> Evgeny Leonov, Народная солянка :))))))))))) а так нууу нету таких сборок если ты про аномали а так могу сказать что можешь поиграть в Лось Альфу( если не любишь хардкор то играй в DC или обычную а если наоборот то Enhanced Edition или Экстендед Эдишан но беды с балансом у обоих)
> Цезий, Посмотри в коментариях к моду NLC 7 [v3.9.1 Build 7520] Repack от SEREGA-LUS . Я там выложил и ВПН и Торрент загрузчик . У меня качает НЛС . А что Ты грузишь , какой мод ?
> Цезий, я щас на раздаче стою, он не раздаётся. Если мы всей толпой втанем на раздачу, тебе не поможет. Провайдер блочит. Я скачал 2 раза, когда ты 1-й раз написал и сегодня без проблем и скорость норм.
Вчера скачал и установил сборку. Все бы прекрасно, но за все время раза четыре вылетел из игры, из за этой ошибки
![](data:image/png;base64,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)
Может кто подсказать что это и как это можно решить?