@keyframes rwdcur76028 {
0%,1.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnElEQVRYhe2UX2hbVRzHP/f05k/TtKnJDU2yCv2T6qrB7llmlcEcOkEFRRT8U9AXN2FOB1NB8cEXkVmHU3Q+iXsYQwRlIFRdKbonwQbrnDRLW7FtUtN/SZbmz839+ZBSrOufmLaI0C+cl3PuOZ/Pub9zDuzmP462g2tLNZydEpAHHBcwOj1E9gd4+eM71mWpnYADBLt97LsriMvn4Ow7sZX+nRaQF+rKPOsQzg4fwBmw4/DbEJvw4ftrS2xnCaSvQSi7oWAH7HD+msZHp2OUFZSUULY0jh8Nr+Jul4A8ERRKTZB1gWkH0SsD3/yg0X8mBkqxkC+Szpicej2ywt6OEsij7cJcK4z7IGFAwgPJZkg2QM8h4diRMNmSSSZX4vvRmVWTt/oH5LFOYdyAtB/yHjAdYAkoDZQJqgx6HkY/19jfN8jVVIrUV4+ssLciIE+1CL91QaID0l7IN4JlqwyqEtjzlabnwV6AiU9vLL1eK/xVlWUkBFPtkNwrFH0m2JdHi0BJUVhS1OU0nMsi/4TXKiAXGWZIV0y6YabbohhZgnoTbICpIFdp1pKOdV1RXlJkTqgb4LUISEY7Q1RmcZcL5Dz1FPZdh0geGuyQycOigowOLh3SgE1hHXWuCV+3cyMBaXyFZOYWAvQBoHKXsJxZIAB4IdcEU2VYsFdkDjbXwlkdwzDEMAwBRB7uFkAKXxdl7O2UAOIrHxFNPhFNBgXrmpBdFH5JCOs8v3/PpiXw+/1iWRa9vb3E43G0L6IsncsxMTjF+O8J4if/oKOuFU3eANxomhtxuuD2YFU731DAMAxRSnHo4L1I0iQajZJ5b5b45Tgz0ylubeugIVC5dw5ZpKBlgSzo1cFh45dQ5ubmOHzf/RhZD+e+Pc/imwliP15hemKM9lArTp+OcayFhzJ3L08pIto9VcM3E8CyLO5ciND/5QfMvzjG6E9R5pNJwqFOHI02Wl4L8dZsNxn9Jkx0RHv+X8E3+1hGD39H18UD/Pncr8TGfyZvmrTviWA3XIT6w/T09BCNRqtdb81seAbM9DzJx4e5cvUymui0BbtxeusJ9Id5+sEnSassk5OTpFKpmq/ZhiVoag4xEhtCmRp7fJ24W5sInO7i5DMnKDcKQ0NDtXKrExgZv4STeoKem/F0+fC/u5cLL33GjJplYGAApdSWdg+blKBRc+NvCuG9rQ3d5SR7ahr38SBKKbxe75bhsMkh3MLc3ezm/5O/AGjKXzdguOs4AAAAAElFTkSuQmCC) 6 26, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 6 26, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 6 26, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 6 26, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 6 26, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 6 26, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 6 26, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 6 26, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 6 26, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 6 26, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 6 26, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 6 26, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 6 26, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 6 26, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 6 26, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 6 26, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 6 26, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 6 26, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 6 26, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 6 26, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 6 26, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 6 26, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 6 26, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 6 26, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 6 26, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 6 26, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 6 26, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 6 26, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 6 26, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 6 26, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 6 26, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 6 26, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 6 26, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 6 26, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 6 26, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 6 26, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 6 26, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 6 26, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 6 26, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 6 26, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 6 26, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 6 26, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 6 26, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 6 26, auto;}
55%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmUlEQVRYhe2VX2hbVRzHP/fk9iaNvWlNbmiSdbXdWrFV6RQsIrMrQi1S0cletC8bggqiMufLQH0QfBCRWWtfffBhKk4E/xSmdTA7N6aIa7SKbFnYxK5NG9stybIkzb0/H1qF2i6NaYsI/cJ5ueee3+dz7vldDmzmP462gbWlHI7aKHjjETc9X7bz8o9P/lNmwwUE4PZAG53hewm6A3wYe+O6EustIDfbLjrFzfB9YzQaISJVQTxSxRexoRUl1rMHZJfcgEUNtRh4MRjSzjMcG8RAUSU2aDbdLQeWcNdLQPolTBgfEbyYGBjoAOzTTnI8NoBLgV24TKGY4v7bDv3N1tcD/rQ0045FCDApopNFB4rAMemgW9vPibOvMj+fZm7mmyWL1yogz8h2dmKxlRQBcngpAg6gmF8cP0grd2ov8dHxnRRm40sKrOUIZI/U008TO5giQgrPtRwUnIVZQ2FXG1zFIItOFoPt2sVl3Eq/gAQyiruIsINLNM8kKP5eYL6wOGuAcoPy5fGZLnw1HnIuYxm8UgFhrBuvOsUtKJqmp8meKFBMAYVFsLkw9FoHZToon0311vQyeCUCoqVPI9EhknmbYHWWq1/lyX0Lhg05BcoPegB0c1EoD55bnRXh131YSsCUIunEZxB6BIBsp8Iz60AI8EPWgsyNYIQXZOoer4izNJZliWVZAkjbSRFAjhbG5fXkBwKIHRgUMTWROzRxHkIyTyFTBxFK3AF/ZVWzYDAojuPQ1dVFPB4nGo1y+Np3/JT4md+mztPY0MprDXsR7VkIDUEL2A2C/n559Uv2gGVZopSip7eXhGSJRqO8lf6aU/ExJmcmadrWSsgTAUDcQbQMkKFsOJS+jGR2dpYH+vrIWG6OHf6YV66M8H3sLBcnk0SathFwB9hv9XBlV3phRQG0M1I2fDUBHMfh8j2NfDrwDs/PHeXMuTiJuRSRlpsw3TW8WP8g77b9gaEnoJhDy/87+GovS9+59xhu7eeJmc+5EJukmMuypdmPZXgZiOyho6ODaDRabr0VU7IHUkWdxxKf8OsvlxDNJtwUxO/xMhDazcN7H0Wl8kxMTJBMJiv+zUoeQZ1PJzY+TVFBYEstDTUBBkO72XfwOUxbZ3R0tFJueQIXxufA46I2XEdrbT1vBnt54cjbqOkMIyMjKKXWtHtY5Qg0040v6KbdX4dXd3Eoc5oDNXejlMLv968ZDqs04RrWbmYz/5/8CfOpSdLKPGfcAAAAAElFTkSuQmCC) 