Wspieramy kredytobiorców, których raty znacznie wzrosły. Jeśli taka jest Twoja sytuacja, przeczytaj dokładnie nasz poradnik i poznaj szczegóły.
Co to są wakacje kredytowe?
Wakacje kredytowe to możliwość zawieszenia spłaty kredytu hipotecznego.
Zgodnie z Ustawą z dnia 7 lipca 2022 r. o finansowaniu społecznościowym dla przedsięwzięć gospodarczych i pomocy kredytobiorcom wraz ze zmianami z dnia 12 kwietnia 2024 roku, wakacje kredytowe mogą dotyczyć jednej umowy kredytowej w złotych polskich zawartej w celu nabycia nieruchomości przeznaczonej na zaspokojenie własnych potrzeb mieszkaniowych. Ustawa weszła w życie 29 lipca 2022 r., natomiast jesj nowelizacja będzie obowiązywała od dnia 15 maja 2024 roku i od tego dnia możesz złożyć wniosek o zawieszenie spłaty kredytu hipotecznego w 2024 roku.
Wakacje kredytowe nie dotyczą umów kredytów hipotecznych, które zostały zawarte od 1 lipca 2022 roku.
Z wakacji kredytowych w 2024 roku możesz skorzystać jeżeli:
- wartość udzielonego Ci kredytu hipotecznego na cele mieszkaniowe, nie przekracza 1 200 000 zł oraz
- spełniasz jeden z co najmniej dwóch warunków;
Warunek 1 (wysokość raty do dochodu)
Twój średni wskaźnik RdD przekracza 30%. Wyliczając go, weź pod uwagę średnią wartość wskaźnika RdD z ostatnich 3 miesięcy, które poprzedzają miesiąc złożenia wniosku o wakacje kredytowe lub;
Co to jest wskaźnik RdD i jak go obliczyć
Wskaźnik RdD to stosunek Twoich wydatków, które ponosisz na obsługę miesięcznej raty kapitałowo-odsetkowej kredytu mieszkaniowego do miesięcznego dochodu Twojego gospodarstwa domowego za okres ostatnich trzech miesięcy przed miesiącem, w którym składasz wniosek.
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)
Aby obliczyć współczynnik RdD:
- zsumuj dochody całego gospodarstwa domowego (wszystkich domowników) w każdym z 3 ostatnich miesięcy (osobno dla każdego miesiąca).Jeżeli Umowa kredytu została podpisana przez więcej niż 1 osobę – dochód należy obliczyć dla każdej z nich.
- dla każdego z 3 ostatnich miesięcy podziel wysokość raty kredytu przez łączny dochód (np. 3000 zł/6500 zł),
- oblicz średnią arytmetyczną z 3 uzyskanych wyników (np. 30% + 40% + 40%/3),
- jeśli otrzymany wynik jest wyższy niż 30%, masz prawo skorzystać z wakacji kredytowych 2024
Jak obliczyć dochód gospodarstwa domowego
Aby obliczyć dochód gospodarstwa domowego dodaj wszystkie Twoje dochody netto oraz dochody netto osób, z którymi mieszkasz i prowadzisz wspólne gospodarstwo domowe bez uwzględniania zasiłków i świadczeń.
Szczegółowe informacje znajdziesz się w ustawie z dnia 12 marca 2004 r. o pomocy społecznej.
Jak sprawdzić, czy spełniasz warunek RdD
- Oblicz dochód Twojego gospodarstwa domowego z ostatnich 3 miesięcy, które poprzedzają miesiąc złożenia wniosku o wakacje kredytowe. Weź pod uwagę osobno każdy miesiąc.
Ważne! Jeśli tworzysz gospodarstwo domowe z innymi osobami – uwzględnij dochód każdej z nich.
- Oblicz wskaźnik RdD dla każdego miesiąca
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)
- Oblicz średnią z 3 uzyskanych wyników.
