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0%,0.68125%,100% {cursor:url(data:image/png;base64,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) 5 25, auto;}
0.78125%,1.4625% {cursor:url(data:image/png;base64,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) 5 25, auto;}
1.5625%,2.24375% {cursor:url(data:image/png;base64,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) 5 25, auto;}
2.34375%,3.025% {cursor:url(data:image/png;base64,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) 5 25, auto;}
3.125%,3.80625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADIElEQVRYhe2WT2gcZRjGf9/szDczm/3DJpuuBkrUNniwrTcVRO1FESQW9SIKKrWHgIfeqmh6EGn1IDRFVKxptVBhRfRg9VD/XLwoih48NNgQ3DZN4prsJpvdnZ3d2ZnXg1KISTRpdvFgnuPwfe/zft/veT8GtrWt/1iqm8XPvDoqjQsnSe9SJIeSHHhhZpWf0S3z946/JP6FMVI3maR2pWgte5w77Mjf13XlBkREZh5RmDsh9QB8/m0Gv+aRNtMgmodPXL3ma3bavMVT8kn2MI+V/jrcG+CNL8oXE1kITcqTSyvWdxRBGBuX83178aI9K77HD6EevHGBpUINf7rWvQYM517q0o/ENB/mTq/g7V8Cb9pn5OeV2LeM4A71trhak3Ti+OYQxdhPDBoejUaFsz2j4oqPNdyP+cvzjPzYWpW5LYXwbvMtsUyHhI6TzbhYzYBTsp8P4l/TLl4kjo922hwovY5Sak2v627gCcrSAmxMsrEYJ8MedSiRlxtSmlfqt0KtgEgJot8wONLZabuNK5K5+R3R95+6xvlNxxeAsd2fyZHMR6vmfT1tPoT9l2T6zq+o71ZIRmGP/Gn2nO+obxKRzM43mKpUN1xuwyFMnDkqWmvK53ppOiEqZWPGXcLaMvbwu6ImhMsFuEKdj6ODG77yDTWQen9UHJ3AtjNU7nLJZdKUJoWw7hGrCjIZMbBoUAiFvDyzKd7/iiB9+kVxTAdt9pK2+xna9yWz1qP0DSlizRDmIqxiwL7SkxyV2KbD9o8b+uR7iQBNDoMdzClX7RjPSzar+fXyQ8h3VZqflhisJykwcF1JX3eTbh+TRD5P4E2RsgNmng5UbkGkmFXq9vN5Wa7NU2ksUD748pZGbE0EqrpfrLNjiDdFrx2g/TYAxaxSt7R/l3JtjmpjdsvmsE4IpfoDDhE9OsDwQhYDC/eEKwCt6CoNr0jp2dc68ris2UDOqZM0YoSNiMXAohm6KGXixHuJqHfMHNZBsNMBVQlZigz8toOIgbIs/MeHmdX3dPRZXbPYfTXkYhnml+OABRose4BgcKKr/5Db2tb/U38Aqd41mdl1kgIAAAAASUVORK5CYII=) 5 25, auto;}
3.90625%,4.5875% {cursor:url(data:image/png;base64,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) 5 25, auto;}
4.6875%,5.36875% {cursor:url(data:image/png;base64,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) 5 25, auto;}
5.46875%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADGklEQVRYhe2WX4hUdRTHP7/7/87MnXFm1mbYRGuzSKGEKOoxCUo3SogiJUNte9gHwWftsYf0KUqwbGsr8mGlECrzJcGnIgiCHoL1Dy6j67arO+POH+/c5s69xwdB2JytWZ2hh/b7+OOc8z2c7/kefrCCFfzHUP0sfuQFJC44rHrUwnvEY9urV+7g0/pF/vGwIVJ0yax3ST+UplXzOXbYkb/H9WUCtb1IbRCMtZDeCj98myVo+GSMDMQWL++dvs3b8wm0nkJOl55lzQFUcScqkUe9+Mx1PMuD2KBybmFRfE8biPQ9cvKlwzSd1xa9Jzaitjw+z8JUg2C60b8GtPY4tVMB0ZmrHC+8s0jvYBL8ks/oicWyG/dKukN9JAnLwnMSMPA7jl5EM87SbFY5tvOg2NUy2uQ4xvkyo9+0e+uCN40jkrRtPDtJflWCg+YFXld5xM0hG1zc+03Mn86ybahM6r3OC3/XLviQirQAB4MBXWd7lFSHUhOyOm2x50YFFkYQfRQSR9EaPXbbbi7Jg9mjYg19clvn35xAAL5bf1LGsl/f4felsGwJ1nFOTqw+zZWsQrIKe/MtsicCR4WpWGavNblQrXddr+slTH06LpZlUdqXwy5GKM/GcF0iv4a9cUyci8LlAC5zg0PxW12PvKsJpL8Yl4TpkGy76E+7FJ7LYHgOceij1wVzKubJpKIUCe+2dy9L739tIPPZmDiahdU0yIQ2Dz//IzPzr5DfoNBbEczGrDVDtpTfYLPoy162f0zIt0ViwLoG2lX4c5NS9x2YkIGiw9TPW5Ff6wxdLPOYeBxn8K42fckkq31GUhMfEPiThPY84a55VTglMjes1KbPv5da1KBKk8rb3evdCR0lUPX9Yn65n8D/g9CepR1UAZgbVmrofFsqNKhrtXsmhyVcIPVfiJkjtCpEvo8ZFtHfzwlAqxDTjKuUR0Z7clw629Ap0dJmiJvxLfIoh1IGTiJH7EQ9I4elXOBMQ/UvtDiP1s4ioqFMk2D7CDOW29Oz2rGY1UBalQegtgYwwdIw7UHCdV/19Q+5ghX8P3EThlQlPOam9aIAAAAASUVORK5CYII=) 5 25, auto;}
6.25%,6.93125% {cursor:url(data:image/png;base64,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) 5 25, auto;}
7.03125%,7.7125% {cursor:url(data:image/png;base64,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) 5 25, auto;}
7.8125%,8.49375% {cursor:url(data:image/png;base64,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) 5 25, auto;}
8.59375%,9.275% {cursor:url(data:image/png;base64,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) 5 25, auto;}
9.375%,10.05625% {cursor:url(data:image/png;base64,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) 5 25, auto;}
10.15625%,10.8375% {cursor:url(data:image/png;base64,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) 5 25, auto;}
