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)
Struktūrinių reformų ir kitų į viešosios politikos pokyčius orientuotų sisteminių darbų įgyvendinimui neretai pritrūksta sisteminio požiūrio į atliekamas veiklas, siekiamo tikslo identifikavimo, įsigilinimo į veiklos kokybę. Taip pat iššūkiu tampa rezultato nustatymas ir siekiamo rezultato matavimas, kaip atlikti vieną ar kitą veiklą efektyviau, kokybiškiau ir greičiau.
Siekiant sukurti viešojo sektoriaus veiklos valdymo sistemą leidžiančią nuolat gerinti vykdomų funkcijų kokybę, efektyviau tenkinti visuomenės ir kitų suinteresuotų šalių poreikius, efektyviau organizuoti valstybinio sektoriaus, savivaldos įstaigų veiklą, pradedamas įgyvendinti iš Europos Sąjungos struktūrinių fondų dalinai finansuojamas projektas - „Paslaugų ir asmenų aptarnavimo kokybės gerinimas Akmenės rajono savivaldybėje“.
Projektu siekiama gerinti Akmenės rajone gyvenančių asmenų aptarnavimo viešojo valdymo institucijose kokybę ir didinti teikiamų paslaugų prieinamumą visuomenei diegiant LEAN metodologiją, sufokusuojant jos poveikį į socialinių ir švietimo paslaugų gerinimą.
Projekto apimtyje diegiami LEAN metodai:
- Asaichi (siekiama nustatyti individualius kokybinius rodiklius, orientuotus į problemų šalinimą ir strateginių tikslų pasiekimą, kontroliuoti šių rodiklių pasiekimą, laiku identifikuoti ir šalinti problemas);
- VSM Vertės srauto žemėlapis (siekiama išanalizuoti organizacijos vykdomus procesus, nustatyti vertę kuriančius ir vertės nekuriančius žingsnius);
- VACA (siekiama išanalizuoti ir optimizuoti organizacijos vykdomus procesus);
- PDCA (siekiama tobulinti veiklą, surasti esmines problemos atsiradimo priežastis ir numatyti veiksmus joms pašalinti);
- Standartizuotas darbas (siekiama nustatyti geriausią praktiką, kaip atlikti konkretų darbą);
- Kaizen (siekiama panaudoti visą darbuotojų potencialą organizacijos tobulėjimui).
Projekto pradžia – 2020-03
Projekto pabaiga- 2021-10
Projekto vertė - 291.256,12 Eur, iš jų: 247.567,70 ES struktūrinių fondų lėšos ir 43.688,42 Eur SB lėšos.
Projekto dalyviai:
- Akmenės rajono savivaldybės administracija;
- Socialinių paslaugų įstaigos: Akmenės rajono socialinių paslaugų namai ir Akmenės rajono paramos šeimai centras.
- Švietimo įstaigos: Akmenės rajono Papilės Simono Daukanto gimnazija, Akmenės rajono Ventos gimnazija, Akmenės rajono Akmenės gimnazija, Akmenės rajono Kruopių pagrindinė mokykla, Akmenės rajono Dabikinės Vladimiro Zubovo mokykla, Naujosios Akmenės „Saulėtekio“ progimnazija, Naujosios Akmenės Ramučių gimnazija, Akmenės rajono jaunimo ir suaugusiųjų švietimo centras, Naujosios Akmenės vaikų lopšelis darželis „Atžalynas“, Naujosios Akmenės vaikų lopšelis darželis „Buratinas“ (po rugsėjo 1 d. abu darželiai bus sujungti ir pavadinti Naujosios Akmenės ikimokyklinio ugdymo mokykla), Akmenės rajono Sporto centras, Akmenės rajono Ventos muzikos mokykla, Naujosios Akmenės muzikos mokykla (rugpjūčio 15d. abi muzikos mokyklos bus sujungtos ir vadinsis Akmenės rajono meno mokykla).
Projekto LEAN metodų diegimą įgyvendina ūkio subjektų grupė:
- UAB „Efektyvi vadyba“;
- UAB „TOC“ sprendimai.
Projekto LEAN metodų diegimo vadovas – UAB „Efektyvi vadyba“ direktorius Rokas Milovanovas.