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Проблемы в работе сайта (без флуда)
Цитата
Алексей Лежнев
Да, мне тоже понравилось.
Решилась проблема значительным уменьшением размера фотографий относительно рекомендованного(
Проблемы в работе сайта (без флуда)
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Вот такая проблема при попытке выложить модель на сайт.
Фотки уже давно привык подгонять в размер, а тут внезапно вот такое выдается.  
АЦМ-28-164 Пивная 1/43, Продолжение моих потугов в 3Д-моделирование и 3Д печать)
Помимо той фото, что в первом сообщении именно 164го с пивной бочкой нашел еще 2 фото всего(
Рисунок
22-3.jpg (219.41 КБ)
Рисунок
32-1-1.jpg (322.82 КБ)
АЦМ-28-164 Пивная 1/43, Продолжение моих потугов в 3Д-моделирование и 3Д печать)
Не так давно выкладывал несколько молочно-водяных бочек АЦПТ-2.8(она же АЦМ-28) на разных шасси. Тему надо продолжать.
Давно-давно фирма СарЛаб делала пивной вариант, но как обычно в своих изделиях "забыла" пару-тройку важных нюансов.
РисунокРисунок
Судя по имеющейся литературе эти бочки силами ремзаводов "перепиливали" в пивные автоцистерны усилением родной горловины, добавлением пары углекислотных баллонов, ящика сзади под сливные краны и шланг и пару заливных горловин. Что я и попытался по 2 фото воссоздать.
РисунокПользователь добавил изображениеПользователь добавил изображение
За основу взял все ту же свою молочку, доделал несколько деталей. Ящик потенциально рабочий, но зная хрупкость смолы на пару-тройку раз или до первого "чиха"
Тесты уже есть, надо править несколько деталей для бОльшего соответствия прототипу, но в целом результатом уже доволен.
База - 164й из журнальной серии(АПА вроде). Работы с ним еще непочатый край)
РисунокРисунок

Еще сделал фары головного света, поворотники и задние огни. С прозрачной смолой "весело" работать, от малейшего пересвета желтеет в хлам, а на "дорогую хорошую" денег неть) Страдаем как есть.
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Ну еще дворники сделал. Тощие что дышать рядом страшно, но выглядят оч приятно и родную дырку в 1мм диаметром закрывают)
Рисунок
Поручни -проволока 0.6 мм, шланги - термоусадка.

Принтер Elegoo Saturn 3, смола тоже элегошная
Если у кого-то есть больше информации по пивным бочкам этим - буду рад)
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Рисунок
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С Днём Победы!
С Праздником, товарищи!

В тот день, когда окончилась война
И все стволы палили в счет салюта,
В тот час на торжестве была одна
Особая для наших душ минута
Кто что из моделей строит сейчас.. делитесь, колитесь, показывайте...
Перепил 2х журналок.
Зил-157 + Вахта 32104, снятая с ЗИЛка-131
Ну и суслика-буржуйку засамопалил внутрь)
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Fordson W.O.T. 8 в РККА, В фильме нашел один интересный кадр, интресет мнение формучан.
Цитата
Юрий Зуйко написал:
А не чёрный с оливковым?
Оливковый цвет у англичан появился на технике к 1944 году, SCC 15 Olive Drab.
а вот в период, когда нам эти машины везли (это 41-43 годы) у них было ещё пара вариантов.  
Fordson W.O.T. 8 в РККА, В фильме нашел один интересный кадр, интресет мнение формучан.
Цитата
Андрей Козлов написал:
А на какой период фото? Если уточните, попытаюсь найти британские нормативы окраски на данные годы.  
скорее всего 42-43 год
итого 3 варианта.
Khaki green 3 /4
scc2 brown /scc 1a dark brown
или khaki green 3 / черный или dark tarmak(вроде так)
Fordson W.O.T. 8 в РККА, В фильме нашел один интересный кадр, интресет мнение формучан.
В фильме "Автомобили второй мировой" проскакивает один кадр интересный.
На кадре WOT 8, в родной английской окраске, и тащит он, похоже, нашу советскую М-30 с передком.

Интересует ваше мнение,коллеги, об окраске данного авто.
У меня мнение, что это 2 английских коричневых(SCC.2 Brown и SCC.1A Dark brown).
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