10.9375%,11.61875% {cursor:url(data:image/png;base64,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) 5 25, auto;}
11.71875%,12.4% {cursor:url(data:image/png;base64,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) 5 25, auto;}
12.5%,13.18125% {cursor:url(data:image/png;base64,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) 5 25, auto;}
13.28125%,13.9625% {cursor:url(data:image/png;base64,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) 5 25, auto;}
14.0625%,14.74375% {cursor:url(data:image/png;base64,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) 5 25, auto;}
14.84375%,15.525% {cursor:url(data:image/png;base64,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) 5 25, auto;}
15.625%,16.30625% {cursor:url(data:image/png;base64,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) 5 25, auto;}
16.40625%,17.0875% {cursor:url(data:image/png;base64,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) 5 25, auto;}
17.1875%,17.86875% {cursor:url(data:image/png;base64,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) 5 25, auto;}
17.96875%,18.65% {cursor:url(data:image/png;base64,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) 5 25, auto;}
18.75%,19.43125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADFUlEQVRYhe2UTWhcVRiGn3P/5+fOJNMkE6NQbRsUhBSFiiBIke4Uiy4rqMQuigVX0mJRULqWVtRqrQVDBVNLWqG6Sheicakbf8DQ1pg2nZnUSefOdO69mZt7P3eFMQlNmglu5t1+55z34/050EUX/zPUZj5eOIH4SQarZzuuO8zc3ollfNpmkfd/akggWVL5h8jltuO3PJwvn5T/ntsUBbbVkat1wLgfcs/Q+10JP2yQzxtYKK4/P3WHt+MKvNxCnpvcAg+gGJxTpM+oW88qXNfEQKgtTLedNzpJ/nmsy61vesj7SfsgPan+CXdJ7usSUTjfNuqoAk9rDv1NwRKd02eL7X6Hl4n9MosH2m3fsAKfPKHESlmkXYfh0OCXio6/VcMLAt4ey0iYEsp6ikmjSuXA8sxtSIETTxlip20yrk26r4eJN0z2vKnItFJ4EhGlBLEcvL1VKtmVA3/PLVjYh9ACwwa9TyfzQazG92fFGszx8NEmM9ymKkKZhENah9s2+yhysvcF+cx6647P4ceOAHx7fIecO9S7rO+rYd0WTDMql669jmo+gpIC5+wxAXAOhir5ISvBjZs0rnhrfm/NITz10Rfy00mTwq8B8WIZW/WQMlzqcY1T9nsi6g/4e4LmLIxOJGuWfE0LHD18RqaOm6QWTVL6Y/jF38hVW/hxA9E9EvkTbegSMhPz6risy++7WvDhsTH5/SuddKhRzNu8PzzNwRt7KG+xiPWAhBKRWeKlkSr6O+sjh7u0QETkcAHus6Cowb6SUu8OjIv0ORz5axcNmaK6eB5361mGZu4t6ate2mktybUd44QDPlHBJjr/ivq+KLK7otSRnRelUr/NvBdwcWF0QxVb0QI12JDLI2OEQz7RgM2SGQKwu6LU6W1LMuc1aGqtDZPDKiGUkQaJBpFrEeNjzkfojx8TgNn5hLoecOHKax35XFZuwbBDq6aRRAHmzQjdi1GJoj+boZnAheudIV99gQcd4p899AUTrbaExKApi5kf96OU6ui3uvIC6QTcF4krdeIMoFmYNbvj5F100QXAv/wQNxsUo+u8AAAAAElFTkSuQmCC) 5 25, auto;}
19.53125%,20.2125% {cursor:url(data:image/png;base64,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) 5 25, auto;}
20.3125%,20.99375% {cursor:url(data:image/png;base64,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) 5 25, auto;}
21.09375%,21.775% {cursor:url(data:image/png;base64,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) 5 25, auto;}
21.875%,22.55625% {cursor:url(data:image/png;base64,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) 5 25, auto;}
22.65625%,23.3375% {cursor:url(data:image/png;base64,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) 5 25, auto;}
23.4375%,24.11875% {cursor:url(data:image/png;base64,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) 5 25, auto;}
24.21875%,24.9% {cursor:url(data:image/png;base64,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) 5 25, auto;}
25%,25.68125% {cursor:url(data:image/png;base64,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) 5 25, auto;}
25.78125%,26.4625% {cursor:url(data:image/png;base64,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) 5 25, auto;}
26.5625%,27.24375% {cursor:url(data:image/png;base64,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) 5 25, auto;}
27.34375%,28.025% {cursor:url(data:image/png;base64,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) 5 25, auto;}
