@keyframes rwdcur27593 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADAklEQVRYhe2U3UtTcRjHvzuec7Kzzc05RV3OFjqtcNSyzKAaYhKCZJJdBYEXQnjlf9FVXhXkVWFEMJBovuBCEBUVkZRoa+brRHNvrp3tuLd29uu2l6tz1nZT38sfPJ/fhy8PTxFySN+jPrO52VzlWnEF5DKoXARa2lseWtotA7kwZAvYbLZiY5Xxdn1tvc3SYeEKLnDh8oVzKpXKoi/XNzbYGtoLLmA8b7yTyWRoBaWAwWi4VVCBjo4OTmfQ9VAKClSGQnV1dXdPf09lwQR0NTqzQlSYCQiS/iS4GHeKVtNXCyagqdfcPQofsSF/CEJUAEdz0JZpb8phFUkd6Orq4kwtpidqSl3BEAYsy4I9wSJLslkdo3vhdruJFJ7kBhqvN1or1BXnuCIOLM2CKqKgVWtRV1Nn0Zv0dVJ5kgVqL9VeUxqUFEVRICJB4jgBhmKgLlWrTFdM1rwL7Lv2P0CLrD/uRyqVAvlOEPKH4Av4UJItieRdYGl0aSa5l5xgDAxiyhhEnYj4yTiONccT0/bpGak8hdQBAOh90Gs+23W2O51Ka2JCLCvy4jeBF969evxqUw7vf/7tyFrCzoFOY5O56V4gFeBUlSrQDC14572jo09H9/624B/p7++nR1ZHxvfFfbJ+tE78xE/mwnPEGXBOtva2FuddYOjlUPt6cF0kv2WOzJHB14P3pfIkHyJrs/VMpb6S8oa9v7zToFF+uvyiVB4tdWDKObUMGhnex9NerRfFdDG2d7eRKE1ko57otFSe5AYWNhY2WY51t91og9Vihb5MD17ksRvcXdua3JrNu8DMsxnB4/G8VUIJFVTQarQIC2Hsufcm7HZ7Ou8CAOAcc74XIAAA3Btu8Ak+GdmMOOSwZAkICcFzgIOvQQSx+mkVqXjKzUSZtYIJOIYdoUPf4XwccUQSEfgOfLLqly0AALPjs885cFkASSEoyKo/J4GV5ZWPAT7gSwvpLzvRHVn15yTgGHaEXJ9db+JCfMxld8mqH5BxiH7O4tTiSPAwKPtzAPgBS1xDDwrDYcUAAAAASUVORK5CYII=) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADFUlEQVRYhe3Xy2sTURQG8G9uxkkmmU7iVJMoNh1jLGIjBuILsVham6og4qMWBHXjQgX3Lt25FHHRjYLoRhRKjQpiJYgtFkMftLVQJUiQJNaaxrwzSSYZ/4Z7g93o2Z8f35z7GC7QQg1fHu46c+2MvxWDb6VZParerOgVHsB1VoOwNoZCIatrs+ukBOlwMBhk/hDmAPY99sO2hk0VOKHLc9BzaN0DdO7rvEJAiGgRLXKHPLyuAQaHBpVAd+DIVvdWOKwOyKLcG7oUsrJYTGvn9Dn9frdfVXgFNa2GtkKbX+lUjgEI01pME+jY1dFbq9aQWcugzdIGsSFCEqUBFsvE0jR4fPBWbi3nMxkmiIKIslaGRbEIOzbueDgzM9OksagnMDQ0pAic4M9kMiAgIIRAkRW4Xe5dvh4f9Wmg3gPqftXfHejeZqqbsLd7L7S6BsNsYKm4ZDF3mnsBTNJ41BNQ3WrzxIETUOwKVn+topgvIkdyaN/djuVPy7O0HnWA+cn52cXs4jvFo6BBGviW/oZEOYGvE1/DiQ+J97QeR9sAAKdvnN7m9XovbLJvand5XM3f+d9rb5+8fTYeHk+xeP/r3y6mTXj24lmP2q+eL9VLVj7Lo1gtFsuZ8ujze8+/01rUF1EwGOT7LvWNpGvpk17DC6fXiZXyCkpS6VQ9Vz839mgsS+NR/wvuP75/zBVw3TbnzJxUlmAz2yARCUbN2O6wO6YiryJfaDzqi6gu1wN6SifuDW4QQqBpGgpaAbquI11LC7Qe9RJExiOTvi5f06E7iCzK0KoaYisx6IaeiX+MT9N61BP4Gf25UK1VYxzhIAgCDBhoogmTaPo89nQs/tcDhMPhIkoYVXeq6B/oBy/wgBlIraTe01pMAQAgm8q+dG5xNu0b7Og50gNBFsDp3NS6BYjNxRYapkYMADyKBzaHbbX0q/SZxWKu19HXdxpGwzAMw7g6cnWE1WF+F8xNzL2soNLMI49kPPmC1WF+UkWXogs/cj/ihXxBS84lP7A6LdXo1OjdB28eMI8faPF1PB2ZfsLxXEvGH3ulFyLvaddUAAAAAElFTkSuQmCC) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADB0lEQVRYhe2Xz0/TYBjHv+26dZTBYG7oCqKwCWTcFpUfB03UoBJGlMiReCDhDiHxb9AbR3fQE9G4BIgIejL+gimRxSgEWIA0E8dkyJa11nUrbz3pxdPb6U5+T02T55NPn7RvnwcoIaO3RgNjt8c6S2FwpRR7W703DcGoAfDWLIM1WxgKhQSxQexr9bVeujx82VV2AU+LJ8hzfBtn4ZqdPue5sguITeJ1lmXZSq4SHpfnYlkFeoZ6BO9xb1+1oxpW1gq3131tYGTgWNkEXA5XsKgV/RV8BXLZHARGaGhsaTT1NZgSqK6tvlpQCmx6Nw0lp0BOy8gZufNlEQiFQoLT4+xndAaqooLoBDzh0eBqOF0WgSNdR4IOjyNQaa8Ey7AghwR2ix36d72tb7BP/OcC7YH27jpXHesQHGAIAxhAvace/ha/O3g+SN0FagF9T4+52lxkt7iLfD4PGAB7yII1WJxwnyj8c4HF2cVFPak/J7UEml2DRjSkDlOQfkiPZyZnXtHyLLQF8Xi8yOSZBfdJ94HVZl1Y+7j26svXL9NJKXln6v7UAS3vf/6HMVN0YfhCY8eZjhvZXFaAG2DAKNITaWp+aj7xtwX/yMjICBdNRueKRtHY3Ns0PqU/GRPvJozxufGnXYNddloe9UgWOBvo7vR29gKAz+MDAGhODVJeumI5sPRHI9FHNDzqgyjP5IkOHRmS+X3Pb/VDTaoQ68VmWh51B7bfba/HumPJje0N0VvjhcALWN9ZR8aaIVJcWqLlUXcgHA7v2zjb0lDvEHw+H8ACiqKgiq/6UFgrUB/FpgaS2EbsJQA0HW2CWlAhF2QsRZfehMNhvSwCC68X3v+6Tn1LQTM0Iu/Js2ZYphYTTufWd7CTzEgZMStnoanah63FrRdmWNR/QwBYji6rp3pOdWgHWns6m0ZWzUam703Pm2GZ3gtWX6ze5St4UiRFksvkTLW/JIHESuIjqSApm2FbkVdl6re/ZIHZB7P7ic+Jh2kl/SwSiVCPYr9S0nYcX45PWniL6YcAgJ/sDjJc/WCctAAAAABJRU5ErkJggg==) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADEElEQVRYhe2X30tTYRjHv+d45vTsbDvNud9TW25EjNQWKSIkXuRANjKSoF9QQdF1UP0Bde1FRHfddHlAY4O6qDHRIoxAHOmFzYjMoXba2dRt5+zMc/ob3jPaVd/758PnfR+eh/dtQxO5ff92JHo26s19ye0ZZTDNCAxMDNzZlrZtAO4bZdBGCxOJBBvoCyR5Ez8Wi8UMH8SwgDPqPNtua4/QDN3vG/eNtFygN9Z7rVFv0NZOa4fD6bjSUoHJmUmHnbPHqQMKNtYGe8A+nkgk2JYJsDwb5Sm+x6SbwHM83Bb3SZyAoTYYEugKdU1yZg40aHTZu+C1exn+FD/dEoELNy6w/j5/EipQq9ag6zqCjiCS55OGpoFYIBQORbx2b0Q/0tHt6AZjZuCyuDB8fPjkzUc3idtAbByOhM95rJ52TdbQf6YfHnigQUO2ku3wD/inAHz4pwJ0lc6ruqpxHRxdyBWwd3oPChSsvFvR9H39IymvjbRAKStb7BAbc/COiNwmo3ZQQyfTCbfVnZ5/Mf9kfX1dJ+ER38DCwkIjNBZ6oPaoS16n135kPtKUVUVafb+aEgRBI+X9z/9QRoqu373uCU+Fr5akElstVmGC6VD/o889f/r8JymLeApisRgzdHHoGefnLgecAZgVM8SaCBNnmpzZmJkWBEEm4RGv4nsP703YYLvk/OVE92E3junHMBIZgUW1xAfjg0lSHvEN+MK+wUZbg8YuQFM03EE33D43FE1BpV7pIeURb0KLx6IHg8FbTIOhKFAoH5SxU9jBVnGrml3MPl5bWiN6IRO3YHdlN7dd3c7XmTrkugy1rkJWZRQKhQ3tm7ZByiMWSKVSh+Xf5Tmb0wa/3w8A2Jf3kd/JLwqCUP/nAgBQ+V5Jx6NxbXRgFC6XC1JFgrQpvTXCMiSQ/57PAcgDgNlqRlEp5qti9XPLBFIvU4dllOcAQKIklOqlN5n5TLFlAgCw/Gk5DUATS6JW/FlMG+UYFsi8zuQA/BD3xa+bbzcXjHKaSm43Nzubmn3RDKOp33FaSL8SS2JTjL9J9R2d/xhV1AAAAABJRU5ErkJggg==) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADCUlEQVRYhe2XTU8TURSG335MZxjaUlpoKoVGaWgQSRAD4sKgQSgxESIiG2NYQEIQF8at/4C9LmBrDAQSQ2ChUULQQFKbIAH5aBpNTIFiP6ATmHbKnemMG/0BMw2z0XPX58lzz7259xygiBh6NhQYfTHaWAzDXEyyr943TNtoO4AnWhlGrYk9PT2s1+/t9df424PBIKu7QGWg8pqrxBWwO+wN7jvuTt0F6prq+mgzbbRZbPBWeLt0FRgYHnB6G7wPDYoBUAD3Jff9ByMPPLoJePyeRspM+ZSCguP0MSywVJfXlN/QTcDn83Ubjg0gAoEoiEAGqPZU39JFIBgMsrJF7uUSHIhAoBQUEJ7AylpbdBHw3PQEjGZjwOlywmQywfhnyWa5fvD5YNW5C9QF6q6XUqUW2kgDBUCRFSiiAj7LV1zwX1BdBdUC1pz1e8vVFvACD0mSIEoinDYnCmcFpOIpcu4Cu6Hd0EHiYFGukJGn8iAygWASwFiZ+dS31Ge1PIPaBADoH+qv7ejreLy/t0/lEjlk5ewRn+Fnpl9Ox7Xw/se/HZouYfdIt6e5tfmRcCSwZocZDpuDD8+F3y7MLsTUslR3RGNjY9bxV+MTyZNkbywaQxZZSDYJJWxJz6l42r88t8yp4al+B660XWmhQfee/DpBa1MrGr2NCJQEcLf9bkdzW/NttTzVFcg78tV72T243C7E9mKgLTS4Uw6hjRCoi5Tv3AWYI2a5trT218zHGQ8DBnabHWfUGRgrQ7gtLqSWp/oIng493Veg7NzrugeaoUFEgkQygTJr2dbaz7Wv5y4AAOGf4U8sWNRfrgcpEDAsA+lEWlmbXJN0EVhcWlwCAIfLAVEWQWiC9d31d1pYmgaT7S/bkfnO+bg7566SDTLSmfTmTnhH9U8IaKzA1ORUOvIjspLKpGCkjOAS3PKH1x9yugkAQGQpMqFAkQQiyMn95IJWjmaB6GY0nC/kY5lUZiu9mdZU/qIEVudX+XgiPnd4dPh+dnZWdSv2N4qajqMb0Tcm2qR5EwDwG0ZFK2m+/QlOAAAAAElFTkSuQmCC) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADEElEQVRYhe2X30tTYRjHv+d45vTsbDvNud9TW25EjNQWKSIkXuRANjKSoF9QQdF1UP0Bde1FRHfddHlAY4O6qDHRIoxAHOmFzYjMoXba2dRt5+zMc/ob3jPaVd/758PnfR+eh/dtQxO5ff92JHo26s19ye0ZZTDNCAxMDNzZlrZtAO4bZdBGCxOJBBvoCyR5Ez8Wi8UMH8SwgDPqPNtua4/QDN3vG/eNtFygN9Z7rVFv0NZOa4fD6bjSUoHJmUmHnbPHqQMKNtYGe8A+nkgk2JYJsDwb5Sm+x6SbwHM83