@keyframes rwdcur97957 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 4 21, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 21, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 21, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 4 21, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 4 21, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHuklEQVRYhe2WaWxU1xmG37vMXWbuzHjG42XG9oyNV7Ax+yKXgGNSGiilQY7BVYNc8gM1tAklUpVCWjmIRKGV0iRqpUqtFJHkTxIVEZSmJVJKwBgIxphFxhvG++Bh7Jnx7Hc//VGokJomajr511e60j3Sec559H3nHl3g/8l9aAB0044dEiEE/f393JdNZnK6dWcn7U2lBFtdoLPW5/WlMkrw3RPvvVhcV71+7Oatrm9c4PFG0VJbVH0ynE7tiRDdFbKxe8Njk603glPVfKAkoUwGr32jAqM9o8bqbzVl7WXe1kT71oqs2+GdjkVpeXpWZChquej3DclTd+88zNC5FCCEcCzP0qrPY3LeAhr1VbS4uBJ8dTmnE1IMmnrNtWl1w8NMzipACMHegz9dFosvfDpw/SabJiZohw1MngNE1WAkUhY9mRZoilrKl+V/pEyFZSCHFaAoClE5m7oWnPnNXDKB6MlPkL7aD1NRIFT6IdZUgM6zOwxCVtI0//oDLqdnYLj3WqSwtiasGKrNJGSZfHsCnLcQjCSAFgXAJFAjCyIMw2cN+Jzy5N3PmKeff67l2qXL47mSKLbwMamgYDqtK2WmYVapM7MQykvBOO2geQ4wTKjhiI0CFlnLvVmaY+hGQggNAJ0PtaSzs/NrtWdgYEDVzPiQz+F8lQJ1XY8lEP/0IoiswFLsgbi4EmJDDQyCYpETO2hG0b4/PHzVvbq+sunShnXL9+3bZz169Kjf7/c1HTt2zHF/XRr450EjhNAPhAGgra3t30RHT/ckNJUZcFnFVyggpE7PInG+F6BoCEtrYW2ogbehbuqJletPMTxR3urt+ptX1uhd0Wi41V/mjXGCtePi2dPNLle+NDQyOlDm4feXlxb79u0/MH7g2Wd+ebmn2zj+0sv3hiaGNqxorGeavWUphUfF4tpq/9jkdGjTpk1sldudSVB63DQxpxrGNj7gA19RCloQAEU1q1T0IZU9QbU1+0hViYTe4QU1q4DzFblDwbkknUjEC6vrlnSZmbm8wbFwlacocLY8EOAUg2rRNG1EYKk/z84Gd2QyiZ6SksC58bHbayS7y22VnCcVOdtnz8vfbirmh5P5FsFdVfX+7LKalYxNgJlVkOm/Df3aQGiVzfU607Lc9ZLHycAuMgwxDdgFXWKg2zgLjcYyI8DRehExYcmXSAVL5Krx0VtUhcfwSGx65cDIREmeYKywQK5Np1ObNSW1uCBP8GuZ+YPRWHyFO99dWF9c9nQ2ubBqgQaLIg9oloUyMg7+7qyUvjvtZUMxTQWFhVRGL5Q1Aw6KhU20wOOyQBJYgAD5ThYcq7OmGUOd34ZChwaBM6S1dU7IqgmnzWzQNQ4iR6OhVN4Yc3IYmEhBYqL+uckIN56QWWpVPQAKvKlhbUU+IoMyUonZBqamquy70fnkbxdSaoWmE4dmsKdVOGti8RR4a14onJKkRGIBrMU6r2i0bOi6KIg2WVEVNpkxQNEsLAxA08AinxU2gYGimmBoCjwtW1QLQ2vN34ZSXwfWJqI6NIPamZsozc4gltTBrG3evGiku+dPBkcNsixzYd22Zw7NTY1kC7yBmZ0dh18YHhqu50X7UFGg4e1IJGywvEMrq3nkdlajJ0Jz8XLB7odOzJFYPJ2fSOumPc+XvRfTqHRGhiC555RkzKa7vdCLiwCWhagq8N+5AgkaNJ2AWbFx05JPuq50OSPaVE9IvnLu3DlzV8ePL27d8kSP3aOOxebmTwVqlw+bLPWxkkwP1a9smdYJ8/vikuoZihVEySG9uucnncevnD+91htYcsJVuvRURqbXWQTb30urV5/XdBKLEq1KLfZB5iwwTAKVkRDrvYlIXAX7rwsEUB+8HzlyxARw9/4wdP8BgJ7Ohk3Xjxw7pr755rMTy5s2dK1ZUxhNJHjpyY6f77RwgrTrqb3XDz2/vze/qEC63DtwWqxofM1w8eGMw15oEoJISsbc+UG40hJ8dCJK/ezFF1reeOXXZ77OrfdwCCE0RVHmg/Gq7duteU6+PZhJty1Uljwu1leDzXdBGZvGwsefmV5iDj25Zv1r1P+68RflsfYdPpPm2u9E53dGspkNlgI3HJubINZXw4jGwd8YGTtYWneAYbg+9quX++/yaHvrEpPCDwbDoR1JQ2tkbCKsS2vAlxaBZGWooTm4I/HUh8Hu0o/++M5fcirQsrt1g2zou0ci4e0KhXLGZoXz0XXgK/0ghoF0zw1kh8YQnQ03pG3OKADkrAWPtbdti8jp3eOx+e0GZ3FbvAVwNq8D63aCqBrSvbcg35mCFp43CSE/THdffQ8AclKBLbt3l4Yy8dVjsfmnaLuNFmsqkLe1GbTIQ50KIvX5DajTs9AisQmDYI984Wr3AzYnf0R3bt1KiIGSasHl9PKPrCkp/FErQFFQJoJIdvdCnQzCWEicNVX1e/Ln1/sfZnNSgc4PPuCs9+799d30zF76OxtB8TzUiSASZy5BnZmFlky9k+3u6/giNicCRfPz1ve7z/wukk022SrLYFHURPxCr0OZmIGezb6c7e771X9icyLg8XgyEidY8zMZubBn8LgiZ3zBwdH1hmYeyl7oe+vL2Jx8BYQQ+rnDh90uO7+lsqSi7xdv/8FqGpR679yl/q9i/wF1ZZKu2n150QAAAABJRU5ErkJggg==) 4 21, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 4 21, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 21, auto;}
}
div.testarea{
animation:rwdcur97957 0.93333333333333s linear infinite forwards;
}