28.125%,28.80625% {cursor:url(data:image/png;base64,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) 5 25, auto;}
28.90625%,29.5875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADG0lEQVRYhe2WTWhcVRiGn3N/zr3zdyfTSYzEiFAqWiqOoKCCLYVCQdSqUWy1CyVtIQguXKorwYWgIkKotP5UxUrHoiLabhRUsuzCTUttqa2WaWqoM5m/3Lkzd+79XAiFsRNNzAQX5t1+53zvx/ue9+PAGtbwH0Otavf9b4k7b6IbQ2SaGS5NP3wNn7Fa3M6BaUlULRKtLF7bw6eDO/Wx/PXc6ihQLwkXgDkLTnjkLh/DDwOyY1m0DaUXd1zlHbgCIiKPfPsGFMYV269XvJRU83c8QGY4g2VB1az0nLcGSW5GL8jw59uI/VJvYW9S/f5FIN6ZT2kmg57SQBVwjRPIwnlMCRktFnr9vjHAT/nw3FSP7St+A0+8rcTQGp10ObYry3AxoGaM0WrFdPGQxDq2Wls4vn0fpLODTcFj+y0xHQedctDJIbZ+1qG68xYS0iKUJJLw2KJv5fiOe/qSwwoUeLmCaKBrQd00eS0VqW1H0hJpjx8fvZMmI4jkiNTrKKUGm7bDF5ED0zk5OKWv+rwzcAXgvq83yL1Hc9fkfTEs24Kzp5H2IQ91cgFVEY7ucgSg6AbqrjgtYesKTqO25H5LjuH76cdFa826Xz4h+rmN01YkTIt6N+KdSUdko+JLApoL8P1kvGTJl6TAB95T4iY1iVRE4pRJtjSKG1v4nRjxTOINBrNDKW6QiB+e6S7L738c4L3sk2K5BpYOcEZO8U3xZiY2z6LKeSLHJB6FhmeT213moCnLfmx/e0HyrwqxgC5D5jDq3GV15PbrxLWHuX/iAo2NwuymNr9mhIfG/l2iFr3U1d/Ju+lL/BT41EKHQ+HTSjaPipqZU18VCtKsb6JVi5isFFcUsb4WVFVDXrHPczLwKYcO890/97eamVPd9eulWbmNVsNeMTkskoIZaXAlhlqoaUQ+eTvkefNNAYg7Pn7rDHvKHw5kufQdoITLXMcgjFvk7ZCsGWEpRd5NQizsKX80sM3Wd4DfcKlGNcZNG8/oYgi4hubZoICu3D3Qtdp3gCYxDzLBSFTHjsBCM247eOFNq/uHXMMa/pf4AztSKh2YzVRMAAAAAElFTkSuQmCC) 5 25, auto;}
29.6875%,30.36875% {cursor:url(data:image/png;base64,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) 5 25, auto;}
30.46875%,31.15% {cursor:url(data:image/png;base64,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) 5 25, auto;}
31.25%,31.93125% {cursor:url(data:image/png;base64,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) 5 25, auto;}
32.03125%,32.7125% {cursor:url(data:image/png;base64,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) 5 25, auto;}
32.8125%,33.49375% {cursor:url(data:image/png;base64,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) 5 25, auto;}
33.59375%,34.275% {cursor:url(data:image/png;base64,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) 5 25, auto;}
34.375%,35.05625% {cursor:url(data:image/png;base64,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) 5 25, auto;}
35.15625%,35.8375% {cursor:url(data:image/png;base64,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) 5 25, auto;}
35.9375%,36.61875% {cursor:url(data:image/png;base64,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) 5 25, auto;}
36.71875%,37.4% {cursor:url(data:image/png;base64,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) 5 25, auto;}
37.5%,38.18125% {cursor:url(data:image/png;base64,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) 5 25, auto;}
38.28125%,38.9625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADGklEQVRYhe2WX4hUVRzHP2fuuXfuzNyZ2XHMcVEI1LXch+2psEAKlFKEFAuTFAqjEAQRXBax10L6g75Zga0rFWysD8a2vSzmQw9BL0EP0orY7qqjgzvTzszOvXdn5t5fD4GwuktjO0MP7ffxcDjf7/3+gQsrWMF/DNXR1/U5WatDNlldbE4mGbyz5xG+SMe47c+l2xQ2xNJsTKWYdeu8bH8tD9/rjANORZ6Yq7AezXZS3MyMUXV9dDqNsuCH268+4G2/A6/UJfvaOPdZr35lrfqUuEr8uRsrmUQ0XJ8tLbjeVgHGB4Fknx0l7HMXnH9FXKmZnUzPzXJrzu+cAPvFCJKrYVhC7uy3C/K+gc+U6zLPkQWx6+WSqs92iGXFseMOug+MOx6Rexm8skfi2EURL0bsnsHvoxqaR9q7An1ul0SjCaIJh674aszxflTfe8QyQqMsSD2GLRbFwh7AWbTw/34FpeMCddA2hrGaIHFKOcMnJGWtodY1wNwfICUhvAucibR5bdMvyd7zb8jA0JsPcrb9SwKw6ftByYx8+Mjel8LjR3Ad+ejnXWw06/zWGOHASFQAfPt15YQTct/LU67eaPm5lks4+IkjlmVxsKfIoZ82U9PTZNImtUrAwNBeuRlGucwU1G4RHr7QsuUtOTD0cUpsJ04sl+Coq9mSnCdpa+puSI/eQUFluBpMEMgUzbe/eKy8/1HAl6fTom0bnbEQJ83W8R4a+/I8pbKkgifJ6hcYq16leHArYrzb3rLJZFZkMiPi5aQi3QJwZniNfHO5V07Nx0RERE0khPxzLZfuYSypuHnekuELDu6ET7T8PG81rqhrkpNeVVDfjT4j7kwFr1jmcH9pWV+9aATV/UounjZxr/lEy9vwmxYAvaqg6s0N4hZKeHeryyaHJVZQ/UVgJsTyt+EGioZ9hbPZ2N825+u4BY933i+2Je9FBdiTEDG244VNGvaPBFkDpRXxVTa4YdvIYYkIbPopB0IYGae5KoJEBNNUHNjvYz2db2vTF3UgJM4+xqisA8wAS0G02yR1stHZf8gVrOB/ib8A4z0yPZ1DLhoAAAAASUVORK5CYII=) 5 25, auto;}
