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Okręgowa Stacja Chemiczno-Rolnicza w Koszalinie ogłasza postępowanie o udzielenie zamówienia publicznego prowadzone w trybie podstawowym bez negocjacji o wartości zamówienia mniejszej niż progi unijne, o jakich stanowi art. 3 ustawy z 11 września 2019 r. - Prawo zamówień publicznych (Dz. U. z 2021 r. poz. 1129 z późn. zm.) – dalej „PZP” , na roboty budowlane pn.
„Przebudowa dachu” budynku OSChR w Koszalinie przy ul.Partyzantów 7-9
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W związku z rozprzestrzenianiem się koronawirusa SARS-Cov-2 wywołującego chorobę COVID-19 Okręgowa Stacja Chemiczno-Rolnicza w Koszalinie, zgodnie z zaleceniami wprowadza następujące środki bezpieczeństwa dla Klientów oraz Pracowników:
- preferowany sposób dostarczenia próbek do badań pocztą lub przesyłką kurierską,
- płatność za wykonanie usług wyłącznie przelewem,
- wyniki badań wysyłane wyłącznie pocztą tradycyjną lub elektroniczną, odbiór osobisty tylko w szczególnych przypadkach, po uprzednim uzgodnieniu z pracownikiem Stacji,
- przyjmowanie wniosków w ramach Ogólnopolskiego programu regeneracji środowiskowej gleb poprzez ich wapnowanie wyłącznie drogą pocztową.
Wszelkich informacji udzielamy pod numerami telefonów:
- próbki z upraw rolniczych 94 343-90-16; 664-417-464,
- próbki z upraw sadowniczych, ogrodniczych, inne 94 343-90-15; 572-030-744,
- w sprawie wniosków dot. wapnowania gleb 94 343-90-07; 501-643-298,
- sekretariat 94 343-40-38,
- e-mail: Ten adres pocztowy jest chroniony przed spamowaniem. Aby go zobaczyć, konieczne jest włączenie w przeglądarce obsługi JavaScript.
- nasz nr konta do wpłat konto NBP O/O Szczecin nr:
53 1010 1599 0194 5122 3100 0000
W trosce o nasze wspólne zdrowie liczymy na Państwa wyrozumiałość, za wszelkie niedogodności uprzejmie przepraszamy.
Informacja z dnia 24.01.2021 r.
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„Europejski Fundusz Rolny na rzecz Rozwoju Obszarów Wiejskich: Europa inwestująca w obszary wiejskie”
Gwarancja spłaty kredytu
z Funduszu Gwarancji Rolnych wraz z dopłatą do oprocentowania
Zachęcamy: gospodarstwa rolne (producentów produkcji podstawowej) i przedsiębiorstwa przetwórstwa rolno-spożywczego (MŚP) do skorzystania ze wsparcia Funduszu Gwarancji Rolnych w dostępie do finansowania poprzez zabezpieczenie kredytu oraz zwrot kosztu części lub całości odsetek od kredytu obrotowego objętego tą gwarancją (tzw.dopłata do oprocentowania kredytu obrotowych).
Podstawowe informacje o gwarancji i dopłacie
Cel gwarancji: zabezpieczenie spłaty kredytu
Zakres gwarancji: do 80% kwoty kredytu
Maksymalna kwota gwarancji: 5 mln zł (rolnik) albo 10 mln zł (przetwórca),
Okres gwarancji:
kredyty obrotowe odnawialne: 39 miesięcy
kredyty obrotowe nieodnawialne: 51 miesięcy
kredyty inwestycyjne: 183 miesiące albo 120 miesięcy (dla pomocy de minimis)
Wysokość prowizji: gwarancja bezpłatna
Wniosek o gwarancję składany jest razem z wnioskiem o kredyt w banku kredytującym.
Po więcej informacji zapraszamy na stronę:
https://www.gov.pl/web/rolnictwo/fundusz-gwarancji-rolnych
lub https://www.bgk.pl/przedsiebiorstwa/gwarancja-splaty-kredytu-z-fgr/
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Informacja z dnia 27.08.2020 r.
Szanowni Państwo,
![](/autoinstalator/joomla/images/mojepliki/e_bazarek_do_rolnika.jpg)
Informacja z dnia 26.06.2020 r.
_____________________________________________________________________________________________
_____________________________________________________________________________________________
Szanowni Klienci
![](/autoinstalator/joomla/images/mojepliki/Plakat_A4.jpg)
Informacja z dnia 04.12.2019 r.
_____________________________________________________________________________________________
Szanowni Klienci
Aktualne szczegółowe informacje dotyczące Ogólnopolskiego programu regeneracji środowiskowej gleb poprzez wapnowanie wraz z wymaganymi DOKUMENTAMI i instrukcjami uzyskają Państwo pod adresem
www.schr.gov.pl
Informacja z dnia 29.07.2019 r.
_____________________________________________________________________________________________
Szanowni Klienci
AKTUALNIE PROPONUJEMY BADANIE MATERIAŁU ROŚLINNEGO
kukurydza, ziemniaki
Termin poboru próbek liści kukurydzy:
a) w pełni rozwinięte liście - rośliny w wysokości 40-60 cm,
b) liść kolbowy na początku kwitnienia,
c) ok. 300 g materiału świeżego.
Termin poboru próbek liści ziemniaka:
a) najmłodsze w pełni rozwinięte liście,
b) na początku kwitnienia,
c) przy ocenie zawartości Fe pobiera się najmłodsze w pełni rozwinięte liście przy wysokości roślin 30 cm,
d) ok. 300 g materiału świeżego.
