@keyframes rwdcur90091 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 24 25, auto;}
50%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAALB0lEQVRoge2ZW4xdV3nH/+tba1/PPufMnPFcPGTG9sRxauMmdrB8KY4vOEEGKojK5QGEKpH2qaGopVSqSklocCBISJYqVbTi0rQSKAiBSrCT2LEdJXbjEJK4aew4yXjGl7l5LuecOdd9WetbfbADCKkPcyaYh/ov7Ze9pfP9f/v89/fttTZwUzf1/1tiuT9grcWPf/y4C8BP09QPw5zyPEcZY8gYJgAQQrCUElmW6UajqeM4To3hWGsdP/DA5/n3AtBuN/Dcc8+7UlLUbDYGk0RvSNNk2PPc9yilurJMF4SwrjGWiISWUsXMXEuSeEprcwnAecdRl13Xrdbrjfhzn/szfUMBvv3tfx7s7i7t933nT1euXLnWdb1IklREAhZMQhBZa68VEQLGGAYIAJjZcJZlcbVambp6dfZIq9X+j/XrN7x29927luxDdWL+4MFvDaxaNfSFQiH/J47jDjiO43uepxzpwAoBIQDxG7fGWgutGcwazBpaGzDbMIqiKJ/PD8zOzq795S9f/icAx5fqhToBCMNwoxDij6Iot5qZQ2ZWxhhYAjuOhOe58Dwfvh8gCK4dUS5EFOURRXmEYQjHEWSMcZlNn+d5W7q7ix95+OF/9G8IgBB0C5EopKmmdjvmer3BjUZdx+0WtE74WlwMAxaAhRBggNlazVprzrKU0zTjNE251YqZSBQ8z1sXx3H0wgunluSlowgRCQghIYQAkeA01SwEQwjBWqekVAIpf3UdzJavRUcjTVOkqWFmAyIJzyMyxsLzHDCzu1QvHQEYw2wtIwgCCsNQCUFIkjYbA07TlJvNNpIkhTH6eoskSElQSsF1XRTyEeWiPIzR0FpTpVKB1hkLsfSe0hEAs0kBaGsB13UpCCN0OyUSbNlahmELZkCIX3chIQhEBEkS0pGkNYOERbvdRKVS4UqllgohmHlpY6EjgGYzns8y3TJao2UMCIDqKkH5iq55NgDjWiuyuN6VBKwQIMcBEcHTBo7rwFoGs0mzLK2maZq+//13/+4BhLCjWpuZVGepInJttcLzZ99ANLKG/L4+KD8AnOvmYQEpQYIgjAbX6lwbu0AkhM6vW0ftdky1WqOWxMmFMAxbS/XSEYDW2azOkhcr1cqWlf39q4VS3Dh9GovjY5S7bR2H/f2kciEEKZAEYAVslsE0GmhPTNDC8ePcs30r2oUI5XarValULtbrrVestelSvchOAI4ePZbt2LE9DsOwt9jddWtQKAaA5atPP4XFQ0+SHh9nVCqCywtIJyfRPHsW5WPHMfX97/PEocOiHeVs966dopqmPH5lYrw8X/7PcqVy5MCBR2o3BAAA7rrrrrn+vr7yYqX6B6WenluK69YRKcXNK1fAL75ExekZDhtNIV8+A334STSfP8nlZoPs1i0Yue8+i6FbMDU3Nzc1Nf2T6anpxwuFwqVjx44v+cWuY4CTJ0/y/v3751zXPbcwP785F+X6u9auJVnqYX3hAnvn35T99TqK42MI5udRN8amH94v+j94L3Ib32svTU1WL1+6/FilXPmBJPn2V77yYNKJj44m8Tu6//4/b2VZ+rox/FdvnT9/ptJotPIbN1Lp8w+gPTTE7YsXwXNzmMkybtz3USru3Q3/9nV6fGa6PD52+d9qtfrjJGh09+7dS3543xUAABgZua129ersmXYjefji6OhrbcsN79Y15H/pr/lKqZtHhcD03j3k7t4Fb2SNnl6szoyNjv2kVqv+0GjzVj4fNT7wgX0d1+84Qu/oO9/5Lg4ffjLdfNemK6HvJ8bo9wTdXT1uscstz87y5XKZ8p/6OILb1+kFbWbGxy49OzM19a9s+NyePXvqn/70Z+xy6i8b4B2dOPFs9r73bRnL+YFrSa0vdhVKQilbv3wZQ5/6pKiTbFyenD41fuHCvyilXj5w4JHmY4/9+7LrLjtCv6kvf/kfasaa04WC/4qjFEWrV9OKDe+FDEM0k6SaJcmLruue+drXDnSc+d9WR4Ps/9LBg98q9Pf1f1BauVO5LvzhVUju3slhMU+DntfXbrV2tJr1IwDK71bNdy1Cjz769XD16uEHwlzwmVKpNOQ6rnT8QPgresiP8hBCEBGtIBJDW7du++9PfOLjlSee+Pmy8g+8CwCjo29i27at0cDAwGcLhfz9AwMDa8Iw8pVyWQgIch1IxwEAIaVyXdddkc/nVjYardc/9KH9jUOHDpvfK8DevXtK/f0r9hHJvx0cHBwJwyj0PJcBQe12DCEEpFSQklgISCLyfd8bzrKMpJTj27fvqB89erRjiGUB/OxnPy2USsWtcZweGBq6ZX0Q5DzP89laQWmWIkkSKMeBoxSIhBBCMjNkmiZ+EIQbjcmqSqmJzZs3106ceLaj/aGOAY4ff0YRiR21WuOrIyMjW1zXJ98PGRCUZRmSOAYpiVyhAGEtYAWkJKGU5CzLiFn7RPSHgC23Wu23nnrq6eYNBdi2beumKIr+YmTk1nuUUjKKIiYiJHEs4jSFIAFfKeiZGaiuLgglAcMgktb3fZGmKZRygnq9vspxZO3OOze/duLEs0uOUkdz4JvffDQcGhr641Kpa5fjKDcIQgCCkjimDAJOPoIjJcqHD+PCd7+H2sQEYAEZhhBEJElyf38fB4FHg4ODw2GY/4iUdEcnXjr6Bz72sY+uWbGi9Nne3r5NSjnSdT0YIRAzg5tN2OkZ4O03YV44DfE/r8MQga0FPBcyDEGeJ0LXF77rQZBw6vUaJ0lydd++fS89/fSRJbXWjgaZtXZEKdXnSOmCCEyE1mIV2cICxOwsnMkJqIlp9IY5mGIRiz/6EdoXLiDbuRPBhg1we3uRG1yJqFCEZkY+H3UFgbd+YmLKB7CkKd0RgOd7JQJ8A8BmGdrlMlrn34A8+waC2TnkhEAuF8IJQ7DrwtcGi4cOo3HyFBY2b4Zzz73I7duLqLcPjlLw/MAXQq5g5vDUqedbS1nYd7aot3AtkWI2aJUXuPGDH1Jw7jwGVw0j7/vwmk2Is6+DJieBSgWKGSGAeHIS1bExTD7zDF7dsAF3HDwIsbIP0vVIG+0DcImW9lh2+i5EwvcQz81i7qdPUO3wk1jXbiM3+jZCIjjMQJIAcQxoDVgLWAvfWkTGIKrV8NK5c3j17/8Og1/4S+j+PlgIWGvxyiuvEq5tyvzuANJUp1k7AYUBO7ffxs7IapoZvwhdqVKh1WJPa3KvmXjndrIGKAW46Xm0GATcKBYQSoXFhQVKlWJtWBMRb9p055IGWmcAWfJa3GyO6Si3trBxg18c+RLJdhs8O4fF+QXY+Xlwo0EyjhnMMEQE32OO8mSLRaZSNw339sA6HlDMo7q4WG01G+eYOb4hG1uNRmMsjZMnpqanCz29vRu7hoe7HGZXrxxA1orJxG2INAVn1+ND4lr/VwrS80h4Pij0dDPJWgvl8vxcuXyyVqkfc113yeuEjr/QfPWhB0srBwe2+4H/ya7urjuU65XCMOd7ga+UcoiEUOJ6AQaDGWw44zTVutVs6dpitVGdL08s1uv/VZmvHGNrznzjG49WbxgAADz00IOUZVmXUnKYjdnk+8GtUso+KWWXcpQPIVxrrbJAymxik+pWpnU5S/Vko7k46jjeqLV2RilVfeSRry95V27ZAADwi1+cxpEjR1RPzwpqt1tulmUuM7vWQgkSxMxERGyMYWutdh0nTZJUa61Ta62+99579K5dezquv2yA39axY0fx3HPPU5IkNDAw8Kvz09Mz8H2PC4UCvvjFv1nWp9Wbuqmb+rX+F1RGbliuKyAVAAAAAElFTkSuQmCC) 24 25, auto;}
}
div.testarea{
animation:rwdcur90091 0.26666666666667s linear infinite forwards;
}