6 26, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 6 26, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 6 26, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 6 26, auto;}
60%,61.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADlUlEQVRYhe2VX2hbVRzHP+f05iZt/jRNbm3SprXr2rLW0jhRVJwVCyq6B1/cQFAcA32UOQWH80UR9iKzGwVfVSgIfVIQ1KKO+hccdOnDNto0rHNZmzZma5LmX2/u8UERarsmpi0i9Pt47/mdz+ec3497YS//ccQu7q2q4cjdgtvHO+j/+iFemX71nzK7LqAA+vx382jwYfx2N6PR9+8osdMCqq7ci111cGn4ewK6h3abn3plYyw6uqnETs6AcqoQLsCJwIXOtJjjo+h57Eg0VUaJMke7T67j7pSACqog7Xhop4FGdOxoAHwofmQ8OoKUUCrdJm+mOT5w9m+2thPwAbWPMAYBwIWJJIcNWAPeVWGOiBOMz7xHcS1DfPmHdcXbFVCDaj/DGARJ46VAPSYKC4HERLKG5Jzq4Yh4mzMXDrGaiq3bYDstUC0qxIu00c8id5HGQwEdC4ASkjw6OXTyaBTQOS7mN3BrvQElsw/wICZ93GRQJTDMEra/Xq4BaxLyssiqqCOPgxz6BnitAopLb6HJrziAJGwtcSBbwlwBSiAdIN1QskFes6iXFnlZZlBmNsBrEVBiJoNa+phy0Y2/PkFvskjuZ9AVFADpA80ArRE8PrBJ6HFYm8Lv+HArAfe3ikxXAjoDAOROSxwrFrQAPsg1QdYDehtIP3g7tuZUdQOGYSiAZDJJ6Fe4Mhzgy9IC0+k5GoxDlPv8yIEUdEMDCnTILkPgYOVDVhRobm5WlmUxNDRELBYj8qZgLD/PhZuXub4Y49SN76gLPY7yCHCBcAocToXrucrwigKGYSgpJU88+RQJTCKRCOcyc/wUu8LC8iKdXb0EHAYAKmtHZIuwCtqx6uCw9c9IpVIpnn7mMNlmL9+Mfco7K7NcjMaYX0jR2rkfv72RE8Y9ZB6b/LOiBOKMqhpeSQDLsrj9yP18PjLKa7eiTM3Ok7iVobW7C7fdyemWe7na9zuatgDSRHz27+CVFqvDs1N80XOQl5dnuBaNYxZytO0zMHQbI633EQ6HiUQi1e63abacgbSp83xihquX4yhhEewM4HPYGAkM8uxLLyDTq8TjcZLJZM2f9C1b4PXUEZ36DVNK/G1NhFwezgcGOXbqDdxlmJycrJVbncC1X+bB6aAx6KOnsYkPmnt4ffwT5FKKiYkJpJTbOj1UaIHwuvEEvPT7HDRogrPZG5x0hZBS4vP5tg2HCkO4jdq97OX/kz8Ao6I6pmOpZqwAAAAASUVORK5CYII=) 6 26, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 6 26, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 6 26, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 6 26, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 6 26, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 6 26, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 6 26, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 6 26, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 6 26, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 6 26, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 6 26, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 6 26, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 6 26, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADoUlEQVRYhe2VS0hcVxjHf/c4c72Od8bJeMcZH5HRjpK2oFn0kbZBSroI4qKldWFXfaW2i4Jt2kIgkJBA6GORpumqodBFCLSklLaLEpBAscEmwWCnEStVrMYaO2bQcWYcx+v1ni58YNLEmYxKKfiHuzp85/c75/suB7bzH0fZwr1lLhyxVfBy1zfsruuk/ZXInTJbLiABKkM+HtlbhlaicPTE9XtKbLaA3OmUGMKmp38f3oDEWyag0OLIqat3ldjMGZAqJqaaAacJTgviQY6evIZ0LKI4FsAhONb+xG3czRKQFMegJAWuDBSZ4LCXVnp3c+TzbigQzLBIYjbDlx3PrLIdmwKvGIGyG7AjDR4B6prOhi9z/I09vPfFJZJpk58nbt1WvNEbkIQHoCYG9S4o1cC95kzzNpg2pCw42cDDh79m0EpifnRglb0RAUnFMDw1CY8bsEsHrwra8ulnLJizIGFB0oKMBR3hldpVbr4tkEUFs8zVX4OWEGKvgVbrxKlYAJg4WUiBlbBh2oT48ncHPF8B2VEj+WxiGvb40J4P8oC7Hw8Ty8tFpPCS0t3EdYN0wMP8tAp+9V/wfATkmYBE8YD3ppPp+mIa9B8Z5Sw3iaMRwEUVOiGC1KCTJF7gY8xffVd4PgLUxGBIhal5N7wKo60qxZiYDoiqGoUFYbw04CGGh4cYU1rvCc85hmFIwzAkIP9SpATkhd9M+fHFmATk+xnkvklkbQJZOK9Ip9wpA/IFyTpvwEqymvn9fmnbNk1NTQwPDxOJRDh3aY7rY1FuxP6m2l/Fh21VvJmGX9PwpwZRjZW7zbr/um+BYRhSCMH+/c0k5lxEIhE+/T5Jd+8wf/w+QlCvIKhpS6IqlFiww8odnk1ATk1N0dzcQmrB4OKFcxw7O0NPzxCjgxNUBEKUFhXy9nMGX0kFRUAxMODNHQ5ZhtC2beL2k/xw/gDvnJ6m9+og6dkEoQfDuLVCDrcF+EkqDMmlVn8bvD94VoGW9kG+O1PH6ydu0XdlAMvOULmrFleRygevldPY2MjTSmRtyX1P+7oCiajFi4eiDFzuRwqF8voQPq/GqbeCPNv6EmIxwfj4OLFYLO/fbN0h9FZ6GPqlD8sSlFZXUlWuc7ojyMvth3Bri3R1deXLzU1gpLsPHBolwXLqakr45KCfd4+fR1iTdHZ2IoTY0Olh/Z7Jhke78Yf9ND5Wiu524NUFB9t0hBD4fL4Nw7MKbKB2O9v5/+Qfzc9CKxfbDA4AAAAASUVORK5CYII=) 6 26, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 6 26, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 6 26, auto;}
80%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADo0lEQVRYhe2VXWhbZRyHn/Pm9CRLT5I2OXFpLDPd0ouCrjCFgcyqeDG34fR2VypOKOJkTpgDBZG5C6FoN29E8HII7kKoiEoprXWdHxRtRt1Hm8ZV+5U2Ju1JmibpyXm9UAa1WxP7gQj9Xb7nvP/nOf/348B2/uMoW1hbVsPZKgHpPHuJPWEfB3aH+OjxvXdlia2AA7TcF+CRSAMBr5OO0fjt8X9mszsgHb1lVK+g+KDCW0M38XlqcNhFHIrFy9EHVjE3U0DWDkt0D2i1oGkw5lW4EL+GYJmyLFBW4FR0/wruZgnIhmmJtx7czhwaS6hYAAwoYTrjP4CA+dICplXkvfufus1WNwPeZEoMTwZIYjFPnhKwDNTQKvs5qeznnZEesst5Ls8NrZi8UQG5x5QYnjFMRigwg0UOG4lAQaAh0GiWn/Km8gQH+s6SSN9YUWAjSyB3jksiu24wwzeYJCgwi00RAIETDR8aPlQ8aHgYV9pXcdfbASk+yRHeVWSKPpKym5L1O1D6+7EGQqMovDgULy7q0fCtgq9XQPLYEOoOgeAms3Y3paUBsHLAMogaEDoIHVvNYQuTsjDJii9XwdcjIB9SsgzGY5STRfJMUlzspamQwalBsQDzokRGXQQ1B/hBlLBdA3eE33VwLYF2j+TrbJJfCQFwPC8wXDYzQBqYysN0DuY0KIlaqFtck1NVBwzDkACpVIqjjfDh9RBfXS5xdcLktNvgp3KAb0WaOIBb/nUIczAbWhtelUAwGJS2bdPW1kYikeBwTOHi50v0DU7xW2qGM+cn2Odo5DOpkAVyikLWJbmqUxEOFX5GhmFIIQRPHjyEabqJxWKc/zjLlR8TjFy/Rag2TEh3AeCXTjyADvSq1cErCch0Os3hQ0fI5gx6ei7ydscCg9/HGR+ZJhyMENCdnHzBINv/KAA1wAeKrBoOFZbAtm0W5h+mq+s4r76e4efvRsnnTSItUTxuJ2+c2Mkfr7Sg7lYpYfHSv4RXelkePTJK1xfNvNg+x9RYnKJVIBRtwrhHo/NcmNbWVmKxWLX17pg1O1A2LY4dSzLxyzUsqVDfGMHvd9F5LsTTzzyLUEwmJydJpVLrvtLX3IRanZdMfJiyJXAH7qWxUefCuyGee/4MHr1Mf3//ernVCeRvDWPjYoevgeZmH+93BHnt9CWEMkt3dzdCiA19PVTYAwf3XsEZDBLdF0D3qdT5BKdO6Agh8Pv9G4ZXFNjA3O1s5/+TPwHl61biyaRsrAAAAABJRU5ErkJggg==) 