Ceny wybranych badań materiału roślinnego dla potrzeb doradztwa rolniczego:
Lp.
|
Nazwa usługi
|
Cena (brutto) za 1 próbę
|
1
|
Oznaczania zawartości: azotu, fosforu, potasu, wapnia, magnezu w częściach wskaźnikowych do dolistnego dokarmiania
|
83,73 SZCZEGÓLNIE POLECAMY
|
2
|
Oznaczania zawartości: azotu, fosforu, potasu, wapnia, magnezu + 1 mikroelementu (cynk, miedź, mangan, żelazo) w częściach wskaźnikowych do dolistnego dokarmiania
|
99,97
|
3
|
Oznaczania zawartości: azotu, fosforu, potasu, wapnia, magnezu, siarki lub boru w częściach wskaźnikowych do dolistnego dokarmiania
|
146,84
|
4
|
Oznaczania zawartości: azotu, fosforu, potasu, wapnia, magnezu, siarki lub boru, cynku, miedzi, manganu, żelaza w częściach wskaźnikowych do dolistnego dokarmiania
|
168,71
|
5
|
Oznaczania zawartości: azotu, fosforu, potasu, wapnia, magnezu, siarki lub boru + 1 mikroelementu (cynk, mangan, żelazo, miedź) w częściach wskaźnikowych do dolistnego dokarmiania
|
155,58
|
6
|
Oznaczania zawartości: azotu, fosforu, potasu, wapnia, magnezu + 4 mikroelementów (cynk, miedź, żelazo, mangan) w częściach wskaźnikowych do dolistnego dokarmiania
|
155,58
|
7
|
Oznaczania zawartości: azotu, fosforu, potasu, wapnia, magnezu, boru, siarki, cynku, miedzi, manganu, żelaza w częściach wskaźnikowych do dolistnego dokarmiania
|
237,44
|
Informacja z dnia 21.05.2019 r.
____________________________________________________________________________________________________________________________________________________________________
Szanowni Klienci
PROGRAM AZOTANOWY - wymogi, przykłady, niezbędne dane
Informujemy, że z dniem 1 stycznia 2019 r. weszły w życie obowiązki wynikające
z „Programu azotanowego”.
Niezbędne informacje znajdziecie Państwo tutaj "Program azotanowy" - do pobrania
Informacja z dnia 14.01.2019 r.
_________________________________________________________________________________________
Szanowni Klienci
![](/autoinstalator/joomla/images/mojepliki/Na-stronk.jpg)
Informacja z dnia 29.08.2018 r.
___________________________________________________________________________________________________________________
AKTUALNIE PROPONUJEMY BADANIE AZOTU MINERALNEGO Nmin W GLEBIE
(instrukcja pobierania próbek znajduje się w zakładce "Instrukcje i druki").
Istnieje możliwość wypożyczenia sprzętu do poboru próbek glebowych oraz plastikowych i kartonowych pudełek - OSChR Koszalin ul. Partyzantów 7-9
W celu ustalenia ilości i wielkości dawek azotu przed rozpoczęciem produkcji (uprawy), a tym samym optymalizacji nawożenia roślin tym składnikiem, winno się badać grunty orne na zawartość azotu mineralnego ( określany jako Nmin).
Próbki do badań pobierane są głównie wiosną z dwóch warstw gleby (0-30cm, 30-60 cm).
Straty azotu mogą wynosić nawet 30-50%, dlatego ustalanie dawek nawożenia azotem winno odbywać się na podstawie aktualnych wyników badań zawartości azotu mineralnego w glebie.
Ceny wybranych badań gleb dla potrzeb doradztwa rolniczego :
Lp.
|
Badania - przykładowe
|
Cena brutto w złotych
|
1.
|
Badanie gleb rolniczych i sadowniczych (pH, P2O5, K2O, Mg)
|
13,12/ próbkę
|
2.
|
Badanie gleb rolniczych i sadowniczych (pH, P2O5, K2O, Mg) wraz z ustalenie zalecanej dawki wapna
|
15,25/ próbkę
|
3.
|
Badanie azotu mineralnego z poziomu 0-30cm, 30-60 cm
|
28,12/ próbkę
za 2 poziomy łącznie
|
4.
|
Oznaczenie próchnicy: gleba mineralna
_________________________________________________________________
gleba organiczna
|
34,36/próbkę*
40,61/ próbkę
___________________
49,99/próbkę*
59,36/ próbkę
|
5.
|
Analiza gleby na zawartość mikroelementów (Cu, Zn, Fe, Mn)
|
34,99/ próbkę
|
6.
|
Analiza gleby na zawartość mikroelementów(B, Cu, Zn, Fe, Mn)
|
52,48/ próbkę
|
7.
|
Oznaczenie siarki siarczanowej metodą nefelometryczną
|
46,86/ próbkę
|
8.
|
Badanie podłoży ogrodniczych (pH, zasolenie, NNO3, P, K, Ca, Mg, Cl)
|
52,48/ próbkę
|
9.
|
Zalecenie nawozowe w formie broszury
|
8,75 szt.
|
10.
|
Zalecenia nawozowe dla potrzeb ogrodniczych, sadowniczych
|
18,75 szt.
|
*w przypadku oznaczania makro lub mikroelementów
Informacja z dnia 09.02.2018 r.
__________________________________________________________________________________________________________________
Informacja z dnia 20.09.2017
_____________________________________________________________________________________________________________________
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