@keyframes rwdcur68218 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 6 1, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 6 1, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 6 1, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 6 1, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 6 1, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 6 1, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 6 1, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 6 1, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 6 1, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJklEQVRYhe3WS28cVRYH8F9VV7ftdvsh24DFRMKETEAhE0UehICAZkCzGQFC8D1gPcueHZ+ADQtWsEVCvDRsAGlmMSICNBqEIhKajJ2EEJK2Y7f7UV13FrdCOsFAd5BYIP5SqbrvPXXO/zzuOTcJzbUMNRH34S9YwAtIcQ4vYw7T+BjbpXwHZ1zHZeToJ81WbgykpWBx7T8uoiaEukSdsIan8Wc8hD9hqZSvY2VE3/Q4Rm8gUL67yETPCpx3eZAaBIJMCPOl0UUcxu8xP0Iiu0nfNYfGJkAM3QW0kOoH2gOuDhk6SjhUEpjHquueFyMEChRJszU2geymd47PMW0rZ7nKXIWDU6m1qZrdcMB/OgfsFf2S7EW0y+8L9MVojo1sn7U+diSopqzWODLLA424e1vGO+2HFKaxVeo4VxK4kDRbk9i/IQWjpI5ZqdKoEEI0qoKEI9M8Osf9M8fFgoQdMXpL++gbi8DokbkPvzOTsV7n4Tmu5qVIRiewksXU8JRYkMdxCI3QXKuZACmUYeujgQPRp5ytYYzCnTV2h1FkZYpKEtdWq/A3PI6/4olJo/BdCsp+MC8W164quoHP9zif89kemwNOdzjbj89yhtDB7TE87i1/T05gBDvoxm7Q52yPT3bY7HFqj9NdvupFyfkMFhVhNIVZ2V3Hws2CffGM182VW/MVailbBe0eecH5AVfKY9rI2Og9olH5QpZsojtuG+b7EWiLdXCHRoW7pljIyAPtPHreGjAU07PZYysnaPiq+5xOcU5M4di4gUDSbG2LA+Wg9jAaPNPlyx4Bg/IpxFM5SOLh6Az5srvqrW//7o1vxg4/+zeiz/CFbk6a8e2QHi4P4+6gYLsX0zJToVfEdGxskTtsw+s4cUsRKKOwgff0QzSWiyk4vUsnj4N7p6BbxHpIxSM6i8VZjs52QnNt7KmY7LcYmmuZj7YH5iqs1rnQ4VKfu+vcVmN7EFNzuP6mhewD/EO8G4wWXztpttoTR6BELhPHylafqZSsQjWJzWehylKVk1fvxGviGL+58hfH6Yr7EkiaLZIKu/3YhreLDUvVFw0CnSIW5GqV5dq61t6DP6K/fksEwKlv+HSLU51TVqvPOjT9quVqbr7CYoVKykzK0PPiLFjHQdevd2Phhwn819u+9i+f7p5IXjr3kSSp2ck/1OpxoU9IWKjQKR41DI9jTZwDqyNafvJu8IMEEp5MOJFwqVw6q5694sqgcGUYG1EemElrdobHsFzKXQv7TtJs3TqBfXDJTPquy/n7Nnts58xXyVJ6xXH8T/T4DC4mzdalH1f3naOTIfxh9hGJf7prikONOLZ3h6xUHrNU+3fSbPUn0TcxAQictD677t46SUq/OOvo7D2TDKGfhcCxsOBk+OPs1fDU0lvhmaUjv4jh3/AbfpX4P9KjjBncqN6iAAAAAElFTkSuQmCC) 6 1, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 6 1, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEbklEQVRYhe3Wy4oc1x3H8U9VV/eUei6yOmNpNJHEIIUYbMVOCBgbBCHexAEvQiDbPEDeIItAZ5FnyMJg8DOEGBtMkpUhwRDHsYMYO8545EgjzUVz6elLdXVVFucItSca1FG2+kPRdehz+f5//8upRLS6u5biGazidVzDPUzQx0dxaoUdbKKM4wdWoki6G2a1ZHoQIX6KHynrnzue9Mw33pIl/8LFCLiPbXyAwwhZTG1TYTgrRHZivBw3XVHVLQ0d/ckvLDY+kSTXJdpqZTz8Iv4uqLOOXoQr0ToB9XiAuruWo4MtvGdUvWGlRTtte6H9sqSmV3FQZdYHN3BdCMtNLOEf0YHNCDUTQBoPzyJ1ijaGKlxs8eMOP+iwlvNSmxdzXllI5WkHK7iKV+O6FFeQxXDOBhB/y6jIKq5ZbvKdNksJ24Mw62KLF77BtZxvNuF89H4pvj/Ya8nXk3MmABGgjVWXW0gY1uyW3B2TNjBiOWO5yWK6jDzCn5/aJ3+SJGwLCQi3bRZcKblXcLfguOLLES/PM5ey0ODKHJ8Ovi0kYRVh+hjOdPoUwAP5MyGb71vvc3/Mc2fYK4MSXxUMKy7P0a9ChzjXWHB/8hN8LiQkoRpmshSS7kY5pUKOnoUGiw1GNWkSI5pwc8gHh/QnAWaCkPl5XL8XnZgdINph3CDAnM1oJORpSL4kzq4S+jV/6/PZkO1xYVLfxKdxbc8TVIGku9GPEAVSFbKEMyl5QqfxMEhZQo2jMUdly93ihmGVC9K34pPX3bX8cSAn//wqQmwZVUHivZL9CQeTgFYKsjcSzjbDquOqY2PwK6PqFaEPTFdXXnfXZgbYF5KJ4wl7Y+6U3C+51AqzY3WGkCScaVJVNNNVm6Nf6ldXhD4wba2ZAJLuRiUk0SUNNFI6aZD9bMa3clabXG6GRpSinJCkQa1hteKLwa/9dxs+eeecqgAhEVtGVfi3V3E4YanBa2f52Xm+vxi8X4x5ca4ResWdPrvFltCUFqY3PS0MjyI7xFCS0kwparaL0Am/l3KuydaIo4rDsjSfrZt3z2utN/Gxhy24IzSlKqo7mwJJd6PAO45KdsbcHgbMzwb88YD3d7kzDlFdzDLz6fPCd8IzwuU0vXce30+9F06Lzb6jSSi1wYQLczuK+p6Pjp83rnk2CyFZSkNJHo+G0duWIP3JRnTq1XxajebKCfsFB5PPXWj+xlzyW7vFoUTIiX8XoUveGvHwMspPeD0UPtFOVeA0gNt65Z/slR+6dfCqufQvJF+o/UGvZFAzwvoxt0alqv4E8xGijM8WelNt/pH2yBBE4h8+GNchMV90rvk7Xw7eUI8zl9tB2H6V2R4vu9D6Z/R4Azsxlx5rM/XruNmH8vQdu8W7Nvtsj0OfKHEwuSH0j4+T7sbtWQ+fGSBCwI6l1puGWD8IUR6hP15xVG55eB3PbMnjp3zd6u5a2++3/2zieii0jLK86fVnX/pfPP+/rL7mu/VVf62vOqgvebsOF9BTe2pP7YnsP3EavG1biThFAAAAAElFTkSuQmCC) 6 1, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 6 1, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEc0lEQVRYhe3WXW8cdxUG8N/MrmdfbK9fZBzXpOmqaZs2VVMhKkC8XIGE6BUXXCAUia+ySHwAvkEveoME4gNw0ze1ikCoUFCFoKSuk6bOxji24+7r7AwX//+2G6t27Urc5ZFGs7v6zznPeZ5zzmwCZae9gKsCruKHmul1g4JCF3X8AzmO4v02foceBtjDUdLZ2ncOpPE+wPTBzHx63fdavLzClca6xbSllnwXz+IiMrRxLZKrxqtedtrVr0JgWtFt9BS4NWAvZ6HCC/NcabBcWVdPr+ElrGIZG8fi1c9NIOlsTUkcIdMv/uCffQ4mzGFtLtR3YY7FlEa6FtV4Gk9iU1Bm4TzJCWGnyCOhHnY0KrzQ4KhgWHCxxs0BJfISCkGFnwgW3onfe7GQsysQkWGEG7ikmXJ7TKNCM6UoWaqEe3iqLljRwvO4FJ/fKDvt7FwEyk57lkwXf9YvyBKSkvs5N4dsj+iXZOlUsUGstonHsBbjVMtOO3UGTC2YPdzGru6IDwbkNW72maCS0JtQKKS2JUkRlesK0m/grzMxi7MSmB5cFiTt6RW89yl3R1xt8ESdYcmg4MNBKvGkZuWGNNmNCqwJo7wuTFN+FgVmp6CIgdZxWS0Nnn9jnuebvNjimUZoxks15tKmTyffMSmnft/BRzHGs8jOYsPsgdzns92SpTzd5HKTzYx+Hq7HMlarfHuBpxpNi5WfUv4iEp9WXRes+dLF9BmBpLOVRxVaQnMFg/pFcPdgxP0Jy1UuZCxVw0jWUpbnFhTleqy+GomMYugsNvnpBKJcR/G6qxB2wN6YsmCjyXONQG8+pTsK05GXNFLG5Y/k5UqsfMfDDXjiWM4qUMTKb+OO/445yEmTQKCYsJNzWPLxiI9GDGJTbg8ZFpkPB9cd5Tl2T8pzHMf96Qpr9dBBHgLPJfQarI4ZFxzlYTE9Mcd7A/bzYMW9Mb3xhvfHv/Kt1ps+t+BcBHo4xFWLcYzv5uwekiBJuFLn8RqrFf4+CEIPi5iiQs1AaMLeTNwT98FxAhvx8A274/BLVtIbRwL4Nzbn2J+QOrRYfdOigTU7eBvbQjPuzyQeOQHHCbQ+Y/xgwmaNewMOCpbS0PH9ktcOw2bMy0wtGcVEI8HC/Rg3E3oqj/31hTjuTfHQp1vD6O1kS+I37g7ZHdEXVnK/qJuUz8REbwndP4s86WydWP0XKbBn+gdjnDPExE0vzv/Syty+DwY/0x9eVKswiSNarbUsVN/FvyKR6TvgMO6WU/GQAklna09YqT28bufgT75e/7HVrCtJCq3Kbx0M2RpSVvlkxDv31zzI35nRLT9rckJbfSnin9a6W8M1b3/yN2R+cImPj9gb8rXar32z9WpUYITuab6fqMAp6KHn8dq23O8tzYfEK3VGNbrDnwvju3ee5JxRAYgvlcwf772ENyS4vMIbD0gOaLqQvK971nhfCWWnrey0q+Wmd8sLynJVWVKWL6/+p+y0L/5fkz9EhGslfyk5KHml/P7SU6e98R7hER7hNPwPu/7CadREL0MAAAAASUVORK5CYII=) 