Документ:ОБ УСТАНОВЛЕНИИ ПРЕДЕЛЬНОЙ ВЕЛИЧИНЫ СТОИМОСТИ КОМПЛЕКТУЮЩИХ ЧАСТЕЙ СИСТЕМЫ КОХЛЕАРНОЙ ИМПЛАНТАЦИИ НА 2023 ГОД

Версия от 12:25, 16 ноября 2023; Posterbot (комментарии | вклад) (Новая страница: «{{Правовой акт |вид документа=приказ |государственный регистрационный номер=RU39000202300102 от...»)
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ОБ УСТАНОВЛЕНИИ ПРЕДЕЛЬНОЙ ВЕЛИЧИНЫ СТОИМОСТИ КОМПЛЕКТУЮЩИХ ЧАСТЕЙ СИСТЕМЫ КОХЛЕАРНОЙ ИМПЛАНТАЦИИ НА 2023 ГОД



Юрисдикция:
 Россия
Принявший орган:
Министерство социальной политики Калининградской области


Дата принятия:
2023-01-30 00:00:00



Дата публикации:
2023-02-08 16:18:52








Языки:
Русский язык


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" 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ПРАВИТЕЛЬСТВО КАЛИНИНГРАДСКОЙ ОБЛАСТИ

 

МИНИСТЕРСТВО СОЦИАЛЬНОЙ ПОЛИТИКИ

 

П Р И К А З

от 30 января 2023 года № 8-НПА

 

ОБ УСТАНОВЛЕНИИ ПРЕДЕЛЬНОЙ ВЕЛИЧИНЫ СТОИМОСТИ КОМПЛЕКТУЮЩИХ ЧАСТЕЙ СИСТЕМЫ КОХЛЕАРНОЙ ИМПЛАНТАЦИИ НА 2023 ГОД

 

В соответствии со статьей 40 Закона Калининградской области

1.

2. Приказ подлежит государственной регистрации в Правительстве Калининградской области, вступает в силу по истечении десяти дней

 

 

 

Министр социальной политики

Калининградской области

А. В. Майстер

 

Приложение

к приказу Министерства социальной

политики Калининградской области

от 30 января 2023

 

 

Предельная величина стоимости комплектующих частей системы кохлеарной имплантации на 2023 год

 
Наименование комплектующих частей системы кохлеарного импланта

Предельная величина стоимости, руб.

(за 1 шт.)
1 Элементы питания 76,75
2 Кабель передатчика 9 616,67
3 Аккумуляторы 18 000,00
4 Передатчик 31   125,00
5 Заушина 7 406,67
6 Зарядное устройство 18 226,67
7 Пульт управления 32 815,00
8 Блок питания 20 266,66
9 Соединяющие детали 400,00