39.0625%,39.74375% {cursor:url(data:image/png;base64,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) 5 25, auto;}
39.84375%,40.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADI0lEQVRYhe2WTWhcZRSGn+/eO9/9ZiYz05k0zhCD0aQtKNSIP4grFUWaCnWhixYr/VMI3bhuC4K4ykp0UX+itaFdpBG6aLUuKhRclNqCiFCwqUwdk7ZJm0w7/9e5M/e4K8QkmjQzuDDv8uOc8x7O+57DB2tYw38M1c7iKQ5LtwnYqNexKRZj+PprC/isdpF3OZ/Kg2GhP5ygPx6nUK2z0xyXv8e1ZQJpitJLkR4cXibOL8lvKVU9nEQCNIxObbvH2/oJ9NelMXiWi/Sok2TUfiIqfedVdCyGODBxNz8vvKUN2Hua0vnSaYKB6rz394mo+OwWcuW7TJW99jVgnreQTAXbFdKHTszTewKPXLXKJEPzZHdWS6o+2SFaRzCRGM6jYNsa64pFrVAjumNUpBImPGNz5UeH3xtDCzxnr4bcOfyWaBPGjcZIRjqR2fOQGCJSuUwx64MXwQSa/M/buFMzixr+/rcg/7FAHRyDba+nGd2uOsaGJa67qOT3UM6CzAnBTeCU1eJt+2O3JD97RPo+1/d0Nt5PArDhm1OS/Hpkwb4vhZWbcKJXur4/SVJd53G1mfHxcQHwzJOqI/Dldm2aQum3ZZdbtgm/ONIhWmveTeXINF2e0S8wGH2H74pHeWzElawYPCahMkmwd3jZI19WA0ePxEUZQ8N1eTZc4Ll1T7DBep0fiuNclHNcC0JErafJSw7Z/cGK9P5XCb4cSYilDTVH47sJXjm7kffeuEDWP8al4AzTAYT8h5h7cwtiv7his/1jQkM6BQJuo7mFxYC6qQ6OPSAZs57zg9e4VBKyc31IbDN0n7gvpy+Z1DinZeyjDqq/erizPrtmfXVG0rJVzaivTg9Is1yEWoG39+ZXtWKLSlA6oGT0QIjqZQ932scrNADYqmbU1UafUM5jFUurJoclTFi6IDAToPM+1WoTPxPiw5QtAOmgTlCosW9oriXHZdEGTA6sG3VqQYCfCdFM2ShHEUkZTDNoGTksIYGZgsKfTxF0WjSSFmIJoZBi+z4PHb7R0rO6aLEyOyX/8HGKPUAItAVud4jeY35b/5BrWMP/E38BabgtqJ7mG5kAAAAASUVORK5CYII=) 5 25, auto;}
40.625%,41.30625% {cursor:url(data:image/png;base64,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) 5 25, auto;}
41.40625%,42.0875% {cursor:url(data:image/png;base64,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) 5 25, auto;}
42.1875%,42.86875% {cursor:url(data:image/png;base64,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) 5 25, auto;}
42.96875%,43.65% {cursor:url(data:image/png;base64,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) 5 25, auto;}
43.75%,44.43125% {cursor:url(data:image/png;base64,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) 5 25, auto;}
44.53125%,45.2125% {cursor:url(data:image/png;base64,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) 5 25, auto;}
45.3125%,45.99375% {cursor:url(data:image/png;base64,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) 5 25, auto;}
46.09375%,46.775% {cursor:url(data:image/png;base64,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) 5 25, auto;}
46.875%,47.55625% {cursor:url(data:image/png;base64,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) 5 25, auto;}
47.65625%,48.3375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADGklEQVRYhe2WX2gcVRTGf3dn9s7MzmY2m026GpFirU2L0AiGgtCC4Is+aLFBWxBqiQr74nOpQqGv9UH6h1rr36BCQhGUWJD6Yiko0gdFW8SgppWYNtbdJLubmdk/M8e3atqkJs0uPpjv8XLO+S7fd77LhTWs4T+GaufwI5wQw56hU1fo6Kiy8/fjt/Al2kV+zDwppjNLxgnwvBp1Hz60C3JzXVsUmKQsMIHJNB4XOJO9Sug3yGR6QSd5avKVG7xmq8k/oS6v5sYYLg7eIPFn3paz3RNgmpRmjQX1LbXggBHJ0dwYX8f+gvMUL6rH/xxgtmoQVlPtu8AFO8GvMk/DEPrzowv8DrkX33cp8PIC21dtgXr2DdEJja1TjJ+BsFvTO5cgDgK2u8PSJQ73OwaquJlCc6C1KTAHT4hlWFjapVOnqD/6MX2zuwkcIdUQPHHwbM1gcScZ0osu/J2n4FBJ0EDTxCgbRK+5Kv3YiHiR5uFvn6anClkR1sWwn0SL0/bRb5J987joU3/n2t4dCsDG7Z9J9pHTt+R9KazcgvEfxau9x7y6iKgS1uk9AhCO2io9EMv1RsCcVVn2uGUv4X3vpkVrzU9dl6lFv6CsGqZjEJWbWG8NiZIthJ8C1XniL4eWLfmyFNj0vifaThE5LoZziXxmEtOOif06hngk4o24U51E9wjNc/tW5Pe/XqDvnYyYpk1oamyrhwe+GGVq1w5yqogRWRDnSVY8itnnkFPGipfttg0DkhMhZgZNQAdX1c9q3chW6baTTDyxC6lsoTb1IHKlA57svaNNX7Kp0NTSM5Kmxw/ptB5i7/NfqbzskGl1XvWP9UujWqYZzDE+VFpVxBa1YLiiZP1wkrv8kC5nL4TbAJhW59WG5gZpVEuYQWXV5LBECvoqQp0Yxy0Q/HGNRFeeg687AvB5XCfwA75/odiSx2VRBTYlIZ06Se36JEaujyulw8RKEbsODjE/tIgcllAg2y1Mf6e4u/8DLl57iQgwdIL6npBzevWy/xOLDqt+g7jbhLOXFA0gqaFsJXlmfaOtf8g1rOH/ib8AmdolX2WNVDMAAAAASUVORK5CYII=) 5 25, auto;}
48.4375%,49.11875% {cursor:url(data:image/png;base64,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) 5 25, auto;}
49.21875%,49.9% {cursor:url(data:image/png;base64,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) 5 25, auto;}