6 1, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 6 1, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 6 1, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 6 1, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 6 1, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 6 1, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 6 1, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 6 1, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 6 1, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 6 1, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 6 1, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 6 1, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJklEQVRYhe3WS48cVxUH8F9VVz/m6bE9dqRhElpk8lBQUAhKFDaARFbsQCKfALHlI9BLtigLVggW8AHYoWxYQkwgKDyUhR1NHHvIYHvcHnuqX1V1WdzbuJlNuiNl579UutW37zn3f/73nHMrC4P+Lnro4HV8HT8WUeIa/oyncBvDND9O72P8A2U2OJxaEXkax5jiXygwVYWeB9W6KtxMc318FS9g95z9dgpgZRQL4/z9Xewr67fQM6p/ZLP1gSyrsImdRGCKBqeJQBkG/QbjbHDYLEsgT8/8COYR/dML61xuU+TreEMIV3EpEXgJ3052vTS3nYLohUE/tyRyj6XrJAclvmvWsNXiSpvn19hqPS+EaVq3Jx7J9/HGAvGdcz6XVmBulOMqNlWBZ3u8usF6ToYLxeuEg7R2J619TUzeItmvI19WhVxMwGYhihyNTs7BGt/ZjptvtNjMybNd3Ww3bdTgBFtJkbmSFvx9JoFT3BVLaogjHOpEHs4CVzpcbMXt1nJe3iCzjyoF0EtqLG68VCLmyUmTHFUpsr4m8NGEP57y7kMuFDzXZbeIVt/Y5MvdN/ED89KNYwXLVkKeDQ7nBEqxvF7GBz6e8P4Z7z1iWHNjzHHFNPClDvsdnutx0Jsn5KEo/zyQpZAntuNEYB0jlMqas5o6RPkvtLg3i08n486MuzPuTKnCUbIvMV2lI/4vURKJT9PziVEd/2hlUZ9hTchYb/HOkNtJoVtTbo3fMqx2xYRcqR0X536X5p1t0jBuyPOoRAdBjH4SuFPH97OasrnqbPJb7fwnNvLr+NvKCoRBf96EPkRpoxWdz8Qcv1jwdJeX1h9b13h2LXbMtXzPx6OfK5sXw6C/UiOaY+75Pzh1UseIc5HEpImJV2SxEloh5scsxDVrOdvFnhujny74WolAsTB3ZNLETaEJsRFVacOtViRXBz6dxMqY4V7FWl7hmWUJnM+BOU7cLtkuuNJjVMfsr8PjSm/Qym651PkN7mHome719M/Nz0NgKp52g6lWQafF8TgqcTLjYjveCwH3Z3Hc6xJb8fxaPrFkF+T/j6BcMHzkQot+jxYqtzR+5u8PuTGiyigbRs2+WXhFbMOXxFoprVCKi32gEe+CCpXTmvs14+bIXvuHvtL7hWF1UztHiJkPVXh1gfgRTlNPWVkB2eCwyQaHQ5z46MHvXTu+5nj6mt3OX+XZXYVf2sjjkbRbVA3/nuyowo1E/gSnq3yQZMsuDIM+w+pbyvoP1rKcgjsTyhmXu7/2dPd3+JOo4MnSl9HSTAeH7BR3TZv3PAycVmy1adrcm7wpyl+hWvWbcBVcx9s+KTk6izOjhvv1vuPp/AZ8tIrDpY9gEeHA+y5vvKJbpKKtPvS9K9/Eo3S9f7EIfC3wl8CD8JRfhYPlO98TPMETnMd/ARJGpIN96elgAAAAAElFTkSuQmCC) 6 1, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 6 1, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 6 1, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 6 1, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEpElEQVRYhe3XT4sc1xUF8F9VV1e3Zlqj8fyRHGk8tLRwLOMYkRCTVQImm5gYAiHLLLLwxwj098g3CFmGkGSVQLCNbRIjZEcmtmjGQhmmR6OZ1qinp7v+ZPFeSy1LGkkhXgR8oamqV6/qnnfuuedVJ1D3ujmu4Ic4h59iQ6KjtoXzuIWPcYjPMMRH2ENbiB1MUGCESdLrV06IFJJefxIfHmEZQ0WdgZXGppfbmdPpJl7Dm/gFLmMzzs9RxeNCPGZo171u+lQAc+hv4Z+4YX8aVrXa5LjmYouGS1jCqzHJd/A6LuFsZGop/mbvzp8VANzA5/iTuyUv5axmnE7pNDiVwi4+FWhewsW42jQeVyILnTiW1r3uyQDihEyo6+cY6zRCigKX2my2Z3CvCnXfiKtbFkrRjecigNQDbTyxDNnchCr+XsevnMk4KGglgYW7E17IGB7/gGQB1wVNXBWEOYmAcmx5QH2B8YkMxKji9fdxxWIjjJxpcP2I7Sn7JY1kjfpQ4rs4q52+JWjgQlzxGl4USrEUrztPEuOsC2atsosB2rot2ikfjxhXHFeBgTwlS89azdho5i404ccx4UtCGZYiI+aYWX6cFuZRTeL1+/jAJyMG03BnrRkYKGvWM9ay0BULaWDlgSAXsBoXksXxyVyutq/EPIAMb+AV9E3RQCdlUvG9RaqKLOGo5OaEpSyAypOZF6S4je2YeBxBzOKRlpx1QSrUMY8PDC0mnM44qhiWfDnhZsF+EUqxV1Dj8ilaKaHuY1yL79r0qPof0cGsC2YONrPRL92eUiJJ2JkGQRLK0W3TrcL4jSnNBHWX5HoEMhKe2BC6ZRbzbDyEKI03D+MqJnZLBpMwOo13VzO+lXOxzblmEOe4DCwd1W1VPfOGcVzMgodXPXoSA4S6bQh2nCsqBhVnWtHPBNr/OuT2lFHFnZJGwqBgUrXdLl+x3ky10klkYM8D7oaP25jmAQzRFyx0yxcjljPKxZA8EWpe1qE1yzqUqKq4Wwah7kzX/GP4S2+v/9xMS9GIkl7/q7kfAlDE89F9mnbv0TkTq1ZzOCVLw36wM2VahbU1U9pJYGT7mMI+dpJe/4nu9zgAMw9I749fWAwbkDrYcI3jklONkOxwysX2b63kWxg4l191eXEk2PCJ3wDzMXNCgnBmD5633OJ0g4Nx2BMKwRcOpiw0yBvU3sTP8LbgIZnghI+o/WkM3AcRPWE/FKQMr1pIt601t9yZvqGseTFnOeVKZ82dYs1esSQI7lNsP+0r6LEA5oBU2K7fWmFwzLc72y60fq2dnDeoXrbeWtZElQZXPNdkWp91t+xEFrefNTkn7NM+3PujD++9K/Uj7fTvJH9R+72d4/CF1Ej4ZMRudMSwLX+U9Pp7zwMgeZZJsSwrBpNNX4zfc3kht9gI7XdU0kr+YDV/J+n1bz1Pck5iYB5lr18lvf6u9fymqvyzf434d7TnOxWf3XvVcwjvuQHMxaGl/Dd2j9kb00iDDwyLrmv3Fr52AEmvP/La4vsq1xyUbB1RFpSuJ78b9L92ABHEjlPZOwbFVQeTkTz9m5Gf/DfJ/ycR/1V9E9/E/2/8B4BsuHE+jjU3AAAAAElFTkSuQmCC) 6 1, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 6 1, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEjElEQVRYhe3Xz29jZxXG8c+9vnYcJ/WEEEqYTkcpFIRYjBBUYhaIHwKJXcWKLUIs+RuQvGXBDoklYsOKDTtUgagEC5BGCIJEO1Gh7kyGjqZR6nFsx76+P1i8rxNPmkwyFQsWPdKVFfu+7/me55znvTcJ1L2dLazjBrbxTXwJtzR0lKaY4BC/wl2k8RrgTex7MvKk1y9cEikkvf4BhsjRxi3q2240O9YapNrx++v4HDaQxT0GcV33zN6ty5KfAMRoCwp0saeRsNlkNeW5dPH7NCZbrHsYwbexE8FOEte9neX9z40s3pjhdqzwBbTkNU1sNNibo65IsgiSYhTX31xK2hFaMRGUSVE9FaDu7Yj0N/DxWM11Zc3bM1YbAaKoM5Oqq1TE+17AER5FmCICbeE/UY2HV1GgG68KZaxiW6fBsCJL+FqXu8e8cVzhq5Ikx6bQjmG87kaQjtP5yCLYUwHacYNpvHkdn/aDT5Am3JvyyRaNhGGZend+U12/Kkk21XYFZ6RRwd/jQGjLJCr8KOn1hxcBLKxU4M4JyMvttjqhqJnjzgg185qdFbZbm7aatJNb+Aa+GJN+C19x6ogWNqPNLwRYxACv4w/enrJ3zJ0xfxmFz9ePqDEtA1he0UppILRvE89HVbOYPI97r9e9nXNtmXlySid4S+l3/jj8tmHBSmzn4yIkXE0pKkZxWVXnJEUsYOGAzpKyi1gGekKBfAmiEib3l/rHHJVhiwLHOK74WIOX2kGFScVcqq4XtpsuqTk6k+tcO6ZC30dLNwzwb5OKcXXqjXn8rGoO5mFlLdizdF1VE+x3Pxa1XH2xBPckQNLrV0mvfyj4eXiyeCXlWiMkWeZPU/KaOqGZUFaMysx781dMqjeENqw7lbvCQdLrX6gASHr9aQToIpMicVrp4upPeVzyqSbraTiojktG5YYHs586KuCfUdUD7Me9z43szN/dE6hhFXr8YivU0MSLTR7k4bdZFWxZI0mCG/Jq293JT7zS/TqqpNc/OwcXK3AGKDMtw+YpVmumBft5gEkxq8NMHBXMyvB9jmZjclnSpykwFM7ylnaD9YysDt6fV6HybpPPtAPcVsY/Jq/Zsisg3Mde3OsDlrtUgdirfWxop8G5k3mwX0sYwGtZkH9YcD9fTpQK/n8UYa6kxAee1/HcfstgHmZgVqM+1Ml2ZWlIfFiEQXx/zqxaDFgl2LCPwUVTfzbOtmARB8Yl15qsNyZWGj/T9AXvly+b62jF03BcMq2e99Lqb2LluzH5VXJfDJD0+vv1571mUGx6rvtD17PQlnFZqXzPNSQNDmZwW179Qiu9h+GzJL8QAJI3fYcxfx+DurczUfmxB5PvWltraaRh9ahseWf2ZZ9d/atLnv3nxaXvbEuRu7my71+Pf21vyntzNlZYaTKYvxqLudLkfyiAOFS5rbWfG8w4moWnYxNrjZsO886zyv9MABGiSP48/pOH47+Bd4/Ds6Byz2br7P8F/3uAk3jH992b7XqcTxTlb203f+QKL6DnRfKhABDfpjeE58dB0us/0xH8UXwU/zfxX4nQ4NvbeejyAAAAAElFTkSuQmCC) 6 1, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 6 1, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 6 1, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 6 1, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 6 1, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 6 1, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 6 1, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 6 1, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 6 1, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 6 1, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEWklEQVRYhe3W34scWR0F8M+t6u6p+UnbmU0mEWLnBy4bcRFUUFBRENHFZ8FHHwRBFvwT+m9w9dlHXxd880H2UdEsS5SYHXeTTkx2kmzomcx0evpHdZUPt1o7vTPuZIR9kP1CUXWrbt1z7jnn3qpgrspOO8NF/BQJ7mIFZ6ouA9zBGPv4Gx6HTnfglJUcAd7C3909fM324etGxRhrFZEMjeooKhLj04JDWoHDhQpkC4k7hz9TCy1TX7aa3pOEK/hc9c4BtnE/dLr/E4FadZ7N7NXq+oqNOvWE0qad8fddaNyShI3qnZfwNWyUnXaBx+iLFvVCp5u/KAHYqEjArkYSDUoRwqZR+RXrSSYvt3BTVGAs9rpY3dtHs+y0e9U4BYYYhE73SAKzDMxClVckBp7mTArWG5FELWTaS2zVz6qHb+MbeFm0bWbdBWxWx2z8lYrU8QRCpzuTcbsikNmqc2mZRmCzzloS55MlnKurwK7iq/givo7Pi4FtLODUqvvHKiB0uvt4gltItDO+0+RSgzLEPKSVqHlJXdNq8kON8CPRggxNXK56LVb2XwmUnfaMYR/b+gW7E8YlJfan9AtGRRx+KeHlZV5ZJtqRiBauiGH8SJWddrJ4b/5GJsqUY8Nezp8OeDRhPWGCnTG7OcMiWrGSUoTZOF/CN0X5+0cRqKx+ruZXQVG9HPeDvKBMWE2iCo0KZjWhl9OscXcYr5UIZ/3H5zUx1PM1PIpUbaFDJqa5aVqNe1jEcxa4lEULsiRa8nBCf0oSMvWyRXiC9WqceQL5carMh3BQtc9jWahamzVaNb7X5EoW1fhwwkERyY0K7g1r9qdrijLBDh5WiuZiHvaO2wdqC+0eHmBFEJfgYRmJ3Bjw2QYvNTjfiNLvjGM2kgl3BitW6pe10rfDGx/0FoGOq/lVMAvPLfSE6sFgysE0znp3ygejaMl6Gp/3J/GcpuxPtvz12a9PCv4cAVEuuIe/uD3k3UFMRl5Gr28f8mjM9T7v9HkwZFrGTCwljKZM7R+13I6rMN8oO+0tcR23/GH3z5ZTvrDO4SQCraZkKYdTpgVrtRuWkhuVcu/j9+LH6P5JCSxm4Am+izXNSuK7gzj7DI2UraU424Bx0baUvC3m5j0x+XsnBed5C4gwPTw2nEavuwN6o/ecWfqlIH6g1gLLCYkNeXmtAr2JJ6HTPXK5HVeLCgzMls4QzZTNpa7L2Y+dq19z355E0wRpiFvzREuz9uaLyD5fzylQbZW3MVB4y4fjd7yy8hPnGnuEwlp6U17GvWCMvSn3Rxe9++zEPyCLFT6uQ9lpt8Sflavy8gcejX+hlGg22BnyzyH/ePp62PGr0xD42OUSOt2euLNtq4Xf2svfsjPiwZhaGv8idvz8NOCcQIH5KjvtDTeefUt38Dsprn2GNw84+5Qzq+fDH589PC2RF6qy5XpJ+e/jtdb7Zad94RMBh5JXS66XPC35TXnVxU8M/NP6tP7v6l9B5puN15XuJwAAAABJRU5ErkJggg==) 6 1, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
