![14 Декабря](data:image/png;base64,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)
Мир сошёл с ума и это факт. Я понимаю, что "кто о чём...", но вот уже 4 дня у меня сплошные проигрыши в
World of Tanks. Вот как выглядит кривая моего падения:
![](/uploaded/img1387019973.jpg)
И я понимаю, если бы дело было только во мне, но я же прекрасно вижу, что я играю на том же уровне, что и раньше. Точнее, даже прогрессирую и вот тому доказательство:
![](/uploaded/img1387019979.jpg)
У меня с самого детства было всё в порядке с логикой и, вероятно, именно поэтому я и стал программистом. Но моя логика нифига не понимает сложившегося расклада: 2 команды участвуют в бою и одна побеждает (ничьи крайне редкий случай). Учитывая, что набираются обе команды рандомно, клешнеруких игроков должно быть более-менее поровну, а значит и общий процент побед в любом случае меняться не должен. Более того, чем больше плохих игроков на сервере, тем большее влияние на исход боя должен оказывать каждый умелый игрок. Но это в теории, а на практике, блядь, 4 дня хардкорных "сливов"! Порке?!!
Не накомментили ещё. Би зэ фёст!