![](data:image/png;base64,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)
Przykład wyliczenia średniej wartości RdD
- Przykład wyliczenia średniej wartości RdD dla wieloosobowego gospodarstwa domowego, które spełnia warunek – RdD powyżej 30 %
Miesiąc
|
Rata kredytu
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Dochód osoby 1 współtworzącej gospodarstwo domowe
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Dochód osoby 2 współtworzącej gospodarstwo domowe
|
Dochód
gospodarstwa domowego
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Obliczenie RdD
|
Obliczenie średniej RdD za 3 miesiące
|
Luty 2024
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3 600 zł
|
3 050 zł
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4 100 zł
|
7 150 zł
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3 600 zł/ 7 150 zł = 50, 35%
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50,35%+49,86%+50%=150,21%
śr. arytmetyczna
wynosi: 150,21%/3 = 50,07%
|
Marzec 2024
|
3 580 zł
|
3 100 zł
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4 080 zł
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7 180 zł
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3 580 zł/ 7 180 zł
= 49,86%
|
Kwiecień 2024
|
3 550 zł
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3 080 zł
|
4 020 zł
|
7 100 zł
|
3 550 zł/7 100 zł
= 50%
|
Jeśli otrzymany wynik jest wyższy niż 30%, masz prawo skorzystać z wakacji kredytowych 2024
Warunek 2
Na dzień złożenia wniosku o wakacje kredytowe masz na utrzymaniu co najmniej 3 dzieci, które
- nie ukończyły 18. roku życia,
- nie ukończyły 25. roku życia do 30 września – jeśli Twoje dziecko uczy się w szkole lub studiuje,
- mają orzeczenie o umiarkowanym albo znacznym stopniu niepełnosprawności (niezależnie od tego, ile mają lat).
Ważne!
Dzieci, które masz na utrzymaniu, to również dzieci:
- nad którymi sprawujesz rodzinną pieczę zastępczą,
- dla których jesteś dotychczasową rodziną zastępczą,
- które przebywają w prowadzonym przez Ciebie rodzinnym domu dziecka.
Twoje prawa wynikające z ustawy
Spłatę kredytu hipotecznego możesz zawiesić:
- od 1 czerwca 2024 r. do 31 sierpnia 2024 r. – w wymiarze maksymalnie dwóch miesięcy
- od 1 września 2024 r. do 31 grudnia 2024 r. – w wymiarze maksymalnie dwóch miesięcy.
Możesz skorzystać z wakacji kredytowych jeśli spełniasz wszystkie poniższe warunki:
- Twoja umowa kredytowa została zawarta przed 1 lipca 2022 r.
- Twój kredyt hipoteczny jest w złotych polskich.
- Zakupiona nieruchomość służy zaspokojeniu Twoich potrzeb mieszkaniowych (czyli mieszkasz w tym lokalu).
Na czym to polega?
Jeśli korzystasz z wakacji kredytowych, czyli zawieszasz spłatę kredytu, przedłużamy całkowity okres kredytowania, dokładnie o liczbę miesięcy, w których zawieszasz spłatę. Na koniec Twojego okresu kredytowania będziesz musiał spłacić wszystkie zawieszone teraz raty. Pamiętaj, że trudno w tej chwili określić poziom stóp procentowych, które będą obowiązywać na końcu okresu kredytowania. Oprocentowanie kredytu może zatem być wyższe niż bieżące.
Wakacje kredytowe dotyczą zarówno części kapitałowej, jak i odsetkowej kredytu. Terminy na spłatę rat zostaną przedłużone bez żadnych dodatkowych kosztów.
Zawieszenie spłaty kredytu zostanie odnotowane w Biurze Informacji Kredytowej.
Jakie są korzyści i ryzyka?
CO ZYSKUJESZ?
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JAKIE SĄ RYZYKA?
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Możliwość czasowego zawieszenia spłaty kredytu hipotecznego.
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Twój okres kredytowania wydłuża się – zawieszone teraz raty, będziesz musiał spłacić na koniec okresu kredytowania.
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W okresie zawieszenia spłaty kredytu odsetki od kredytu nie są naliczane.
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W tej chwili trudno określić poziom stóp procentowych, które będą obowiązywać na końcu okresu kredytowania. Oprocentowanie kredytu może być wówczas wyższe niż bieżące.
