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0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJUlEQVRYhb3Xz2tcVRQH8M+bPERqaowYW8WiYpym4KZZCGogIi4MSOmi0pUbi/VPEP+C4p9goW5clbiQbOrCgpFKDYi/UJqOdFENErU0qGmUdpLn4rz3ZjqTTF7GGb/DY+69775zzr3nd6IqMnUcwyym8CjuxT/4BctYxIJEozLdCoyPyyzJ9vRbkjlehXzSg3Ed5zADbuMafsbvOICX8Ql+xQQO4SncU1K5hFO9bmR7ATInNJ2XqtnECi6g2bYnxX24tc36HB7DCJq2pE5KfLgdq9o2zE9jXqqmgTXc6WAin/+xw3oTN9FAqiYzn9Ptwt03kDkhMy/B5/g6P1EnkyoovjuKF5Ah8VrnTbQEyNQ1XZGqlcwHhWk8r1DHkXabaFfBufLaB8kcvtJSRxh2iRAgXGbGJsbF9Q0SKR7EJphpd9HiBt5BWPuf+tN5LxQGu1KuvF0Mktzfr7qN94fAvB0p3lDEicMSjZoIrxFkhslcTv9aOTtGqGAWEeH+D7T4zBKXMoUIr1WQijT0iAi/d/CNCMdVcKMcTbWTi9j+l95qeAlHdAfwp/EbfsAVbPUQ/kA5O0gY4abCGz4Q1roTRvAKnuyx529cxbfiQO0Yw+vlbEtiJJG5hX0u4kfVDPFFPLPLngzX8R1+ytdSTIosyrrE/lQUE5NWKzKHT7Eu1DEqbqYTCZ7InzWhnu+FqgKrhUzLmDSRb6yKL/MH9olIN5Y/+0WqHs3/x0VVcRRLJYXlQoBFvOoQfRdSG/mzssP7UTyQjw+Xq4uE8S0gKplB54AC67lwqzmfwAKFQ2WW8Kzrwq8/HoIQc+KAj4MvJJ6jlYzOIMqoMcPJhvfn9APvFoMQIPERLhkRhjiMbLim8JbPcn5tAgROadpSF9Y6SEyjLioi3mx/1RIg0ZA6KRM13HS+3q86iu+Kciwjr47v8rXusjxzWuY9iXDLcVGkXNgD8zmh8zVx8ihI35I4u5Oc7SKdlbmp6bx63hds6K6Oe/UFRQk2Yde+oL/O6AYeFjH9okjFD+mrM9od0Rte3mNvePm/94bdgnR2xwdFFtgQMW5I3fGQ8S9jrgrrtoZBrwAAAABJRU5ErkJggg==) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADIUlEQVRYhb3XzWscdRgH8M9sxnewVFwt0VjBskYEwRyKL8EgFCEgtYdK8eDFYv0TxL9A/BMs1IunEg/ipSJ6iNS2wbeTGBd6EEtpbWmo0ih1suPhmZmd7Cabzbrrd1l2fr/Z+X2fed6fxLDItXAYC5jFNO7G37iMVSzjM4n20OcOQXxEbkW+q8+K3JFhjk8GELdwCvPgNi7iN1zDwziEL3EVTczgCdxZnXIWxwdpZGsBckdlTks1bOASziCr/SfFfbi1xf4iHsUUMh2pYxKfbEXV2IL8BJakGtpYwz89JIr1zW32M9xAG6mG3FJxbh82ayB3VG5Jgm/wY/FGvSTDoHzuWbyIHInXezXRFSDXkvlZqlGRjwtzeEFpjqfqPlE3walK7eMkhx90zRGOXSEEiJCZt4G9Qn3jRIoHsAHm6yFaauA9hLf/YTSbD0LpsJeqnXfLi6SI91/cxkcTIK8jxVvKPPGkRLsh0mskmUmSK86/WK0OEyZYQGS4/wNdngVCKbOI9LoTHhPOdI8oQ3eJJHVBZMRhcL26mi0FmEbk9j8NNkOG5/RHyQERat+jM+D5tOAJ7COccEMZDR8Lbx2EFl7Z5t5NnFO382bswZvVqiMx1RD1nK8Mp8a2UPl2BIt4TeSTXtwS1TOwTrz5ZXDF8FHwnVD5X9vcn8EbeAl31PYz/F6trhBWWcUBTVH5hsW54tvE43gED+n2Ag08I/xjBT8V+w9WJ6yWAizjVTOM1EhdK77fitI2jf3FbxP34mU8jS+EdgLLTDoTpgXhjPD5Ng7alAmjHOdWcNCvIq4/H6MQJRYLgfaDCxLP0y1G7yPaqD0mUw3vL84PfFBehACJT3HWlHDESVTDNdEj8nXBVxMgcFymoyXaqHFiTiSwTAdv1291BUi0pY7JRQ83V+yPao7yubIdyym6402x1t+W507IfSgRXrtXNClndkG+KGy+Jt48GtJ3JE5uJ2ddpJNyN2ROaxVzwbr+7njQXFC2YE07zgWjTUbXRdY7JGrIVZHhRpiMdkbMhud3ORue/++zYb8gvdPxPpFo10VhmdB0PGH8CzKLC018PPf2AAAAAElFTkSuQmCC) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLklEQVRYhb3XTWtcZRQH8N+dXIovYKg0WmrFRctYURdGUKsBF4oQ1NJFpCs3FutHkH4C8SNY6KoUKXEhUaiKXaRUaxR0pY0jBV9qqbY0KCSWdDLXxbn3zmQybxln/M/m3mfuPed/z/N/zktiUGSqOITncQB7cAdu4SqWsYgFidrAdgdwfFhmSbat35LM4UHMJz0cV3ESM2Adl/EbruN+vIjP8Qem8CD2YUdp5QKO9opIZwKZOXVnpCo2cAVnUW95JsXdWO2wPou9mEBdQ+qIxAedXFU6OD+GeamKGlZwu82J/P6vLut13EQNqYrMfG53CzZHIDMnMy/BF/gu/6J2J4OgeO8JPIcMidfaI9EkkKmquyRVKZ2PCtN4VrEdj7RqonULTpZhH6Vz+FZzO0LYJYJAHJkZG9gpwjdKpLgXG2Cm9YgWETiOUPvfhtvzXigEe6Vcebu4SPLz/qN1fI2qONe/ijM/SjIp3lDkiYclahWRXiPJ/Jw/+DhexpuYEwJ6QK+0NRjquZ/AISICH+EVn1Fq81E8jbvaDKzjT/yek70+BIkqXgIfS7yaisKy2dj3OZmDeExTKTtEhtubE/wHl/DlNgjcKK8OyE3vQeT2VvXfxnm8L7TQCXeKM/7kgM7T3E9gN7EFG4pvPCXU2gn7hBYmu/z/KX7qQ2ASr5d3DYmJiqjnnBOFpRsu4zSWRHTa8YIilt2xKqpnYI0IylXsd03/I9fAN/gBz+Rvrwst3NI/gdWFiAPXCgLL2G9KVL5BsCoiNgx2lVfLxN4vIpqJ/wNNP4sFgQWEyEZdA9qR5n4CCxS5LbOEp/wiBPbJGJzP5gQeAl9JHKSZYt5BJJhJ46mG9+T2A+8WF0Eg8SEumBBCHEc1XBE9Iudzfy0EAkfVNVRFGzVKTIsaUNcQJa5Ek0CiJnVEJnq46Xx92O0o3ivasYy8O97Uom8tsJljMu9JREHaKZqUs9twPiv2fEV8eTSkb0mc6MazldIJmZvqzqjmc8Gard1xr7mgaMGm9J0LhpuMbuA+MRmdEx3ULkNNRv0Rs+HFbc6GF//7bLiVSPt0vFv0TGuisIxpOh4z/gVOwA1r4AlMkAAAAABJRU5ErkJggg==) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.833333333333%,97.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.916666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur146575 2.4s linear infinite forwards;
}
