@keyframes rwdcur217048 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvElEQVRYhcXXTWgjZRgH8H/mq5lMP5JsU8R6WKQrYgstVAteil1CofaLHioKWxCEXQ+2Yhe04qGnil4s6sGDgof14CciVvawWsLiwVNtCtnaxn6mDWnqNJNMJs3kfeYdL5uy68EudNK+8BzmnQeeH/9hZniBi15zc3PBi5wvSJL00uzs7BsXBgAAURQ/npycvHYhACKCoiiCLMtfTkxMjJw7oFKpgHOOQCAg+Xy+b8bHx6+eK4CIwBhDXV0dVFX1u67709jYWM+5ARzHAWMMPp8P9fX1kGW5nnN+e3R0tONcAJxzOI4DIkJDQwNUVYUoimEiujM8PPxkzQGu66KagqZpCAQCUBQFgiA85jjOb4ODg4/XHFBNoVAoIBgMwu/3Q5ZlALhMRHcGBgaaawbgnJ8AGGOIRqNQFAWyLEOSJAB4hohu9/f3N9YE4DgOqkVEWFpagiiKJyUIAlzXfZaIfo5Go37PAdUEqq9jMpmEaZqwbRuc8xOI67q9jLEf+vr6JE8BDyZg2zby+TwODg6QyWSg6zqOj4/hum41iRcZY7d6e3sFrwAS5/zkwrZtZLNZbG1tYXd3F5FIBKFQCJqmQVEUuK4LInoZQAHADS8ADyVgmiZ2dnawsbEBxhjS6TRs24ZlWdB1Hbquo1gsolwuX+/u7v7QC4DkOA6q34LDw0Mkk8nqvfc6OjoWNU1rY4xdMU2zzTTNpzjnbaqqBlVVfburqyu3vLz8wVkAJwlYloVUKlXd/wTA+01NTYYsy4Isy382NjbeyGQyz2Wz2ZDP57tERM8T0V5PT0/4LACpCtB1HZubmwDwfXt7+81wOPyZKIqvM8agKApCodA/Q0NDrywsLPy6vb19BOCP+3WmJRARLMtCOp0GgLutra0TmqZNE9H1XC530zCMS6Iotjc3N6+0tLT8ODIy8sRZhz4EqFQqMAwD6+vr9wCM7u/vlznnb5qm+UU8Hv8okUgcxWKxe5FIZCwQCHAietVTQKlUQi6XSwMYAGB0dnZKjuN8a9v25w82zs/PFxhjK6VS6YqXAKlcLhc45wMAdgEgHo8TgLf+2zg1NaXouv50Lpe76ykAwNeJROJ/m2ZmZur9fv93iUSi8ejo6JaXACEWi53a5DjOp2tray+k0+nXUqnUX14CTv2xTE9PB03TvLa3t/fO6urqV14OfySAZVmXdV2X8vn8714PB+4fTE4BlIvF4grnvHghAMMw/q5UKu9KkuTps39kABFdZYz94rpuTQ4spwIYY4uMsUFRFBdrAfgXzrYUzEdTQjQAAAAASUVORK5CYII=) 1 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnklEQVRYhcXVT0hsVRwH8O/cf3Pnj804DpgR/cMUI0GwLtRCNAdpGszkabwg3QjvtUjomQjhQoKM2vmCVi1atHpQi3jQWzzrQW1CQ5TgLRoZxT+DIzp/7r0z3nvPuee0eXewoJ7gnfEHZ3E5B36f8+Xcc4CrruXl5fhV9hckSXp3aWnpwysDAIAoirdnZ2ffvxIApRSKogiyLH87NTX1dtMBjuOAMYZwOCwFAoE7k5OTbzQVQCkFIQTBYBChUEjlnP84Pj6uNQ3gui4IIQgEAohGo5BlOcoYuzc2NvZyUwCMMbiuC0opWlpaEAqFIIpiglJ6f3R09IWGAzjn8FKIRCIIh8NQFAWCIDzpuu7PmUzmqYYDvBR0XUc8HoeqqpBlGQCeo5TeT6fTyYYBGGN1ACEEqVQKiqJAlmVIkgQAL1FK742MjDzREIDruvAGpRQbGxsQRbE+BEEA5/wVSundVCql+g7wEvB+x2w2C8MwYNs2GGN1COd8gBDyw9DQkOQr4HwCtm2jUqmgUCjg6OgIp6enODs7A+fcS+ItQsh3AwMDgl8AiTFW/7BtG8fHx8jlcsjlcmhvb0dbWxui0SiCwaCX1HUAOoCbfgD+kYBhGNjd3UUulwMAFAoF2LaNarWKUqmEUqmEarUKy7Ju9Pf3f+kHQHJdF95dUCgUsL297c0t9vT0/BKLxToZYy+aptmp63oXY6xTUZS4qqoLfX19pc3NzS8uA6gnUK1W6zsH8BWAz5PJ5IaqqseiKP4pSdInBwcHr+bz+VYAbZTS1wghB5qmJS4DkDzAyckJDg8PAeD77u7uWx0dHa/LsnyHEPI0AMRiMTY8PLwSCAQ+Xl1dLQL4/dG4VEmUUtRqNezt7QHArwCmIpFIEsBd0zT/Mk3zmizLR62trdOJROJTx3H2AaxctnEd4DgOyuUydnZ2HgIYA2CJoviBaZpqpVIZzWazJ4/WfjY/P/98Pp+/5SdAqNVqKJVKeQBpAGUAWF9fXyGEPHuuuVcPLMt6RtM0325EwbIs3XXdNIC98xNbW1v/bg5CSE+xWCwbhmH5BcDg4OCF1i0uLl6fmJiodnV13fat+UVrYWHhm+npad7b2/sgEomEm9p8bm7uzZmZGa5p2keKovj2Bnj12JdN1/Vr+/v7D9fW1nw7+efrsTuqVCrRYrG41ojmwAUSMAzja875pW+8/6r/TSCTyWiO4/zGOX/nSgCO4/xhWdZ7AH5qFOBv6s3qYpuraLsAAAAASUVORK5CYII=) 1 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnklEQVRYhcXVT0hsVRwH8O/cf3Pnj804DpgR/cMUI0GwLtRCNAdpGszkabwg3QjvtUjomQjhQoKM2vmCVi1atHpQi3jQWzzrQW1CQ5TgLRoZxT+DIzp/7r0z3nvPuee0eXewoJ7gnfEHZ3E5B36f8+Xcc4CrruXl5fhV9hckSXp3aWnpwysDAIAoirdnZ2ffvxIApRSKogiyLH87NTX1dtMBjuOAMYZwOCwFAoE7k5OTbzQVQCkFIQTBYBChUEjlnP84Pj6uNQ3gui4IIQgEAohGo5BlOcoYuzc2NvZyUwCMMbiuC0opWlpaEAqFIIpiglJ6f3R09IWGAzjn8FKIRCIIh8NQFAWCIDzpuu7PmUzmqYYDvBR0XUc8HoeqqpBlGQCeo5TeT6fTyYYBGGN1ACEEqVQKiqJAlmVIkgQAL1FK742MjDzREIDruvAGpRQbGxsQRbE+BEEA5/wVSundVCql+g7wEvB+x2w2C8MwYNs2GGN1COd8gBDyw9DQkOQr4HwCtm2jUqmgUCjg6OgIp6enODs7A+fcS+ItQsh3AwMDgl8AiTFW/7BtG8fHx8jlcsjlcmhvb0dbWxui0SiCwaCX1HUAOoCbfgD+kYBhGNjd3UUulwMAFAoF2LaNarWKUqmEUqmEarUKy7Ju9Pf3f+kHQHJdF95dUCgUsL297c0t9vT0/BKLxToZYy+aptmp63oXY6xTUZS4qqoLfX19pc3NzS8uA6gnUK1W6zsH8BWAz5PJ5IaqqseiKP4pSdInBwcHr+bz+VYAbZTS1wghB5qmJS4DkDzAyckJDg8PAeD77u7uWx0dHa/LsnyHEPI0AMRiMTY8PLwSCAQ+Xl1dLQL4/dG4VEmUUtRqNezt7QHArwCmIpFIEsBd0zT/Mk3zmizLR62trdOJROJTx3H2AaxctnEd4DgOyuUydnZ2HgIYA2CJoviBaZpqpVIZzWazJ4/WfjY/P/98Pp+/5SdAqNVqKJVKeQBpAGUAWF9fXyGEPHuuuVcPLMt6RtM0325EwbIs3XXdNIC98xNbW1v/bg5CSE+xWCwbhmH5BcDg4OCF1i0uLl6fmJiodnV13fat+UVrYWHhm+npad7b2/sgEomEm9p8bm7uzZmZGa5p2keKovj2Bnj12JdN1/Vr+/v7D9fW1nw7+efrsTuqVCrRYrG41ojmwAUSMAzja875pW+8/6r/TSCTyWiO4/zGOX/nSgCO4/xhWdZ7AH5qFOBv6s3qYpuraLsAAAAASUVORK5CYII=) 1 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmUlEQVRYhcXWTUjkZhgH8H/e5J0k46SMtgNLC0WqLXaRIoxVWkS0DMJUrAhaWnZl6cVe6tGW0oOHIux1e+mxhUKh1H4sFrawtNieCqJ4EsUFmZ1hcXS+YmYySd6P9NCdoR+UFczoC+/hJQ95fvzJkwS46rW2tpa8yv5E07S3V1dXP7gyAACoqnpneXn55pUAOOeIxWKEUvrF4uLiW5cOCIIAUkrE43FNUZRvFhYW3rhUAOccjDHoug7TNI0wDO/Ozc2NXBpACAHGGBRFQSKRAKU0IaW8Nzs7O3gpACklhBDgnMOyLJimCVVVezjn92dmZl7oOCAMQ7RS6OrqQjweRywWAyHkmhDil+np6Wc7DmilcHZ2hmQyCcMwQCkFgF7O+f1sNvtMxwBSyjaAMYZMJoNYLAZKKTRNA4DrnPN7U1NTT3UEIIRAa3POsbOzA1VV25sQgjAMhznnG5lMxogc0EqgNY6Hh4dwHAe+70NK2YaEYTjOGPtucnJSixTw9wR834dt2ygWizg+Pka5XEaz2UQYhq0k3mSMfTU+Pk6iAmhSyvbB932cnp7i6OgIuVwOqVQK3d3d7cl4PDHvADgD8H4kACFE++A4DvL5PB48eAAAODk5ga7rYIxBCAFCCCiloJQupdPp2vb29keRAFqjWC6Xsb+/37r2ycDAwK+6rvd7nvei67r9juO8pKpqfyKRSMbj8Q+Hhoaqu7u7ty8CaD8DjUYDxWLxL5WmfTY4OHjbsiximmbQ09PzbaFQuGHb9quVSqVbUZSnOeevcc4LIyMjPRdOQAiBWq2GUqkEwzDW+/r67liWtU0IGSKEwLIszM/P/+j7/o2NjQ03l8tVAPzxeF9oEc45XNdFqVSC7/u/9/b23jIM44dms5msVqvZZrP5nGma76VSqYxhGJ9ftOF/AEEQwLZtVKvVPcuyZjVNez0IglfK5fK7e3t7P29tbT1aX1//Utf1jwkhN8fGxiJ9LRPXdWHb9iMpZbZQKNQURRnwPC/I5/P/iJcxtskYI41Goz9SgOd5Z5zzbD6ffwgAlNLvKaUv/7tQSnm9Xq+jXq8fRwnAxMTEE2tWVlaeX1paKg8PD/8WaXMAZHNz84lFnPOVSqXCHcdZjBxwniLXdUdqtdpPBwcHD68E0Gg03CAIElE3B4BzfVo9z7sLIN4JwLkSqNfrXyuKgnQ6Hf0PyXmKOOdjjLFPpZQd/0v+3zU6OnqtE/f9Ew0z55wjjh+TAAAAAElFTkSuQmCC) 1 3, auto;}
}
div.testarea{
animation:rwdcur217048 0.66666666666667s linear infinite forwards;
}