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Wakacje kredytowe dotyczą zarówno części kapitałowej, jak i odsetkowej kredytu.
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Zawieszenie spłaty kredytu zostanie odnotowane w Biurze Informacji Kredytowej.
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Ryzyko wzrostu stóp procentowych
Kredyt hipoteczny zawierasz na długi czas. Poziom stóp procentowych, określających wysokość raty, w trakcie trwania umowy kredytu może podlegać zmianom. Niesie to ze sobą ryzyko, że w przypadku wzrostu stóp procentowych Twoja rata kredytu zmieni się znacząco, w sposób istotnie wpływający na Twoje możliwości finansowe.
Zachęcamy do zapoznania się z historycznymi danymi dotyczącymi wysokości stóp procentowych i wskaźników referencyjnych takich jak WIBOR 3M. Analiza ta może być pomocna, nie stanowi jednak gwarancji, że w przyszłości stopa procentowa będzie kształtować się według podobnych trendów. Przykładowo, poziom stawki WIBOR 3M, stanowiącej składową oprocentowania zmiennego, wynosił w 2021 r. 0,21%, podczas gdy 15 lat wcześniej wynosił około 20%.
Wykres notowań wskaźnika referencyjnego - stawki WIBOR 3M w latach 2010-2023r.
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)
źródło: www.bankier.pl
Dodatkowe wyjaśnienia pojęć, których używamy
Dochód – Twoje przychody z miesiąca:
- który poprzedza miesiąc złożenia przez Ciebie wniosku o wakacje kredytowe lub
- w którym składasz wniosek o wakacje kredytowe – jeśli utracisz dochód.
Aby wyliczyć dochód, pomniejsz swoje miesięczne przychody o:
1) podatek dochodowy od osób fizycznych i koszty uzyskania przychodu,
2) składki na ubezpieczenie zdrowotne,
3) kwotę alimentów, które płacisz na rzecz innych osób.
Gospodarstwo domowe – gospodarstwo, które tworzysz:
- samodzielnie (jednoosobowe gospodarstwo domowe) lub
- wspólnie z innymi osobami, które na stałe z Tobą mieszkają (wieloosobowe gospodarstwo domowe).
Szczegółowe definicje pojęć znajdziesz w Ustawie z dnia 12 marca 2004 r. o pomocy społecznej.
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Podstawa prawna
Ustawia z dnia 12 marca 2004 r. o pomocy społecznej:
Art. 8 ust. 3 – „Dochód to suma miesięcznych przychodów z miesiąca poprzedzającego złożenie wniosku lub w przypadku utraty dochodu z miesiąca, w którym wniosek został złożony, bez względu na tytuł i źródło ich uzyskania, jeżeli ustawa nie stanowi inaczej, pomniejszoną o:
- miesięczne obciążenie podatkiem dochodowym od osób fizycznych i koszty uzyskania przychodu;
- składki na ubezpieczenie zdrowotne określone w przepisach o świadczeniach opieki zdrowotnej finansowanych ze środków publicznych oraz ubezpieczenia społeczne określone w odrębnych przepisach;
- kwotę alimentów świadczonych na rzecz innych osób.”
