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25%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHq0lEQVRYhZWWe2xT1x3HP/f62tevOI7BgY0ESMhAJZAEGm1QUaaVIXUr0tb2D9a96Jg0VR1kZVW1rXTTXmyTJoRH6bJO1djYWhWRja2DTivPTWgiDYRHC+WRkIWMQOLYjq8dP+7j3P3hxMTES9hPsqx7zu+c7/f8ft/f7xyppXW9TRk7f+aIVG58snVGsD/2HDP6TWcKwNe2vczw4DXSqRh918+xbsOz/HrXVvteEp0RSsg21LbRGdldMvb/ElIAhgevlQwe6oiUfE8AN9S2YQUW353QrlHXuKf46dCuFQndLxEFIJ2KAVC/ZDWX3+tkcKC3mILOCHZd4x7i0SQ9A9tLFjfUttF3aUvJWGX1DkLhSjojW+4rPQpA3/VzAGXBG2rbsIDk8PaSU3VGsDOuOu49bWdkux0K7ymmZyYSCsC6Dc9yqCNSAj7Z4tEkdY176IxsKSvYydqYiFZYnensBZMAJiqhHPhEFPKeRei6URyvsG4Szc8hrA6RcswvjrtcTtRsLz0Du+9LB/cllHvVD4X8T1jPwO4pa7KL3+K57708YznPSKCldb197PBvyIxlkGUJWXYgyRL9HfU01LbRM7CbhqcGStZoSY2KCj/JpMaTX/xmWRJNK9fZF7uPSdMSaGldbx9/ey9j6TSK04nL5SKlaVQEApj5PP/+UwOLPncTaXwbyxIoioIkQSIWp7IqSHR4mI1Pf4sLZ48WsZpWritGVJ4O/K39u8llczhdKoHgLMQ4AICiqsx77BKSJBV/mUyGa9d7EUIQCFaS0jTC1dW8uus7ueYHP1kEvdh9TJr4L0ugpXW93bHv5zgUBV3Po6oqsiwTHY7iD1TiVN0AeAIBJElCS2o4FBeWEPzhwDukUmkkScLpdGIYBh9Zstgd+em2kcltf4LEFAItrevtyA+3IkkyRl6nIhDAtgVpbfSuk7ALWpAkspkMAKaR5/TpLm70j/D8d9v50jM7cHs85LJZAJY3LZ/92/YfiHvvnhICE+CNK5oJBCuRHYVp27ZJDA1R5ZCxTAPDyCOEhW0X9pqvuhgZivL6wdMMDvSSzens3fPt4r62bZPNZKiuDstH/voak0mUTUEumyOTHsPn9wMwMnibaq8Hj+oq8bNtG282B4AkLPa1v8iOl54BQFEc2LaNx+MhlUyiut30997gzuDtkj2mVMFE2aW1FG6vB0VRGBm8TUN1GIAY4BgX4lgqRVhR0A0Dl9PJsJZiTFhoY1ka6hcibLsQvZEYwVkhPrh0mW3bf1FSlmUjYJomSJDNZBFCFBzlgqskywghEELgsARuVSXg9yPLMvPDs1GQCIeCmJaFsAp+pmkihKCmpmYK1hQNHO54hUQsjsulYpkmlmkW0pLXMU2LsdFRTNPENE0UIBFPcOXqdS5f6+FUVzeqYSIZJpZlYQkLSwgMwyiQtgWvRl40p9WAlkwiyzLCFliWhW4YnOu+wNd/FGHVE99g774OYtERLMsCIeiJjvLV7e1seuGXnOm9za86DhGNJ7DHw2/k80iShLAsFIeDCr9POfjGrqIQpxCwTAsoCEwIQT6bI5oc48pNH55QI8c705iZPAM3+jB0HVtSMT1NBKqX8ufDvax4cCVDw1GkcYGZhomiONDzedweD+/+63T68c9vK+pgCoFgqKq42OP1kM/lWLBwPq3Nzfzs+5sJhepx4eCBmnn4PW70DCx7YEVxThvVWFS/sLif4lQQolCGtm0ze061fzKeci8BSZIwjMK1qygKhmEw1+Vg6eImzl2ENatXMW9OgIC/0A1blnhYdSvA+5ccrFm9ik3L89ycVK6Kw4EE6HmdbCZDoLKyBG8KAYCUplFZFQTA5XJhpjQ2N6fQhBs1HMLvu7vM71HY/CkfuWQGnwF52Q3jxJ1OJ0IIZIcDQzewhY3b7S7BmpICPa8zOhK7CxCoQK2owFn7IWYtKAWfMIcs4avyQfUsEsICbOTxG1LXDRyOQlMaS6cLJT4dAVmWiEdHsMfrX1EU+lMpjh89Qd/1HpIjMbSbfQAkL3QhLItUPM6Fs+fZ/8YBhjJZxlLpYrOybYFh6AhhcfbdMyQSo5lpU6DrBsFZIUaGo4TnziERi1OzcD7vdXVz8OR+/tH1ARcP70W72YdUNZsvP93GxaFRLBte2PoFPD4f0TtDzBrvnKZhMhqLc/3yFfa8/ncA7+ROWLYV7/pxG7f6/8PDj6wlnUrx9l/+RkJL89mFO6eE//nfraW2bh4rVzTirfDjdvt4aNUKKioDDN++g0tVOXX8pN7+5lFXuZfRlAicP3NE2vYSdn3zCu6kDZ7Y8AmCXhdBbwiABaGNKN45Rf+dm3az8/RXuDU4xENr6llY+2HcXg/dZ7vp77nBawdOAJQFLxuByZGoWdZMXZXKIx9diprL0tjUyNCp1SwIbQSgP76fYOtJwk2tZMfSJIaHuHr1BlpGxzLTvNz+5oyP0rJlOGFGPkdfAl754z/5fftP8Pm8OLzv0//OMgDmPDmI2+2mq+sCmpampmYuTn+Qxz+9iuPHTky39cwEzp85IrWA/eija3lsw1P4fF4AhKEz7zOFKtBtGI7GqaubTzAYQFVdxGIJJAnWfvxhYNeMBO7rWX5fR/kfh5jJ579Lh68a4mB6bQAAAABJRU5ErkJggg==) 0 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur162828 0.66666666666667s linear infinite forwards;
}
