Змінюй хід війни! Допомагай ЗСУ!

Обновки! (меряемся) - - Part 12

  • Автор теми Автор теми -=X-RAY=-
  • Дата створення Дата створення
окко пятерка обычная. я ею и китайца заправлял..
та вжэ понила1
думала, можт топливо лучшего качества:ги:

у нас просто было когда-то: ехали-ехали....брррр
а потом как рванула и шшшшшш пошла.....сидим, глазами лупаем и только шины слышно:ги::D
 
Вчера на ШЕЛ заправил Пыжа до полного по 12.29 :)
Седня еще надо Аудюху и Рыно залить, а ниссан будэ ждати покращення :D
 
Вчера на ШЕЛ заправил Пыжа до полного по 12.29 :)
Седня еще надо Аудюху и Рыно залить, а ниссан будэ ждати покращення :D

4 авто? все таки решил по серьезному вложится в недвижимость? :D

у нас просто было когда-то: ехали-ехали....брррр
а потом как рванула и шшшшшш пошла.....сидим, глазами лупаем и только шины слышно:ги::D
:клас:
 
и не надо, зачем ещё один неликвид на шею вешать :-)

неликвид-неликвиду рознь, вон дундег свою продал за 4500$, так что думаю, за $3тыс беха довольно быстро уйдет... Я им сказал, что максимум 7000 грн дам, а там пусть думают... :D
 
ааааа:прыгун::прыгун:
получилось!!:ги:
samolet2.JPG
 
неликвид-неликвиду рознь, вон дундег свою продал за 4500$, так что думаю, за $3тыс беха довольно быстро уйдет... Я им сказал, что максимум 7000 грн дам, а там пусть думают... :D

Акула за 3к? Ну-Ну, Да-Да!


Ланос это не автопром. Ланос - это шедевр автопрома!
 

Вкладення

  • .webp
    .webp
    9.9 КБ · Перегляди: 68
дом, эквивалентный по комфорту 60 м квартрке - это 100-120 метров.
умножать дет на 2 надо. Сам знаешь почему.

у меня щас 1к. квартира 66 квадратов, че то мне кажется дом на 132 квадрата было бы по ахуенней
 
получилось!!:ги:
data:image/jpeg;base64,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

Я бы так не сказал :D
 
ааааа:прыгун::прыгун:
получилось!!:ги:
data:image/jpeg;base64,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
Шо за простыня :D
 
Назад
Зверху Знизу