50%,50.68125% {cursor:url(data:image/png;base64,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) 5 25, auto;}
50.78125%,51.4625% {cursor:url(data:image/png;base64,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) 5 25, auto;}
51.5625%,52.24375% {cursor:url(data:image/png;base64,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) 5 25, auto;}
52.34375%,53.025% {cursor:url(data:image/png;base64,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) 5 25, auto;}
53.125%,53.80625% {cursor:url(data:image/png;base64,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) 5 25, auto;}
53.90625%,54.5875% {cursor:url(data:image/png;base64,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) 5 25, auto;}
54.6875%,55.36875% {cursor:url(data:image/png;base64,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) 5 25, auto;}
55.46875%,56.15% {cursor:url(data:image/png;base64,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) 5 25, auto;}
56.25%,56.93125% {cursor:url(data:image/png;base64,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) 5 25, auto;}
57.03125%,57.7125% {cursor:url(data:image/png;base64,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) 5 25, auto;}
57.8125%,58.49375% {cursor:url(data:image/png;base64,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) 5 25, auto;}
58.59375%,59.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADHElEQVRYhe2WTWhcVRiGn3N/zpw7yWScpDpDWlpN/WtpLYoirqQI2mZRQV3YiljtD4EWXFfdiKuuRIXaGq0tCqZYChIsooIgGARBurBS2jJjbBqbNjN2fnLndubO/VwUAjETnTQzuDDv8nLOeQ7f+76HC8ta1n8s1cnDDz2FRGnDbfdrEvcmePq5y/N4VqfghwcdkYxH8m6PnrU91Eo+n75n5O/rOjKB0n6k1A/OaujZCl9+kSKo+CSdJESabfsnZrlOu+G1R5DRz/p4Np+fhfi//ilff78CQofC+etz1rfVgob9soxm9+JHe+Z8j69HbXlgmuu5CsFEpXMXsMzjzEgGsWOcSL8+x+/gHPjjPkOn5tq+ZAu2q/clrjUrN3TDb/dh1t2Ai5eoVosc79ounsxgr/wB50KeoZPhvMzZS4G/6BwSTxvSa7t47M0UYzrPjrEUvzw4Q5jLEidAm4htG85gjjUP/C234F0KUgMMDvskgVJKHewekVX7PHYcvgaVLCJ5iB/BqrS5bTv5Xe5KHRE98MGszz+bQABOn/xKhjd+Pq/vC2nRIVzDeTl1+7dcTikkpYhtvgl7KDBKROTSGyUuni23fF7LIez+8KhorRl/tZdYpoFKxHA8j4ZfIrZ+WExWyLnCBD4Ho1daHnlLE+g5dlTirqEr9LAf9Ug/kcRJGKK6j10W3FzEw12K8YbwVrhzUX7/6wWSHw2LsTS66pCsx7jnyW+YnH6GvnUKu9aAKxGr3Tpb8i+wWexFh+0fN/SFIhGgr4F1Ff7YpNQdr43IiowhN7YV+anMQDbPRklwgv5bSvqCm3T4nXSPvEPgn6Mem6b+0rRKnxaZGlRq08ejUmpUKFKlsLt1v5upqQWqfEDc4wcI/LPUY1cIgyIAU4NKDVwIpUCFslVaMhwWaIGUfyRiirou0PB93HoG++1eAailI6pRkfyuobY8Ls1raMapWZNE1egmvNGLUg4m3ktkGm2Dw0ItMBNQvIEV9WGFKUQslOsSPL+LSe219VltepiuILXCnVBaBbigLdxYP/U1n3T0H3JZy/p/6i9rEzBG+KAiEAAAAABJRU5ErkJggg==) 5 25, auto;}
59.375%,60.05625% {cursor:url(data:image/png;base64,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) 5 25, auto;}
60.15625%,60.8375% {cursor:url(data:image/png;base64,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) 5 25, auto;}
60.9375%,61.61875% {cursor:url(data:image/png;base64,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) 5 25, auto;}
61.71875%,62.4% {cursor:url(data:image/png;base64,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) 5 25, auto;}
62.5%,63.18125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADDklEQVRYhe2WTWhcVRTHf/fd9zmZvNdxBgM12lZCoWBbRHBXurFotRqNSHWlRlERN24ilOLGKohSN/1QWksWSluqjZCoUFei6CZVihR104W0xJLMZD5e3zxn3nvHhRCISWrizODC/JeXe+7vcP7nHC6sa13/sVQvHz/2BpIUXMINNmF/P28NX1vCM3oFf/9NU9JbPJqBxx++D62IsY9c+fu9nlSgfhGpl2DOgWkfrnxeoB1HbAwCLGxeeeTqAtfsNrz1ATJ5qMjjE+UFyFQ0L5cvlLAw0ZXqovtdtSB9VsvkiSLR99mi83051K4H5jCqIWo+7F0CxrTLjSuCJJqzWwYW+T0Yg1GOeOnVxbZ33ANH1XFxbZOc6/Ck+SNndYyRn6CZNcFP8AqCHvK4/7Uy+a1LeR1V4Jh5RDzHos9xyW3QfGoNsb9wHpHdSK6N1y/Yvsvw3uXh0EEFKsxKisZBoXWdvnSTOpN/W2y/xWO3vwvFECkIDGQYh7s8bRf4TcYeHZetzokFn2P3GwGYGjoo5wqvL5n3lbRmC0REjm//mokvWpQzCJxzAuDGu1SWH5fmrKJRc1f93qr3QH70lNi2zbAq84MTEykHTA+d1tnsnpSR/X3wcYkbXGM0O7Dqkq8qAf/FcXGxcRKHS9rDuDsg/UkgjShq4cGHPO6qaSQd5BnZsya//9GC4IUPxdUmdmwSZA7eE19Rnx4h2K7I6ZRtm03uvcdh+LN9aNm25ma7aUDxlEgmYJfBmIWZd5S6dfcZKd3hUv1kLzukwZfNIlNqhofZ+K86fcUg++dE8hcPE0e/0HaqtJ8+rwaeErl+WqmdL09KPQmpZU0qJ0c7GrFlLVCNX8X6bow4ukzbmSOJ5wG4flqpOw8lUslCGnbncFihCaXxLRmztO0qaRRitUvo954XgFZfRnMmonzkua4sl+WnwL1Ky/idrJn8BU8DlLJwc0UyD8pHuwO/SQIzpLUa2hrESHwEjWE7xHvGqGyxu7pWl08gC2HkPtL6ACkW2CaWcxvtTX5P/5DrWtf/U38CQNIj9mdOfW0AAAAASUVORK5CYII=) 5 25, auto;}
