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12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGAAAABgCAYAAADimHc4AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGzUlEQVR4nO2dfUzVZRTHL4WpoeBcBBhOZ0SAQ8AInBpMFJNBRikhrKYNCczGXFuTZv1Ta7NcTXMNfGFipQtd+QYTotkkoUHEa3HphqSMhGZziOLWWNF/55y7nsf7XH73crzrfP763uc+9/n93PF873lefhe/+PjlEzYFHR1Nfqp2wbPcx30D/3ckAMz40xdxuW+QV3vEmqYAyQBmJADMONkJrYioHVWWZoNOSFihHEisaXJIBjAjAWDGX/fGjLzHQW/ZfRp0e3ujsn9CwgqpmiaBZAAzEgBmtPZAK6Lk04ehffrhOtD73t3h8gJSNd0dyQBmJADMaKsgE4q2l4I+8MluZR+pmu6OZAAzEgBmjNJdVxFNfHAU9Eh/J+iq8+eV49AJXWfVHtBTaTthQbOU1kcZunl7yu5HMoAZCQAzbldBt7/HjwRo+uRmZICemVoE2hu2Y2IpOjJDloI+9PA46Hnd3TCmt+1IMoAZCQAzbqcXrYgW76yE9oDvKkDTisgxPApaZztWbOT+gvdAPxGZcZee/+VHB1Zr66q/BB26IBh0RQuufXnDjiQDmJEAMGNpLejcqUOgNz2EsTSxHR1OlcmDOI5fYDLo8MQY0ClZW0DPXvS7y/GHa/GfTC2rNgv7DLb2gA5zfcuWkAxgRgLAjKVvdSsnq2nls+qU2jp6Xk8FnXgnEPSd8nOg3bUdHbQioowODoIOqCsD7amKSDKAGQkAM5aqIIqVtR2djcR8dBFfFD+j7H+r/xGX7cMOO+jQyLnKa5UuxP67r+A4geHhoP9WftIakgHMSACYsWRB3t7JopZSk7UBdAqxl8vVaC/xJVgpjTn+AP3SQqxkPnPg+NSOngz4BzSdiCUnvgx6wK27N0MygBkJADMeq4JMoJOv9Z0tkx7nGJmgBUWmg463oV0MO26Afq21HnTz5tWgfxhDa0pa0IsXuK6uysae3gY6rK7MI7tmkgHMSACYmVILsgJdkykk60IUOvmyDx7BN4ilJD0Xh7q5CvusKSEjvQiKVkr2QZvHkQxgRgLAjM9YEKWV7JStSisE/eHFE6CPvb0KtN8LOFlzIjkX9S2cuE2ceBV0tvpwt8eQDGBGAsCMV9ZydOd83J180Z2s7AVjoPe9iROu6WnloGnFUj6ES9mh0bNx0LUJ6ov98jXI1s/x/+Xq61dAOy1NV+wCLRMxH0YCwIylKkhnNUnvt4EOiAwh77jeQKfQjfKQrmugl0TjZMo2hBvlR3MSQQddwMXj0W+xaqqp7AC9a7gWdErWZtANjfjgyc2yAtDzT+KStaeQDGBGAsCM0be3SVVT8zEu+WaWpKu6G0Ern5AuPHE9Y26osv/IZbSUgaGr2D4yArqd2EjCNhxzxw580n/v3r2gaWWlY6BiDWipgnwYCQAz2tShtnPwN6wWqkfV52oo1EZoFaQ7/0OXka+98yzoyBg8Ea2zoK5LZ0BT2+knO2XR4RtsKma24ZP+9LM6HB1od0FBs0CLBfkwEgBmjCyInl7Oi+9W9nfXmugkK6LtFGhqBU4TLg1d9k6XfebMmaNsX7IS7Y5WU3RMejxSZ6Fn45KU7SbWJBnAjASAGSMLGsrBKijq0tZJXyy19itle3N2vrKdWge1i6vhmcr+N794BbSuqnE6ca3B5KEPE6g16exIMoAZCQAzRhOIqKgosKPUb85Ce96fD4D293e9sr11I66f6OzIBDpxs4KnrMbeHA26oR538cNOrgMtFnSPIgFgRmtBTrZzoRray8MeVfaPiIgA3dfXB7qpB3eyJiZwVZva0Z4m/Bk0kwkdFzqrWdT9K+jgFdjHZMlaMoAZCQAzRpvytxvIhliuus+0adOU7ctj5oFu/FlddVDbyQq84bKPt9FbTSVqzWfp2SSTZ8okA5iRADBjdi7ID7/AabWjs53oaEzh8XH8NcKjZ9TrMPW5zaAPxD4Guugt71qTFavpJ/eZHDj541WSAcxIAJgxmoj1x66H9pyNuORbHDMddGEOboLb7eoHIuikrGADPi7auxInYnRSQ+m3YE0mEygdOquh1U7LzqU2FbIj5gNIAJgx+vouXjwf9P6T+EuJthx8PotWOzo+DRpTti9K/wv0svznQR8/jgcAqF3Uk8kgrZpS0vEPBnmqqonVWA2dZMm5IB9GAsCM2ztiazdth/b9P+Gj4/nEjiiznkJ9MQ1/HbW3txeurTt9PfMgHjtcFowPX+isyQRvVzXuIhnAjASAGbdTitqRu1DbMcGKNVHuBavRIRnAjASAGZ/8s4Emj8fSnyyjm+OUqbQaHZIBzEgAmGFPQU+is6Z7wWp0SAYwIwFg5l9vsk7BFGdOvwAAAABJRU5ErkJggg==) 0 0, auto;}
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}
div.testarea{
animation:rwdcur252083 0.93333333333333s linear infinite forwards;
}
