Главная Блог ... Консультации от юристов Особливості перепланування квартир (дерегуляція). Що дозволено і що заборонено? Особливості перепланування квартир (дерегуляція). ...

Особливості перепланування квартир (дерегуляція). Що дозволено і що заборонено?

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Що стосується демонтажу не несучих внутрішніх стін між коридором і кухнею та кімнатою та ін. Тут необхідно доводити правомірність перепланування.

Відповідно до Наказу N 127 «Про затвердження Інструкції про порядок проведення технічної інвентаризації об'єктів нерухомого майна», а саме п. 3.2., не належать до самочинного будівництва : …для громадських приміщень:… збільшення або зменшення житлової площі за рахунок демонтування та/або встановлення перегородок (без порушення несучих стін, несучих конструкцій, опор, балок), комор, утеплення і оздоблення стін; (це стосується і багатоквартирних будівель)

Крім цього Житловий кодекс встановлює (дерегуляція):

Ст. 100. Виконання наймачем робіт з переобладнання та перепланування жилого будинку та/або жилого приміщення, які не передбачають втручання в несучі конструкції та/або інженерні системи загального користування, не потребують отримання документів, що дають право на їх виконання. Після завершення робіт введення нерухомостіі в експлуатацію не вимагається.

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" 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Користуйтесь консультацією: Як правильно складати договір оренди житлового приміщення квартиронаймачу

Ст. 152. Виконання робіт з перепланування будинку і жилого приміщення, які не передбачають втручання в несучі конструкції та/або інженерні системи, не потребує отримання документів, що дають право на їх виконання. Після завершення робіт введення нерухомості в експлуатацію не вимагається.

За загальними правилами, якщо будинок панельний, то внутрішні не несучі стіни взагалі забороняється демонтувати, але це стосується класичних старих панельних будинків.

Зверніть увагу, , що не дивлячись на те, що дозволяється в законі об"єднати кімнату, кухню і коридор (це називається збільшення житловою або допоміжної площі за рахунок допоміжних приміщень), БТІ або ін. контролюючі органи вважають, що це все-таки є самочинним переплануванням, бо зменшується кількість кімнат, або маніпулюють термінами і визначеннями "самочинне перепланування" v.s "самочинне будівництво", але тут можна боротись враховуючи останні зміни в законодавстві з приводу дерегуляції.

Щодо видалення несучих стін на лоджіїї, та ще й з винесеннями туди батарей опалення, т.н. "мокрих місць", то це "тяжке порушення" з усіма наслідками. Можна лише видалити вікна і балконні двері, все інше лишити незмінним (підвіконня, проріз віконний). Двері переносити можна.

Користуйтесь консультацією: ОСОБЛИВОСТІ ОПОДАТКУВАННЯ ОБ'ЄКТІВ НЕРУХОМОГО МАЙНА В ЦЬОМУ РОЦІ

Питання неоднозначне щодо збільшення площі ванни.З одного боку , це є збільшенням допоміжної площі (ванної кімнати) за рахуном допоміжного приміщення коридору, що дозволно цим законом, а з іншого , втручання в інженерні мережі.

Відповідно до Інструкції про порядок проведення технічної інвентаризації об'єктів нерухомого майна (ВИТЯГ), не є самочинним будівництвом:

- перепланування, які безпосередньо пов'язані із збільшенням житлової або підсобної площі приміщення за рахунок демонтажу перегородок, при умові не порушення несучих стін;

- влаштування дверних прорізів у не несучих стінах;

- встановлення перегородок в приміщеннях;

- демонтування та/або встановлення шаф, антресолей, комор;

- зменшення житлової площі в результаті утеплення стін;

- перестановка інженерного обладнання в межах приміщень;

- засклення балконів;

Відповідальність:

Стаття 150. ………., самовільне переобладнання та перепланування будинків і приміщень, використання їх не за призначенням, псування будинків, приміщень, їх обладнання та об'єктів благоустрою –

Накладається штраф на громадян від 1-3 нмдг.

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" 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Читайте статтю: Налог на недвижимость: как обжаловать и не платить

Отже, підсумуємо вищевикладене:

можна робити без відповідного дозволу:

§ об’єднати ванну та туалет;

§ за рахунок коридору збільшити санвузел та кімнату;

§ робити отвори у всіх не несучих стінах;

Не рекомендується вчиняти наступні перепланування приміщень:

§ збільшення ванни та/або туалету за рахунок житлової площі кімнат;

§ об’єднати балкон з кімнатами (розбиваючи стіну);

§ перенесення батарей на балкон;

§ об’єднання квартир, які знаходяться на різних поверхах;

§ будування та приєднання прибудови до квартири, яка знаходиться на першому поверсі.

Автор: Майоров Василь, адвокат, к.ю.н.

Пользуйтесь консультацией: Жилищные субсидии - палка о двух концах: чем грозит их оформление

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