63.28125%,63.9625% {cursor:url(data:image/png;base64,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) 5 25, auto;}
64.0625%,64.74375% {cursor:url(data:image/png;base64,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) 5 25, auto;}
64.84375%,65.525% {cursor:url(data:image/png;base64,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) 5 25, auto;}
65.625%,66.30625% {cursor:url(data:image/png;base64,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) 5 25, auto;}
66.40625%,67.0875% {cursor:url(data:image/png;base64,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) 5 25, auto;}
67.1875%,67.86875% {cursor:url(data:image/png;base64,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) 5 25, auto;}
67.96875%,68.65% {cursor:url(data:image/png;base64,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) 5 25, auto;}
68.75%,69.43125% {cursor:url(data:image/png;base64,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) 5 25, auto;}
69.53125%,70.2125% {cursor:url(data:image/png;base64,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) 5 25, auto;}
70.3125%,70.99375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADHklEQVRYhe2WT2gcZRjGf9/M7DczO/svf9rdBq3Q1oIEtFRBEIoHL7Viq0XxIEWtEtODnrwECnrSowi22milikhbLRRURNpLxCIUDx6k0NCamDRZFrqbZnd2dpLZmdeDUFiTSNps8GCe6/e93/PyPs/z8sEGNvAfQ63n44PHkfnEoV7Iks3uZObApSV8xnqRP/ixJXVxaeYz5HLbCRbncL7cKv+8ty4T2FdHrtVhxoJm7hF6vg8Iwgb5vIXG4Mb+67d5uz6B9xaRPRf6GL8H1SyhSP+q5p5qkM1qLCCpVTruW90kvxSbMnG+gJSTzoP0tLoZZqR01sAJ/Y6jrk7gMXFIJgQJTc6cLHboXQx9vCBgcrhT9jVP4KN7lei0Jp1x4HcLXTYxBg1aSYtjn3uy4Apl0+WyVWVsuN3dFBzfbont2XieTXpTgXNHU7wwopBbLoEVEbuCaAfjQJWxzPKGv+sU1HYjRGBpMPtNvB9jdXpfRvSWHPs/bTKFT02EMglPG11O21QKOdHzuozqD27rHL7pCMB3Izvk60M9S/K+Eu64s3HelZ9zEe2wQChpHKPA0MLzCiAZzci5n0wa1xsc/iVZ1durNuHuzGeitaa3tpVo4SqR0tiWSyuu84l9QkRdgcljNKdZNTms0oS7cqckm3YoeS6YD/NnMY+yHFpJgGfGJMZVlDeOTMa8PLbU6WtqYFf+pHiORa+22JK3efv+CwzPHmSmT2GZMQllotQML27+AfMruWNJ/7XgmT4RSWBAQ9GAd8pKDW8+Larf4ejEk9hyherCN2TlGgOcuSunr1ikdVv2HjnLxYpP1G8TffiSGi2KDFWUeu2hb6VS96nMt7hcO7ymiC0rgYhI77NfcPGmT1SyaVshAEMVpUa2tWW65nOjsXZyWCEF6o0yritEeU0sAalKhLn3fdmzw2PqfEKlFfBb9dWuLJflTbjTYXGTQUzrb/JbMY/e5/JAXx4/oWvksNIe2OYQ/zGPWU1hzLVJKYNXHi9y5K0nCGZ1V9fq8g2kExg4SOzXiUvQOjWIfm6KaDa3rn/IDWzg/4m/ADZDMolfq+S5AAAAAElFTkSuQmCC) 5 25, auto;}
71.09375%,71.775% {cursor:url(data:image/png;base64,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) 5 25, auto;}
71.875%,72.55625% {cursor:url(data:image/png;base64,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) 5 25, auto;}
72.65625%,73.3375% {cursor:url(data:image/png;base64,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) 5 25, auto;}
73.4375%,74.11875% {cursor:url(data:image/png;base64,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) 5 25, auto;}
74.21875%,74.9% {cursor:url(data:image/png;base64,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) 5 25, auto;}
75%,75.68125% {cursor:url(data:image/png;base64,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) 5 25, auto;}
75.78125%,76.4625% {cursor:url(data:image/png;base64,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) 5 25, auto;}
76.5625%,77.24375% {cursor:url(data:image/png;base64,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) 5 25, auto;}
77.34375%,78.025% {cursor:url(data:image/png;base64,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) 5 25, auto;}
78.125%,78.80625% {cursor:url(data:image/png;base64,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) 5 25, auto;}
