Środa, 5 sierpnia 2015 r. Oswalda, Marii i Mariana
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Informacja o wyborze najkorzystniejszej oferty - Kurs kwalifikacji wstępnej przyspieszonej w zakresie kategorii C Zamieszczono: 2015-07-27 13:26:51

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INFORMACJA O WYBORZE NAJKORZYSTNIEJSZEJ OFERTY

DOTYCZY USŁUGI ORGANIZACJI I PRZEPROWADZENIA SZKOLENIA ZAWODOWEGO "KURS KWALIFIKACJI WSTĘPNEJ PRZYSPIESZONEJ W ZAKRESIE KATEGORII C" W RAMACH PROJEKTU "SCHEMATOM STOP! WSPÓLNE DZIAŁANIA INSTYTUCJI POMOCY SPOŁECZNEJ I INSTYTUCJI RYNKU PRACY - PILOTAŻ"



ZAMAWIAJĄCY:
Powiatowy Urząd Pracy
ul. Zamoyskiego 70
23-300 Janów Lubelski


Po ogłoszeniu zapytania ofertowego w wymaganym terminie do siedziby Zamawiającego wpłynęły następujące oferty:

Nr oferty

Nazwa

Adres

Data wpłynięcia oferty


AUTO KOLOR Tylus Zygmunt

ul. 3 Maja 7

23-300 Janów Lubelski

27.07.2015r. godz. 9.25


Oferta jest ważna, spełnia wszystkie wymagania określone w opisie przedmiotu zamówienia. Cena oferty - 5 600,00 zł. brutto.

Nabór kandydatów na szkolenie w zakresie ,,Technika komputerowa w księgowości Zamieszczono: 2015-07-27 12:22:09

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

OGŁOSZENIE

W ramach projektu pt. "Aktywizacja osób młodych pozostających bez pracy w powiecie janowskim (I)" współfinansowanego ze środków Europejskiego Funduszu Społecznego w ramach Programu Operacyjnego wiedza Edukacja Rozwój 2014-2020, Oś priorytetowa I Osoby młode na rynku pracy, Działanie 1.1 Wsparcie osób młodych pozostających bez pracy na regionalnym rynku pracy - projekty pozakonkursowe, Poddziałanie 1.1.1 Wsparcie udzielane z Europejskiego Funduszu Powiatowy Urząd Pracy w Janowie Lubelskim prowadzi nabór kandydatów na szkolenie grupowe dla 16 osób bezrobotnych zarejestrowanych w PUP Janów Lubelski, w zakresie:

,,Technika komputerowa w księgowości"

Warunki uczestnictwa:

- osoby zarejestrowane w PUP i posiadające odpowiedni profil pomocy,

- kobiety bezrobotne w wieku 15-29 lat, które nie pracują, nie uczestniczą w kształceniu formalnym w trybie stacjonarnym rozumianym jako kształcenie w formach szkolnych w trybie dziennym oraz nie szkoliły się w okresie ostatnich 4 tygodni ze środków publicznych,

- wykształcenie minimum średnie.

Bliższe informacje-I piętro, pokój nr 9

Informacja o wyborze oferty najkorzystniejszej - dotyczy korepetycji z języka angielskiego Zamieszczono: 2015-07-24 07:49:38
Informacja o wyborze oferty najkorzystniejszej - dotyczy korepetycji z matematyki Zamieszczono: 2015-07-23 12:25:14
Informacja o wyborze oferty najkorzystniejszej - dotyczy korepetycji z chemii Zamieszczono: 2015-07-22 12:58:02