Projekty współfinansowane z Europejskiego Funduszu Rozwoju Regionalnego w ramach projektu pn. „Fundusz Badań i Wdrożeń” realizowanego w ramach:
Osi Priorytetowej 1. Wzmocnienie innowacyjności i konkurencyjności gospodarki regionu,
Działania 1.2 Promowanie inwestycji przedsiębiorstw w badania i innowacje,
Poddziałania 1.2.1 Wsparcie procesów badawczo-rozwojowych Regionalnego Programu Operacyjnego Województwa Kujawsko-Pomorskiego na lata 2014-2020
Opracowanie receptury oraz technologii produkcji pierników z dodatkiem alkoholu na etapie leżakowania.
CELE I EFEKTY REALIZACJI PRZEDSIĘWZIĘCIA
Celem projektu jest opracowanie receptury oraz technologii produkcji pierników z dodatkiem alkoholu na etapie leżakowania.
Efektem realizacji projektu będzie technologia produkcji gotowa do wprowadzenia w obrębie zakładu produkcyjnego.
Opracowanie technologii pozwoli na wprowadzenie nowego produktu na rynek.
Realizacja projektu pozwoli na zakup niezbędnych urządzeń, zakup surowców zlecenie badań zewnętrznych oraz w efekcie uzyskanie technologii produkcji.
Pozwoli to na zrealizowanie prac badawczo rozwojowych w obrębie opracowania nowej technologii.
Manufaktura czekolady. Opracowanie produkcji czekolad ręcznie przygotowywanych z wykorzystaniem różnego rodzaju surowców.
CELE I EFEKTY REALIZACJI PRZEDSIĘWZIĘCIA
Celem projektu jest opracowanie technologii produkcji czekolad ręcznie przygotowywanych z wykorzystaniem różnego rodzaju surowców.
Efektem realizacji projektu będzie technologia produkcji gotowa do wprowadzenia w obrębie zakładu produkcyjnego.
Opracowanie technologii ręcznego wytwarzania czekolady pozwoli na wprowadzenie nowego produktu na rynek.
Realizacja projektu pozwoli na zakup niezbędnych urządzeń, zakup surowców zlecenie badań zewnętrznych oraz w efekcie uzyskanie technologii produkcji.
Pozwoli to na zrealizowanie prac badawczo rozwojowych w obrębie opracowania nowej technologii
Opracowanie receptury oraz technologii produkcji kremu do wafli oraz pierników wzbogaconych o witaminy D i K..
CELE I EFEKTY REALIZACJI PRZEDSIĘWZIĘCIA
Celem projektu jest opracowanie receptury oraz technologii produkcji kremu do wafli i pierników z dodatkiem witamin D i K. Efektem realizacji projektu będzie technologia produkcji gotowa do wprowadzenia w obrębie zakładu produkcyjnego.
Opracowanie technologii pozwoli na wprowadzenie nowego produktu na rynek.
Realizacja projekt pozwoli na zakup niezbędnych urządzeń, zakup surowców zlecenie badań zewnętrznych oraz w efekcie uzyskanie technologii produkcji.
Pozwoli to na zrealizowanie prac badawczo rozwojowych w obrębie opracowania nowej technologii.
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)
Projekt współfinansowany z Europejskiego Funduszu Rozwoju Regionalnego w ramach Programu Operacyjnego Inteligentny Rozwój (PO IR):
Oś Priorytetowa III Wsparcie innowacji w przedsiębiorstwach,
Działania 3.2 Wsparcie wdrożeń wyników prac B+R,
Poddziałania 3.2.2 Kredyt na innowacje technologiczne
Projekt współfinansowany z Europejskiego Funduszu Rozwoju Regionalnego w ramach Programu Operacyjnego Inteligentny Rozwój (PO IR):
Oś Priorytetowa III Wsparcie innowacji w przedsiębiorstwach,
Działania 3.2 Wsparcie wdrożeń wyników prac B+R,
Poddziałania 3.2.2 Kredyt na innowacje technologiczne
Wdrożenie innowacyjnej metody produkcji wyrobów nadziewanych.
CELE I EFEKTY REALIZACJI PRZEDSIĘWZIĘCIA
Celem projektu jest wprowadzenie nowego rodzaju pierników nadziewanych.