6 26, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 6 26, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 6 26, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 6 26, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 6 26, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 6 26, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 6 26, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 6 26, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 6 26, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 6 26, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 6 26, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADhklEQVRYhe2US0xcVRjHf+d0HsjwHC6FGZpIS4eomEyMiU0U4iuGGBaa2IW6KZu61Nq6qDGR0KQxqVGRlY0m1gUbNSaSaEmIlaCpqSmhY0rFDqW05TUwDAwzhWEe93OBRWgLM8xAjAn/5OTe3HPO/f2/xzmwo/9Yahv/LZlwtsuAWL86RnVRCfVuD18eeHVdlt4OOEBtSRkNVbUUWq20DPy48v1ubXUGhKkOIAG7m3nn0nc47HbQKUSZnKh9+R7mVhoQJk+DToJOgNbgfJOWvzoRBUqlgBStnoNruFtlQAi1gy0GFr1s4I5s79Li/xaAOXOecCLCmUffWmFvRQ8ICx9C0RzkR8EWBEv432G+T6vnILdTt4kkFvl1yrdmc64ZEOIfgCWMUrNAfNWUbdXThqiPqPv5Da6GrpJ4pWeFnYuB5cjzJlAqAETvY2DtEHX6zuQK15I1fOoM2K6h1C3g5ioDq6EFd72vhQPsygoeG4WlYXAMAn0UcJOaVAKHuUBMhUgSQanEP4ZSy5vU9/fAYfMZkAe7hNGkScriAuI8mxCOxGqwS4ppnY/fauecHuGidYwYSygVR9SF+8KzMUBlP5hWza3nGwE41e5if3CIsNvOY88U46lw4rbsoVqKOWv1M6Mn14VnLMMwxDAMAaR0nwgg17vi0nUqKIBInRKzGYmc3CUTv1VI/0ydfB5pENa5flcr7T1QXl4uIkJDQwNer5fZYcWfHYv4esa5cmmIzuOjqAFBXVM4bqSwnJ/DNRXmcOEvGUW+YQkMwxCtNY0vNBIPCD6fjz8+jTBwfpiJiWlqq/exuzJvefEkqEpFWXgJ/fBoRvB0GZBQKETTi00URA2+/qmDvtYw/otDBG9MUOOuprTMzhNHDMR1crnho6BPkDE8nQFM06Ru7kk+62yj7+1ZRvr9RAKz7HXvx1Fo56n3KpADPRANgA3UWdkUPN1iOdfk57kfPPx+eJrxkSEWkjHKqvaSZ9h4us2N1+vF51tzt2+62zfsAet8kguvBRgfvIIpigpXNXZnHvVtlbz+0iEW9TxjY2MEg8Gsj9mGJbCUFBEYuoxKaorLqijZU0B9eyVHm4+jC1P09vZmy83MwMzIZSzkUVrswvAU8/gn5Xxx7Bvm9BTd3d1orXOKHtKU4AFViL2oHMcjTnS+hcGPozx0tACtNU6nM2c4pGnCHPbuaEf/H/0NR3pLHwnYcF0AAAAASUVORK5CYII=) 6 26, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 6 26, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 6 26, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 6 26, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 6 26, auto;}
}
div.testarea{
animation:rwdcur76028 2.6666666666667s linear infinite forwards;
}
