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Naprawy gwarancyjne. Rezerwy zostały oszacowane z uwzględnieniem statystycznej usterkowości sprzedawanych
produktów w okresie historycznym. Rezerwę tworzy się w ciężar kosztów sprzedaży.
Bonusy dla odbiorców. Rezerwy zostały oszacowane w wysokości zobowiązań Spółki m.in. z tytułu umów zawartych
z odbiorcami wyrobów i towarów sprzedanych w okresie 01.01.2022 r.-30.09.2022 r.
2.9. Rozliczenia międzyokresowe przychodów
Rozliczenia międzyokresowe przychodów, dokonywane są z zachowaniem zasady ostrożności oraz współmierności
przychodów i kosztów. Obejmują w szczególności środki pieniężne otrzymane na dofinansowanie nabycia lub
wytworzenia środków trwałych oraz wartości niematerialnych i prawnych i zwiększają stopniowo, równolegle do
odpisów amortyzacyjnych, pozostałe przychody operacyjne.
2.10. Pozycje wyrażone w walutach obcych
Wyrażone w walutach obcych operacje gospodarcze ujmuje się w księgach rachunkowych na dzień ich
przeprowadzenia odpowiednio po kursie:
faktycznie zastosowanym w tym dniu, wynikającym z charakteru operacji – w przypadku sprzedaży lub kupna walut
oraz zapłaty należności lub zobowiązań;
średnim ogłoszonym dla danej waluty przez NBP z dnia poprzedzającego ten dzień - w przypadku zapłaty należności
lub zobowiązań, jeżeli nie jest zasadne zastosowanie kursu, o którym mowa powyżej, a także w przypadku
pozostałych operacji.
Według kursu faktycznie zastosowanego Spółka wycenia operacje:
sprzedaży walut – wycena wg kursu banku ustalonego przy realizacji operacji,
zakupu walut – wycena wg kursu banku ustalonego przy realizacji operacji,
zapłaty należności – wycena wg kursu kupna banku, w przypadku zapłaty należności realizowanej w walucie
na rachunek prowadzony w PLN,
zapłaty zobowiązania – wycena wg kursu sprzedaży banku, w przypadku zapłaty zobowiązania
realizowanego w walucie obciążającego rachunek prowadzony w PLN,
inne, w wyniku których następuje przewalutowanie – wycena wg uzgodnionego kursu
Według kursu średniego ogłoszonego dla danej waluty przez NBP Spółka wycenia operacje:
zapłaty należności wpływające na rachunek walutowy Spółki prowadzony przez bank,
zapłaty zobowiązania obciążające rachunek walutowy Spółki prowadzony przez bank,
inne, w wyniku których nie następuje przewalutowanie.
Dla obliczenia różnic kursowych powstających na rachunkach bankowych Spółka stosuje metodę FIFO.
Na dzień bilansowy pozycje wyrażone w walutach obcych wycenia się według następujących zasad:
składniki aktywów (z wyłączeniem udziałów w jednostkach podporządkowanych wycenionych metodą
praw własności) – po kursie średnim ustalonym dla danej waluty przez NBP na ten dzień,
składniki pasywów po kursie średnim ustalonym dla danej waluty przez NBP na ten dzień.
Różnice kursowe, dotyczące aktywów i pasywów wyrażonych w walutach obcych, powstałe na dzień ich wyceny oraz przy
zapłacie należności i zobowiązań, jak również sprzedaży walut, zalicza się odpowiednio do przychodów lub kosztów
finansowych. W rachunku zysków i strat, różnice kursowe wykazuje się po skompensowaniu, prezentując wynik z tytułu
różnic kursowych w pozycji – przychodów lub kosztów finansowych.