Natomiast w myśl art. 8 ust. 4 ustawy o pomocy społecznej do dochodu ustalonego zgodnie z ust. 3 nie wlicza się:
- jednorazowego pieniężnego świadczenia socjalnego;
- zasiłku celowego;
- pomocy materialnej mającej charakter socjalny albo motywacyjny, przyznawanej na podstawie przepisów o systemie oświaty;
- wartości świadczenia w naturze;
- świadczenia przysługującego osobie bezrobotnej na podstawie przepisów o promocji zatrudnienia i instytucjach rynku pracy z tytułu wykonywania prac społecznie użytecznych;
- świadczenia pieniężnego, o którym mowa w ustawie z dnia 20 marca 2015 r. o działaczach opozycji antykomunistycznej oraz osobach represjonowanych z powodów politycznych (Dz. U. z 2023 r. poz. 388), i pomocy pieniężnej, o której mowa w art. 19 ust. 2 ustawy z dnia 24 stycznia 1991 r. o kombatantach oraz niektórych osobach będących ofiarami represji i okresu powojennego (Dz. U. z 2022 r. poz. 2039), w art. 7a ust. 2 ustawy z dnia 2 września 1994 r. o świadczeniu pieniężnym i uprawnieniach przysługujących żołnierzom zastępczej służby wojskowej przymusowo zatrudnianym w kopalniach węgla, kamieniołomach, zakładach md uranu i batalionach budowlanych (Dz. U. z 2021 r. poz. 1774), w art. 5a ust. 2 ustawy z dnia 31 maja 1996 r. o osobach deportowanych do pracy przymusowej oraz osadzonych w obozach pracy przez III Rzeszę i Związek Socjalistycznych Republik Radzieckich (Dz. U. z 2021 r. poz. 1818), w art. 10a ust. 2 ustawy z dnia 16 listopada 2006 r. o świadczeniu pieniężnym i uprawnieniach przysługujących cywilnym niewidomym ofiarom działań wojennych (Dz. U. z 2021 r. poz. 1820) oraz w art. 10 ust. 2 ustawy z dnia 20 marca 2015 r. o działaczach opozycji antykomunistycznej oraz osobach represjonowanych z powodów politycznych;
- dochodu z powierzchni użytków rolnych poniżej 1 ha przeliczeniowego;
- świadczenia wychowawczego, o którym mowa w ustawie z dnia 11 lutego 2016 r. o pomocy państwa w wychowywaniu dzieci (Dz. U. z 2022 r. poz. 1577 i 2140);
- świadczenia pieniężnego, o którym mowa w art. 8a ust. 1 ustawy z dnia 7 września 2007 r. o Karcie Polaka (Dz. U. z 2023 r. poz. 192);
- świadczenia pieniężnego przyznawanego na podstawie art. 9 ustawy z dnia 22 listopada 2018 r. o grobach weteranów walk o wolność i niepodległość Polski (Dz. U. poz. 2529);
- nagrody specjalnej Prezesa Rady Ministrów przyznawanej na podstawie art. 31a ustawy z dnia 8 sierpnia 1996 r. o Radzie Ministrów (Dz. U. z 2022 r. poz. 1188);
- pomocy finansowej przyznawanej repatriantom, o której mowa w ustawie z dnia 9 listopada 2000 r. o repatriacji (Dz. U. z 2022 r. poz. 1105);
- środków finansowych przyznawanych w ramach działań podejmowanych przez organy publiczne, mających na celu poprawę jakości powietrza lub ochronę środowiska naturalnego;
- zwrotu kosztów, o których mowa w art. 39a ust. 1 ustawy z dnia 14 grudnia 2016 r. - Prawo oświatowe (Dz. U. z 2021 r. poz. 1082, z późn. zm. 5 );
- rodzinnego kapitału opiekuńczego, o którym mowa w ustawie z dnia 17 listopada 2021 r. o rodzinnym kapitale opiekuńczym (Dz. U. poz. 2270 oraz z 2022 r. poz. 2140);
- dofinansowania obniżenia opłaty rodzica za pobyt dziecka w żłobku, klubie dziecięcym lub u dziennego opiekuna, o którym mowa w art. 64c ust. 1 ustawy z dnia 4 lutego 2011 r. o opiece nad dziećmi w wieku do lat 3 (Dz. U. z 2023 r. poz. 204);
- kwotę dodatku energetycznego, o którym mowa w art. 5c ustawy z dnia 10 kwietnia 1997 r. - Prawo energetyczne (Dz. U. z 2022 r. poz. 1385, z późn. zm. 6 );
- kwotę dodatku osłonowego, o którym mowa w art. 2 ust. 1 ustawy z dnia 17 grudnia 2021 r. o dodatku osłonowym (Dz. U. z 2023 r. poz. 169 i 295);
- kwoty dodatku węglowego, o którym mowa w art. 2 ust. 1 ustawy z dnia 5 sierpnia 2022 r. o dodatku węglowym (Dz. U. z 2023 r. poz. 141 i 295);
- kwotę dodatku dla gospodarstw domowych z tytułu wykorzystywania niektórych źródeł ciepła, o którym mowa w art. 1 pkt 2 ustawy z dnia 15 września 2022 r. o szczególnych rozwiązaniach w zakresie niektórych źródeł ciepła w związku z sytuacją na rynku paliw (Dz. U. poz. 1967, z późn. zm.