78.90625%,79.5875% {cursor:url(data:image/png;base64,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) 5 25, auto;}
79.6875%,80.36875% {cursor:url(data:image/png;base64,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) 5 25, auto;}
80.46875%,81.15% {cursor:url(data:image/png;base64,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) 5 25, auto;}
81.25%,81.93125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADHklEQVRYhe2Wy2ucVRjGf+e7nO+bS2cyyehoGq2Vet24cKMLN2KoQ9RgFAQ3bdJSRWxBkPwDVl0IFar2YrWIuKjUCyUVS10q4qLd1NYmUiJqQozJTCYz02++5Lu8LoRA2okmzQwuzLM97znPw/u8z8uBDWzgP4Zq6+uHXhM3zKHrHWyqb2Lyjf7r+Ix2cVtHXpdE1EmikSWzkMFjEXf4E7m2rj0dqJ4XqnmYdeBchtz4V3iBT7Y7i7Zh4uWnlnitlpMvHpWukf2UnvlyiWTutCf5S2exbKiY5WXlLbXAjAala+QYxcZNyw+eSKrZRx6nblSoq7n2CXCNc+zx+lAqpPDp1uV+9/h4RglefGWZ7eu2YPdhJYbW6KTLO1xg0O7lG2OcgYUnmf44kDPuTyTMbZQ6/yS8hhzW2YHBQ5aYjoNOOehkB0Of38rXz/3Oo/G9pOM8Z9wLuDpDqb8I6bubDvwNp+BwGdFAZEHVNHk1FamBE2kJdYZTT09i0YdIjpgCGAdam7azvyFH38zJ+8/rJZ/3+a4AFE9vk+0nc9flfSWs2YKfv0UmDmZQP15FlYWTRUcADrq+6ovTEjVmcGvzq35v1UN4PD0kWms6x48QXVnA8RUJw6IaRRx71hG5T/EDPjNX4dRQvOqWr6oDH2VeEDdpk0iFJC6aZCcLuLGFF8RI1iS+y6B2e4oeiRjZGa7Jb/PfCj7M7hHtWti6QaJDcWXUo//hXxn9pYCf9Yk3Q3CbzS2DFfY6ax/qf7wgXceFWECXwJhBTb2lTtxxs7jJ7RR7P6N2v1B6cIG5buGh7htL1IqXQn1ZDqTPM+p7VAKHL4IdSu4piBqbViMPvCT1akhjPmao/MG6ItZ0BsZUTYbt77nke8wGDnOh/7fasWkV3rlf6uWYRk2vmxxWSMF3UmMmhkqgqUceeTtgt/m2AMSLKbzGFLtK77ZkuTQVMIHLH4sGYdwgbwdkzQhbKbrcJMQJdpXea9lmaypgCpf5aJ4e0yZjhJgCjqEZ9nvR5a0tXatNBdSJeYwBClEVOwILzWbbIRNsae8fcgMb+F/iL2JKKs6Ii45zAAAAAElFTkSuQmCC) 5 25, auto;}
82.03125%,82.7125% {cursor:url(data:image/png;base64,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) 5 25, auto;}
82.8125%,83.49375% {cursor:url(data:image/png;base64,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) 5 25, auto;}
83.59375%,84.275% {cursor:url(data:image/png;base64,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) 5 25, auto;}
84.375%,85.05625% {cursor:url(data:image/png;base64,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) 5 25, auto;}
85.15625%,85.8375% {cursor:url(data:image/png;base64,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) 5 25, auto;}
85.9375%,86.61875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADGklEQVRYhe2WzWscdRjHP7+Z2ZnZ991u3cSl2CKCrR4aFPwPFKXiC168NcZSI714q4UivkBAQdRDpU1RG1RIGxHEl5M3paCg9qCRSEprqQnbZHezs7szszsvjwehEJNo0uziwXyv8/ye75fn+X4fBnawg/8YaqDdD78rdj3GbBTItrP8cenxNXzaoLiNsdOSbAjJdp5cN4cb97APfCR/rxvMBM45wqwDiwZczFFMf4nb88lX8pg2XP/qsZu8/Z/A1Z6UsjPwxh7Fh8OKyynVyBwiuzuLYcGKUV9V3lcBenRZSj9MELvfrP5wMaWWCw/TNlZo2/7gBNjad0hnDl16DJ1/fvW+9/m4aRcujK9au7Fd0ompV+SD+G1CO8bhV3RzAU27F8+LSU+9KJIsk1R7qd0wCI+Nr/Hctkz4+tRrclbeJLRjkskijaCLPPUqqQvfUvXKkCpjm7uo7xuFEWNdrlsWICKyv6EIDHB0neV0pDLTJcmZe+g8+RJtKogUiBkGrdjftB26hjx3pijvTJo392z7twvAXV88JMWZu9fkfSNs2YQTvyEPfJ3jHtUh5Qszk5YA+PaiysQPypJ3hW5zYdP9Nm3C9+/LiGma3LGrzlzQxQwUScvA8SLOnLVkVhSnmMfs1HCPtDY98k1N4NxITuxsiuRwmvvRyf8+hK0MXC8mSuvMxRq+fpBIruKOOlva978WvzeSFyttYZZNUsMFQi3k0ePzfHq6QqtS47opzPYMpo81UUpt2Wz/+ECeKAkSQ8WEIQ318qKaHi+LrXbzyMkrzFrCJ7Uu81nhfOXWErXho9A0ZTrzAq5/G4mgzDPBYSWTQ6KOVtXnRw5Ku+rgVZuMfV/fVsTWNWFLnZKpxBKRn0MFJWrhX/dbHa2q8MSdMvNjHe+Gx9hP2yPfWIAcgFggyLASuViJFm/pxwUgvvYxbtXj2Uu1vhyXdVNgs59OL00z8rASLSK9hlIx6WQM7bhv5BsKaFNgKWqS0rqE2jIiIQmleNr3MD9b6OtZXbfZz7QlxwIOvwABJgZWwmFvMDrYf8gd7OB/iT8Bi8g7xq/ncooAAAAASUVORK5CYII=) 5 25, auto;}
86.71875%,87.4% {cursor:url(data:image/png;base64,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) 5 25, auto;}
87.5%,88.18125% {cursor:url(data:image/png;base64,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) 5 25, auto;}
88.28125%,88.9625% {cursor:url(data:image/png;base64,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) 5 25, auto;}
89.0625%,89.74375% {cursor:url(data:image/png;base64,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) 5 25, auto;}
