ZURAD już od 2006 roku świadczy usługi legalizacji przyrządów do pomiaru prędkości w ruchu drogowym. Punkt legalizacyjny realizuje swoje usługi na podstawie decyzji prezesa Głównego Urzędu Miar o numerze UPL 49/2018.
Aktualnie świadczymy usługi legalizacji urządzeń:
Oferujemy wykonanie legalizacji pierwotnej dla nowych urządzeń, ponownej (ważność 13 miesięcy), oraz po naprawie urządzenia.
![](https://zurad.com.pl/wp-content/uploads/2021/07/legalizacja_videorapid2A_DSC_0231.jpg)
Podczas każdej usługi legalizacji, podczas pomiarów w warunkach drogowych, obecni są również upoważnieni pracownicy Okręgowego Urzędu Miar, sprawdzający i formalnie potwierdzający poprawność wszystkich wykonywanych czynności. Po zakończeniu procesu legalizacji urządzenie otrzymuje zestaw aktualnych cech legalizacyjnych (naklejki z hologramem) oraz aktualne świadectwo legalizacji na okres 1 roku.
Przykładowy wzór wizerunku cechy legalizacji:
![Wizerunek cechy legalizacji. W tarczy litery PL, po bokach cyfry 2 i 1.](data:image/png;base64,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)
![Wizerunek cechy legalizacji: w szlaczkowym obramowaniu cyfry 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)
![Wizerunek cechy legalizacji: w szlaczkowym obramowaniu rzymska cyfra 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)
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