Nabór do komisji konkursowej

plakat wydarzenia [0]

Nabór na członków komisji konkursowej do oceny ofert na realizację zadań z zakresu POMOCY SPOŁECZNEJ, W TYM POMOCY RODZINOM I OSOBOM W TRUDNEJ SYTUACJI ŻYCIOWEJ ORAZ WYRÓWNYWANIA SZANS TYCH RODZIN I OSÓB

Szanowni Państwo,

Działając na podstawie zapisów Rozdziału 11 Programu współpracy z organizacjami pozarządowymi na rok 2026, zaprasza się do składania kandydatur (członków stowarzyszenia) do komisji konkursowej opiniującej oferty złożone w odpowiedzi na konkurs na realizację zadań publicznych w zakresie POMOCY SPOŁECZNEJ, W TYM POMOCY RODZINOM I OSOBOM W TRUDNEJ SYTUACJI ŻYCIOWEJ ORAZ WYRÓWNYWANIA SZANS TYCH RODZIN I OSÓB, ogłoszony Zarządzeniem nr 21/2026 Prezydenta Miasta Kutno w dniu 30 stycznia 2026 roku.

Zgodnie z zapisami ustawy o działalności pożytku publicznego i o wolontariacie „w skład komisji konkursowej wchodzą osoby wskazane przez organizacje pozarządowe lub podmioty wymienione w art. 3 ust. 3, z wyłączeniem osób wskazanych przez organizacje pozarządowe lub podmioty wymienione w art. 3 ust. 3, biorące udział w konkursie” (art. 15 ust. 2 d).

Art. 15 ust. 2f ww. ustawy wskazuje, że „Do członków komisji konkursowej biorących udział w opiniowaniu ofert stosuje się przepisy ustawy z dnia 14 czerwca 1960r. - Kodeks postępowania administracyjnego (Dz. U. z 2024 r. poz. 572 t.j.) dotyczące wyłączenia pracownika”.

Zgłoszenia członków do komisji konkursowej NALEŻY DOKONAĆ, poprzez przesłanie skanu pisma podpisanego przez osobę/y upoważnioną/e do dnia 17 lutego 2026 r. (wtorek) na adres mailowy: m [dot] mikulskaat[1]um [dot] kutno [dot] pl, tel. 24 253 11 68
 


Adres źródłowy: https://um.kutno.pl/index.php/komunikat/nabor-do-komisji-konkursowej-1

Załączniki
  • [0] https://um.kutno.pldata:image/jpeg;base64,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
  • [1] https://um.kutno.pldata:image/gif;base64,R0lGODlhEAAQAMQAALUSG87ozbVjsNyPG7USlM7o/7USaf/LlLut6c5jG////+ytaf//zLWPzc5jaf/osNz//8XL////6bsSG+z//7sSacUSG8USabtjsLsSlAAAAAAAAAAAAAAAAAAAAAAAACH5BAEHAAoALAAAAAAQABAAAAVooCKOZGmeaIoeQAsQ0MlYAjUuQFNKCWI+kwhpoeMBDIFLYVETSRwFnm4Ge1QKogeGcoCJiAorVnHQDXSiga8bC2/VopnwPHpkIGwebOF1JuZHARYATSRiJ0BCIyxoIwMGYyU4LgA+IyEAOw==