Nabór na członków komisji konkursowej do oceny ofert na realizację zadań 

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Nabór na członków komisji konkursowej do oceny ofert na realizację zadań 

z zakresu kultury, sztuki, ochrony dóbr kultury i dziedzictwa narodowego oraz podtrzymywania i upowszechniania tradycji narodowej, pielęgnowania polskości oraz rozwoju świadomości narodowej, obywatelskiej i kulturowej.

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 z zakresu kultury, sztuki, ochrony dóbr kultury i dziedzictwa narodowego oraz podtrzymywania i upowszechniania tradycji narodowej, pielęgnowania polskości oraz rozwoju świadomości narodowej, obywatelskiej i kulturowej ogłoszony Zarządzeniem nr 1/2026 Prezydenta Miasta Kutno w dniu 9 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 2025 r. poz. 1691 t.j.) dotyczące wyłączenia pracownika”.

Zgłoszenia członków do komisji konkursowej NALEŻY DOKONAĆ, poprzez przesłanie skanu pisma podpisanego przez osobę/y upoważnioną/e do dnia 23 stycznia 2026 r. na adres mailowy: a [dot] lewandowskaat[1]um [dot] kutno [dot] pl (a[dot]lewandowska[at]um[dot]kutno[dot]pl), tel. 24 253 12 19.


Adres źródłowy: https://um.kutno.pl/komunikat/nabor-na-czlonkow-komisji-konkursowej-do-oceny-ofert-na-realizacje-zadan

Załączniki
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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==