- kwoty dodatku elektrycznego, o którym mowa w art. 27 ust. 1 ustawy z dnia 7 października 2022 r. o szczególnych rozwiązaniach służących ochronie odbiorców energii elektrycznej w 2023 roku oraz w 2024 roku w związku z sytuacją na rynku energii elektrycznej (Dz. U. z 2023 r. poz. 269 i 295).
Zgodnie z art. 8 ust. 5 W stosunku do osób prowadzących pozarolniczą działalność gospodarczą:
- opodatkowaną podatkiem dochodowym od osób fizycznych na zasadach określonych w przepisach o podatku dochodowym od osób fizycznych - za dochód przyjmuje się przychód z tej działalności pomniejszony o koszty uzyskania przychodu, obciążenie podatkiem należnym określonym w przepisach o podatku dochodowym od osób fizycznych i składkami na ubezpieczenie zdrowotne określonymi w przepisach o świadczeniach opieki zdrowotnej finansowanych ze środków publicznych, związane z prowadzeniem tej działalności oraz odliczonymi od dochodu składkami na ubezpieczenia społeczne niezaliczonymi do kosztów uzyskania przychodów, określonymi w odrębnych przepisach, z tym że dochód ustala się, dzieląc kwotę dochodu z działalności gospodarczej wykazanego w zeznaniu podatkowym złożonym za poprzedni rok kalendarzowy przez liczbę miesięcy, w których podatnik prowadził działalność, a jeżeli nie prowadził działalności, za dochód przyjmuje się kwotę zadeklarowaną w oświadczeniu tej osoby;
- opodatkowaną na zasadach określonych w przepisach o zryczałtowanym podatku dochodowym od niektórych przychodów osiąganych przez osoby fizyczne - za dochód przyjmuje się kwotę zadeklarowaną w oświadczeniu tej osoby.
Co zrobić, żeby skorzystać z wakacji kredytowych?
- Pobierz i wypełnij wniosek.
- Złóż wniosek przez:
- bankowość elektroniczną
- w placówce naszego Banku.
Wniosek o zawieszenie spłaty kredytu może złożyć jeden Kredytobiorca.
Alternatywnie możesz również złożyć wniosek:
- drogą korespondencyjną (listownie) na adres Banku Spółdzielczego w Nidzicy, ul. Mickiewicza 3, 13-100 Nidzica z dopiskiem: "Wakacje kredytowe"
- za pośrednictwem email na adres: seketariat@bsnidzica.pl. Załączony do maila wniosek musi być podpisany podpisem kwalifikowanym lub za pośrednictwem profilu zaufanego ePUAP: https://epuap.login.gov.pl.
Uprzejmie informujemy, że:
- Bank realizuje wnioski kredytowe składane przed terminem i w dniu przypadającym na spłatę kredytu.
- W przypadku złożenia wniosku o wakacje kredytowe przed dniem lub w dniu przypadającym na spłatę raty Twojego kredytu hipotecznego może się zdarzyć, że rata zostanie pobrana. Potrzebujemy czasu na rozpatrzenie Twojego wniosku o wakacje kredytowe. W ciągu kilku dni zwrócimy na Twój rachunek pobraną ratę kredytu. Przepraszamy i prosimy o wyrozumiałość.
- UWAGA: w przypadku wniosków składanych pocztą tradycyjną (listownie) wiążąca jest data doręczenia do Banku wniosku o wakacje kredytowe, a nie data wysłania wniosku do Banku.
Przekażemy Ci także szczegółową informację opisującą ryzyka związane z kredytem zabezpieczonym hipotecznie.