65%,66.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEo0lEQVRYhe3XzW9cVxkG8N+5M3Nn7DGO65rISRtjoKqsAlmkVVTSJRs2FSyhS/6BrlkgjYTEFqEuUFdIbFClSqzYsCgLVD6qKlJQEKVK6TSkJvF3Zsbj+bhzL4t7JnZD8diIRRd9paM799xz3vd5n/O855wJRWt9DQtIsIoVrOGreB1Z7H8Zl5V2F7/DDga4hxx9n7RBaLVzp1gSg4sONnEbN/396EVv7/9CP/86voWrEcgC1vE80vi+gHk0HvNfPS34pw1IYsvk+VVPNdga/tRa46YkLMZv8zHrFLvYi5n3Y18fnZhQchYA04FpfJ/Hd1xfZJAzzC+qhW/LivtC2Itj1yOIDH/EfYxOAFuKwGZaNQ68HCfCBr6rFtho0gjMJ3Qnq/7QXSZsnmDrMq7gCfxeqYVO9NtA7ywAdmLWK3HSN7BolNObcGWep1I+GpAmqWE+EMI000XciAwMos8DpZaqkZVTbbrmWxH9Hm5hSy3hCxUqBQdjFpISSAgb1tLVCDqPoOcjmG/iOq5BaLVnxX8EII2O+soS+63+hI+GdHLujnj3kM6Elxb5WpNm0ogZ5jGBDTwT/S5jtWitz6yCJDqYdyzAET70YMzdIX/qouCZOt0JHw95u1MKtCgy3ImBr8YkTgZdMMOmVZA6roKyv1lhXLA/4d6oDFgN7GX0c7o5hefMOZCEpZj1Skxqz7GoT2fgsZ1qWrdV3TF5zgSbY4YFa3WebfDsHIsVirzhqLihKDpKId6MwaflOrsKitY6Zek0lHUNIwtVKqF0c7HCShoVE9gdMY7gqhq2x2suVH+snnQcl+LdyO7pDMQ2iJMGj1joZqXoClQStrJyOZK4DJPApbQkOlhyu/eqTraJ92PwmdlPAeQnfi/H5wVpwo0FXmiSBvaz8kt3TD0hKHUgMCroTdbc6r5md7TqeE+YDSDW6mJsPeVa/tnehCKUZdjLGUbhJQlX0nJ/+NeQDwe0+1xqUK98xTsPX1MuZT7rJORY9SdPsQQd94e8dcClOllRVsRqjQdjNkdl1kd52SbYHnCE4aMzYOYuSCnCqfIHJ4CMNNCs0C/oRdr/2qdS4XBMmvB0/V1zyc9p3lNuv/3I4Ogs2XNchpnjC8UAIyPsjtkalGLsTkrKD8ekVWoJuY0IeqRcvi30Q6ud/Zd4/8lAfB4oNxGm1HUnVJBWmE+2zIW37PueSUEtlKwMiwXDULWc7uF+aLXPLL5HDEBotXvKzWNK28B+xj+H9CZtl+s/slJ7Q9WO7aw8JQ8L/tHnb4cvOb4PnNvC4x3xAMm02r/xRUteXP6+5xczrLhz9Kr98Q/M1Xiyzq1dxvrW5r8Ufr29838B8GkWQaX+crjsve0P1JupF57kg4dsZ3y5/hPXFn+FzdBqn+kmNLWZdzaIohq42twx8qbdw1KQF5ss1elNXlGKcf1EVZ3JZp7XJ0DkGBT8DK+Ye8D1p6dX2HUPsyUXqgfOeBOa2rnQQuAd15q3XbnAx10Oh9TcicEPQqt9LjGeGwB4buGHapX3VfTtHP5SWnkZ74VW+855XZ1JhI9b0VpPlf+eOqHV3vpffHxun9tnxv4N8nPNAkKwDGgAAAAASUVORK5CYII=) 6 1, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 6 1, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 6 1, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
70%,71.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcklEQVRYhe3Wy28kVxXH8U9VP9xuex6ZGc9YZhgsmCSDDANiFZDYABuEBBv+AZYsEP9C/wMsWCVSNvAvsOC1QAgJFixChJJRMlJCx3hszzh+d9rV9cziXhOPMXYbCYlFflKpVKW653zvedxTSTNY7uEueriK7+IBruNreIwxRvH5WXy3ihy/ic+nNU4Gw/EZ759TG1k01MftCDMvq18xk8xLPCDputLq6yTslnc16riuj6cRJjtlu98MlrNkMKzPA0iTwVDcVYZb0eiydjJvocPdmeu+Mtv3hRn6KbMpPMQrWMQKXooRPGuD5yqFZDDM8H5csIraUoeVWb51lRd7wfn1Frc6XGt1Y6Ru4x7uR4juWfYvBIi6jkfYQq1BibfH4X5vhlFN3bBf1ULUyhixlyPAcVTmo+3yIoCTIepGYykOPCvYLukk/GPCfEqZcLPNVpGaNBluRCfL2I/r2zGaH0bIqQFSoQZKZI4a7rR42OelWfYKJg1Jyrjmvew+dvBAy1dVFvG7CLWHgwh0biecBshxBblewhd7fD7mfz9hN2e35laLe1e63s8XjWt2SzTtuHY1gl2dBuBkDYziAtjRS7kzQy9lp+Sjin6HTspsO6TjeSuj6Oxk3vsu0Ok2GeEJUqOKtQndlGsJn5slb0JKyoY/HXBYsVMg+VCooTY2T9i7VBESCqeNjZDnCVUT0tCuWZljO2eYs14wqgLgpM4lyRsR/iDaqoVaOFen+3SINYzsFSH0aUJWh1RsFYyb0B0LbY5qdgsOqqvyeuuUw7VpjuKTAMcfr2PVqOZJxt/GvDlmvwzFuJOHe9nQCGfDcDJvY/ITRXNf6KRHyWB4YQs+BxBPwwMs4aEbbW7PUOBpEdLx7hGf7ZGgrJlLme/ELqlvW81+bFIvmyL3Z0VAMhjuCDPhQCehlzCXhObcKvjzIW8fhbC/Owlg2zn7RWjRvF70+OincROXB4hax1vWC/qtUPlpw2YRHP71kEdH4X0LhyV5xdp+gKiqPWTNYPnCOcDZ02odpaLinY9Y6gVnRR1DLzieSajTx1bmfsbcY994YSh00fEM6Pr3EX1xBOJ4Lh1UYcdPMjYn/P2Qf044LCJQQ2kJ38OXhOKrfZL/dJoo/KcP9vRb3OyE/O8Vqz7Y/5EK20UYUAlS8zTfx5eFgXTa3n8HkAyGtawKezmq13xm5gfe8wtb+ZpCaMGiJq8pjOLON4Xz/6TO/Rs6n/CP+7/2q6d/cVR9PXlt480EHu3/3OqYjQntVqiFsumrmlr4n3ggTMOpAZKLPjip5tvXFm2XH1hod61co4zpnm2/YS59VSjgEd7CKBkM84tsTtUq/9I3X9hxo/1baYuspN2mScnK+z7ZeYr+NM4vD0DpTveXbnbCyvmEpqZ0VVYfCCE/HstT6VIAyWBYe3nuD1rWZA0beTgVd4s1vfSd6Pz4ms7mZQCO1fxw4Tsm1auOqiWp33tx7nUL3WfCQbQZ58r/DgCawXJbOElT5MlgOPUA+lSf6v9KHwNkNtUgyIrTHgAAAABJRU5ErkJggg==) 6 1, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 6 1, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEmklEQVRYhe3WzW9cVxnH8c+9d16c8dixnMRN2iSdhBQlBaVdtBVKI7FhU4Fgwwb2CAnxR8yONRvW/AMI2BSxB6lqJZCCRBE0rRWCk7q249ie9/vC4pxbD6ljm31+0mjOvTPneb7neZ7znJNU/V4XF7GAFdzANZzHbZ3krhlm1QOsYxcP8TeMMYzvhthAKWgPO0l/3XFKoxERYIwDdDzNf6is7ri1yJUWXMZd3MQabuFqfH8VLXTnbHfQqfq9EwHKSD+O4ym6GtZUUg8nPM15pZXGOWV09Dq+Fm3kWI4RnIdoxIUdC1AbrScc4K52RlFxf8So5GqLy800Ar6FdyKECN+KAJ1op7aZVv1e7edIgDRSHgi5HOMfyooK7ZTlBlnK1QVeX7jtbHY+Rg2uYDUCpPG7FaNSOkE1QB6fp0Lx/MHnM7ZnLDV4tc2VJjfa3Fni3SVWsotz8ITQl3H10zgu5/wcCzCeexcqe1hyscVqBLjUYrVJIw0pmVVwfW5uHp2PI8C8zedGoiabCiGtqW+51uZcxisRYlayEJ1vz2gm4pzVaGcv2qlTWTstk/76cwHqYsnniBvoGJVcbLObc2/IWoMvhoxLhhFGfp4ELkSALaFH1Cktn4nEkRGo/5zHFbXwsaWMJAkO749Yn/BoymdjWimLGdfOtFTVHaH6vxHt3BDqIcf4xEYUwzONz5fxHbwtwbTkjcWQ96cFDyZcW+DNLgWGBWlyXVW9g228HAG+hc5JzusISPrreSS+idfwdWkSnD7JOZtxf8JKxktNFhPONVhp0M0YVm8qqjeElk7YGTerfq91KoC5cd1ozrvQDHnvZuHTa4fdkKGT8Vqb/SLUSFUu2J19z6xaEjqiuKCuEzQPUOIBJuhajD+NSvIqpONSOxTf5zM2JkzK0KwSsGxz+nPTcsXhIZU7QV8CJP31qVDB7+MD/xqHFHw2DlU/qfjPlEHJh/tsFyEFo4K9glFFbtX90U+inXpLHqvGM89bEeo3BsWPbedhdQ+nYaWTkr8ehKLsZiylYVwV7OdMCyo72MTj4/b/lws/6mXV71326ejfLrVpJYctZX9G1UQRCrOdUMjxIX6Lx/hT0l9fP8lxra/06KrfW8VtzZQns9ByqyqcjE8KhrOAfVCEqKw2GpbSO3hbuCdMq35v9TQ74EgAoReE5FQY5DzNd23NfmVzFqCyLKRjWIadsF9+in8KKVyIdperfu/ZFJ8KYAO7dnO2cr6Ybeg0furl1i+UxYa8CBFZSNmZ8XDyF/wSj9S3qUN1jrD/P/oKYdJf38JWxfsWrRj4QcJW1e+tOdv6nb3pz0xylpthwpPZN+VVqpHsCNuvcZz900QggPDdZODdJIQVFrza/r0zWa6qgukUy1nL/uw9hyfpsYfPqQGO0NhSY1O3+YGX4hHdzShSBtVbQgHWR3Gt0zeiU2gHB85lf7TSCACDip2CUbnqIN/AJ884HR5t6lBH9oHnKV4ur3s0+bPcmnt7HAw4s/h337/w7bm/ljiI3fVY/T8REDvbJzYnP/LR3j0fDfZ87NceD94TLiRDIQ07p3H+Qi/0QvBf7VfN7Ceh3jYAAAAASUVORK5CYII=) 