Bb3SZyAoTYYEugKdU1yZg40aHTZu+C1exn+FD/dEoELNy6w/j5/EipQq9ag6zqCjiCS55OGpoFYIBQORbx2b0Q/0tHt6AZjZuCyuDB8fPjkzUc3idtAbByOhM95rJ52TdbQf6YfHnigQUO2ku3wD/inAHz4pwJ0lc6ruqpxHRxdyBWwd3oPChSsvFvR9H39IymvjbRAKStb7BAbc/COiNwmo3ZQQyfTCbfVnZ5/Mf9kfX1dJ+ER38DCwkIjNBZ6oPaoS16n135kPtKUVUVafb+aEgRBI+X9z/9QRoqu373uCU+Fr5akElstVmGC6VD/o889f/r8JymLeApisRgzdHHoGefnLgecAZgVM8SaCBNnmpzZmJkWBEEm4RGv4nsP703YYLvk/OVE92E3junHMBIZgUW1xAfjg0lSHvEN+MK+wUZbg8YuQFM03EE33D43FE1BpV7pIeURb0KLx6IHg8FbTIOhKFAoH5SxU9jBVnGrml3MPl5bWiN6IRO3YHdlN7dd3c7XmTrkugy1rkJWZRQKhQ3tm7ZByiMWSKVSh+Xf5Tmb0wa/3w8A2Jf3kd/JLwqCUP/nAgBQ+V5Jx6NxbXRgFC6XC1JFgrQpvTXCMiSQ/57PAcgDgNlqRlEp5qti9XPLBFIvU4dllOcAQKIklOqlN5n5TLFlAgCw/Gk5DUATS6JW/FlMG+UYFsi8zuQA/BD3xa+bbzcXjHKaSm43Nzubmn3RDKOp33FaSL8SS2JTjL9J9R2d/xhV1AAAAABJRU5ErkJggg==) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADAklEQVRYhe2U3UtTcRjHvzuec7Kzzc05RV3OFjqtcNSyzKAaYhKCZJJdBYEXQnjlf9FVXhXkVWFEMJBovuBCEBUVkZRoa+brRHNvrp3tuLd29uu2l6tz1nZT38sfPJ/fhy8PTxFySN+jPrO52VzlWnEF5DKoXARa2lseWtotA7kwZAvYbLZiY5Xxdn1tvc3SYeEKLnDh8oVzKpXKoi/XNzbYGtoLLmA8b7yTyWRoBaWAwWi4VVCBjo4OTmfQ9VAKClSGQnV1dXdPf09lwQR0NTqzQlSYCQiS/iS4GHeKVtNXCyagqdfcPQofsSF/CEJUAEdz0JZpb8phFUkd6Orq4kwtpidqSl3BEAYsy4I9wSJLslkdo3vhdruJFJ7kBhqvN1or1BXnuCIOLM2CKqKgVWtRV1Nn0Zv0dVJ5kgVqL9VeUxqUFEVRICJB4jgBhmKgLlWrTFdM1rwL7Lv2P0CLrD/uRyqVAvlOEPKH4Av4UJItieRdYGl0aSa5l5xgDAxiyhhEnYj4yTiONccT0/bpGak8hdQBAOh90Gs+23W2O51Ka2JCLCvy4jeBF969evxqUw7vf/7tyFrCzoFOY5O56V4gFeBUlSrQDC14572jo09H9/624B/p7++nR1ZHxvfFfbJ+tE78xE/mwnPEGXBOtva2FuddYOjlUPt6cF0kv2WOzJHB14P3pfIkHyJrs/VMpb6S8oa9v7zToFF+uvyiVB4tdWDKObUMGhnex9NerRfFdDG2d7eRKE1ko57otFSe5AYWNhY2WY51t91og9Vihb5MD17ksRvcXdua3JrNu8DMsxnB4/G8VUIJFVTQarQIC2Hsufcm7HZ7Ou8CAOAcc74XIAAA3Btu8Ak+GdmMOOSwZAkICcFzgIOvQQSx+mkVqXjKzUSZtYIJOIYdoUPf4XwccUQSEfgOfLLqly0AALPjs885cFkASSEoyKo/J4GV5ZWPAT7gSwvpLzvRHVn15yTgGHaEXJ9db+JCfMxld8mqH5BxiH7O4tTiSPAwKPtzAPgBS1xDDwrDYcUAAAAASUVORK5CYII=) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur27593 5.3333333333333s linear infinite forwards;
}
