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Как удлинить RCA кабель?, Как удлинить провод колонки с 5м до 10м?

 
 
Всем привет! Я новичок в аккустике, прошу помочь разобраться.
Есть аккустическая система (4.1 SVEN SPS-838).

У двух маленьких динамиков, не хватает длины кабеля чтобы протянуть за диван и установить сзади от зрителя.
Провод 480см одной стороной впаян в маленький динамик, а с другой стороны у него RCA папа, которым он втыкается в центральное устройство. Нужно удлиннить один из них на 560см(чтоб было 10метров 40сантиметров), а другой - на 340см(чтоб было 820см). Как лучше их удлинить? Будут ли они нормально работать с такими длинными кабелями?

Варианты, которые приходят в голову:
1. Припаять в середину кусок провода нужной длины.
2. Купить шестиметровый кабель RCA1 мама - RCA1 папа (правда не видел таких в продаже)

3. Купить шестиметровый кабель RCA1 папа - RCA1 папа и переходник RCA мама-мама.
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[/img]

Заранее благодарен за советы!
Изменено: enthusasist - 10-09-2019 17:27:39
 
 
Третий вариант оптимальный. Смотрите, чтобы кабель был не самый тонкий.
 
 
Цитата
Олег Masterok написал:
Смотрите, чтобы кабель был не самый тонкий
10 метров "лапши" и так убьёт всё на свете  ;)
Вещий Олень:
Числилась как "модель 930 ST". Запомнилось по ST как Stanton. Но на самом деле ЕМT.
 
 
Цитата
Алексей Алексеев написал:
Цитата
Олег Masterok написал:
Смотрите, чтобы кабель был не самый тонкий
10 метров "лапши" и так убьёт всё на свете  
Свены, они живучие  :D
Купите новый кабель ( в нарезку) нужной длины + разъёмы RCA и сами замените.
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