89.84375%,90.525% {cursor:url(data:image/png;base64,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) 5 25, auto;}
90.625%,91.30625% {cursor:url(data:image/png;base64,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) 5 25, auto;}
91.40625%,92.0875% {cursor:url(data:image/png;base64,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) 5 25, auto;}
92.1875%,92.86875% {cursor:url(data:image/png;base64,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) 5 25, auto;}
92.96875%,93.65% {cursor:url(data:image/png;base64,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) 5 25, auto;}
93.75%,94.43125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADGUlEQVRYhe2US2wbZRSFv39m/M/Yju06SYlJQlXoQ0SVGhXUDZvseEoJqhBCygIpLSKwoO2qO1jDppsqEBCl4RkIu8KGIrYItRtARTQ82rRpmjaJicf2eDLjmcuuUogDSeOIjc/y13/vObrn3AsttPA/Q21n817GpNuJ2a93sC+T4Y2bQ2v4jO0i3229Iz1JYU8yx55sFtcLeNn5WP75b1sm8DCu7MKlF4vHyXIx/zVlz8fK5UDD2OzgXd7mT6A9kIWBC3xDrzpLQb1ASu366xl0JoNYML1cXPW9qQLMZyPpePo8cb+36v04KdW5+CTXKsvcqPjbJ8AZMJBCFdMWuk58vsrvaXxmPI8rjK6y3doqqXr7mGidxEllsApgpjTGrwY1t0Z6cEKkmiR5x2T6Z4tf6qNrMmduhdwaGxXtONjpLPlUB1K5BOYIqZXLuH+GUEvhxJriD4PM4TQM/L1PoPih1AmpWw6h2YmbfkK1TZ6RbPILivbzrHSBLAneLQCjydt2/YTkxw9I17v6rs+Of1UA9n75leSnPl2z7+th8yGcPijZbyfQ6jfySjg8ZQuA7zyo2pZjWZASpfLvG263YQveP3dG4sQ4L7X/xM7Ips1WOEmLmhux+z1b5qUdP1uC6g3ikdc3PPINhfCjc6ckcD4gsKss9lV57Pr9lKwVglqMG5vMxznSxmG8Q48SP/Lcpvz+Twsmzp4WX39GxfAJ7RxDF/Yxe2SOA6qDIDKZjyERPsDS8BBi9m86bP9aICKySDsLaBYwGFC31PHJ+6Tb6eS7p65yqSwUlw4hmYPQPX5PSV+3qP6jlsk32/Cu+NiLIS/OhOoT6ZJhdVuNne+XqOIitRKvjRS3tGINLSi/pWTiZALvso89H+Iv1wEYVrfVxfpDIuUSVmBsmRzW2YLy9wJ3YnQxxKtGhIUEp/tMASjEAapm8srRP5pyXBoKcGbAmAuoRTFhIUGUN1GWIl3YSYqQV4/ONu2yNRZwE0rViESPSX2HAYagtcGxqWsopZp6VhsKiCtwpA/cnggSEdoAuyfRdPIWWmgB4G8JZi+y2b1KkQAAAABJRU5ErkJggg==) 5 25, auto;}
94.53125%,95.2125% {cursor:url(data:image/png;base64,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) 5 25, auto;}
95.3125%,95.99375% {cursor:url(data:image/png;base64,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) 5 25, auto;}
96.09375%,96.775% {cursor:url(data:image/png;base64,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) 5 25, auto;}
96.875%,97.55625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADKklEQVRYhe2WT2hcVRTGf/fdN/e9NzOZaUxNsE0TrCkhBrXShS4UFSxapA2pSCtWKBG1upZQJHSliChFoTbV1lKLJZUqCHFhW6WLihv/UUXaWFAMJrWmM838e/OSzHvHXTB2okkzgwvzLS/nnu9wvu+7XFjGMv5jqHo238J+aXYjuswKOhoS9Iz1XsNn1Yu81z4gLZ6wzktzSypFya9w0H1f/l5Xlw3sJi83kacNm4dI8HHjpxT9ADudJjTw9G9bZnntWpM/wLQcbRpmPPPoLMnoVV8+X3mKig0jk9k59TWVwNOhfN81TLnbn3PeRlxtuPIwvxQnGSsG9RvAusdCWktoV2i5/4M5ep8n4FffZ4hdc2RfsgRq8C0xtovrxLG/Ax0YrAsW5VyZxJr3RHIea2OaixmbY5VdtU2BvW+/ODEPx02wQseJdXyEmtyG1yzMZAUpeSRtQ2emhwGSVQ1//SmYyAo6BOWg85qwPaGSrx6X1LShdLKX4ghIRmiO4HesGqdt9JQ0vr1NzDvrZnV2zwYC0DHwiTTuOXFN3ufD4iX4qV9Sn71CSX2LqCzOibQABPe6KnkkkglVJucWFtxuwSbsO5wUYwwHbrjAVHgR5fjYHoR5jXOwXZTcSrAaGCsRvdi34JUvaIBnj6QE41JxHLR3jjvTFj9ISOiDliYk6iBurSfbKsjGnYvS+18leObdtGjbJbANkZPmsdMeX2/Nc5tKo8M4RC3EZlaReeIFpEsv2mz/eOGwNIkQkcEwgcVr6pK673iztLkr+XDTJFK4nanM3UjDBli1+bqcPu+l8xUj3+xNos1mVNDI9t1vqMelRYbUZfX88B1SKeaJyjkO9WWXFLGqEhRGlHzZH8NK7iD6eZzcyTcBGFKX1UuVtRIVs5hyYcnkMI8JC18IDXcNEpw5RGnkLLqzm2Pbe+SPr/aSiKa55JfZ91SmJo9L1SYiIkc3ufhT0+jObuLrt3Ll3OvEm1y8PS5PmvGavWxVN1B+TnE1C7FWzY0PDjB6eieOp9nYH3CzWfra/4qqzYo7kGwbrHlZ+HFQYWxwVsdof2Smrn/IZSzj/4k/ASQRKQK+Yhl8AAAAAElFTkSuQmCC) 5 25, auto;}
97.65625%,98.3375% {cursor:url(data:image/png;base64,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) 5 25, auto;}
98.4375%,99.11875% {cursor:url(data:image/png;base64,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) 5 25, auto;}
99.21875%,99.9% {cursor:url(data:image/png;base64,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) 5 25, auto;}
}
div.testarea{
animation:rwdcur77644 4.2666666666667s linear infinite forwards;
}
