKxio6TrFrJqlPUtQIgAGKjUBmHchLfKXzruGVD9gfX+T55YPxwgGZvhvcaeWTZsUNqVo2ibSUrVrLc7gMYoGUlgVAEwqFsfwqLaY5xf+DuAbg2d3I4wKKuAjDfKLI3Mozg6CG4nghaCACWEkEexYjnCK0kEBJlFfVelgl58Z6ms8B1JhdaTC7Mbw7wJiFn23kKQANoJIP9dQT5RCJkfyJ+xnE+GedyO+R09dxd3smFS3eWmwOMVp5ndskxVdA8HnZY6oXU10KuJpLle7w1BLV2CIRAH7oNqN6Xm7XYHKDLUZ4udXhytEmzpzAIHII0gS7yn/NfAMZxFCOHTeDqxrMXCzFv3Ohs1kJsCpDYI1SDlMjT5KQhLww7PM1EwTCOA6AMTGGYKWgOBF2O7Yo5WY4B2KvuP37X5qr3A1yb2zkQoNGbZk/QIZsxREIz6mkK0jDmaYpRH2B/ZJgqaCoqpexrxryUJ0ZanCrFjMkrA1Jn7iz+XkE8EOD3tQqvBpdwDgyC3rpBO82aL7AbP7dqoNnpp+SFYdTT5DxDztNYBEXvwoDUu1bSB5hcGHRpTJAkEu0EoTBEaHqeoLcu+C2VXN14d7efUvQ0o6LfOPI0kTAsrymK+W8G5P4waAL360ylRMvW+OhmhR+bJSqRYXeg8XC838wD/Y/vcprlhUJMJAyR11+VLxzLieTk7m95/Z7cyYW7yq1dxyvTWebNs7TMMVr2CDfNNIu6wqftPLM4nip1qAYpe1SHahijreTj5gQfNMvDorcG8CC9vSuH9o+T2KPE7hArvRl+XZugnUj2RTU+Tw4/Uv4jqMKJ6OB/1Xxb2/p/6S+2R4QtTy2fBwAAAABJRU5ErkJggg==) 16 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur14117 2.6666666666667s linear infinite forwards;
}