6 1, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 6 1, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 6 1, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 6 1, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 6 1, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 6 1, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 6 1, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 6 1, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 6 1, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 6 1, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 6 1, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 6 1, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 6 1, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 6 1, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 6 1, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 6 1, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcklEQVRYhe3WTW8d1RkH8N/MffXFcVzHjlxiEkMEFBSVKiwLlapKrbrqChZddln1Q7ifoWLDBgm+AEtEFyyQoKpaFaJUSVMLOYg4LnHjt3vH987cmWFxjnNvCNhOpe7ySEczZ86Z8/yft/9zEqjXVhdwEQv4Dd600Fz20zk6Kdf6fDliWG/iFj7BXYxxHV/hfpwfSYVhsrbhOGnGZ44hUqxILHu+y9Uz4VOzCrtuDVPMYoR2VDgbz0m/dXYa9+THATj6aRwBzGPVsx2u9FCG1Rd7YWcrWUYfl9CL79OGfJ+BJwKosBtBXDTf5KlGWC5z/luQJhR1Px56ES+hK3hgBYtx/pDUa6unApCbeOGarYJWippGg38PuZuHeQCb4md4Ay9MKV8WPPNATpsDs/HHbVy3mZ/3550rfv0DdsuQgPslha5mvShJVrWSnqLOIvBcCMeukMjrcT5+ROO3AdRrq72IvokMN7Do88EV45pGwo1DBnUAPNN42WIjzIuyEtz/C5zBvyKI85jD8eZHpb04ZuO3a2gblL91PaNOwuhirkEvpSU8D8rz2MTVqPggPgmhmsfXJwFoTik/SqJbdkuGFWfbNLDSYbUdCuOgpK75T94kmY/K4Fz0Yj9+eyQpvwvA0aY0zufQc1iRpCGKFbKSg4qnUl7qUVaMzfliOKdCbc6kmk4t0wRyFI55vOBsg4VWpJOES53Aiv0yhOBCN5Tm+pCq3pQkQ9yO58xjP44TAWRTXmjiVay40AlKq5qsCvGfbbJTcrcISXivCGu7RddS+yvNJJvyZs8pk3DbpAqW8TLaummIfa/BnZxRxTMNtvLACaMq5MhewahacHv4pgudf+qmlZADJ1oPabK2MY4gMhOSedqgDNZujxnWfDLgvW3ul4EbDmryhIU2iy3G1bLboz+6M8pNGtOpqTgTWHAjvo8dVsHFM2kkQKECRjW7Ofs5O6NQDbFlGFbLbmbvTZ1fOUGOELanAHyETTvFj3USDlHWwdVpGgDlNYcVzZStUTwpZVQwGN+fUn5sJ5wGMN0T/oot98Z/kJU822InCxWhotVgv6JfcKn7rqWZfwju3nd55m8mxNM/qQ9MA5jm7C+wZT0jH7A34nLkqdkmas61Ag/sla9Z8rHJXeLojpAlaxsnWv/A8rh5Ol6ZfBDedgbk1aYzzc80EzoJCw3OpHTS5xxWrwrktR/P2D2t8gcAouz6rqSp3dRJf66bvGW/yIzqsOtcJ6zfL34iUPlitL59WuUPAUjWNiqhfPrIjX1o4C9uet1zM+sk7/ty+LbP+6EXpEnggUF11bgeRg+0PXo1O1YeqtOYNMM4fjVxAsjMtf7k6+HvHRRtSRrKLyva7qSvuNTZMrlbPr4HjpMIrHJ5JvV07zOtlLRivkXSYm/8SyGEm6fJ/McGECXHtrONDxxW3M7ixbtiO19xY7DuMTshJI+zuV5bDU3mg3uf2h9ceXAn5rrfrb4S8+j/L/WPXK1/6O/1kr16yTt1uCU/kSfyRP4n+QaRIsVHepxsvQAAAABJRU5ErkJggg==) 6 1, auto;}
}
div.testarea{
animation:rwdcur68218 13.333333333333s linear infinite forwards;
}
