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)
Udzielone pożyczki
W okresie sprawozdawczym Spółka dominująca udzieliła pożyczek oraz dokonała przedłużenia okresu spłaty
udzielonych pożyczek podmiotom:
Podmioty powiązane:
Pożyczka udzielona na okres 21.11.2014 do 31.12.2021, następnie przedłużona stosownym aneksem do
31.12.2022 w kwocie 70,0 tys. zł Spółce PUG GRENWAY Sp. z o. o. z siedzibą w Katowicach. Oprocentowanie
pożyczki wynosi 8,00% w stosunku rocznym. Saldo pożyczki na dzień bilansowy wynosi 70,0 tys. zł.
Pożyczka udzielona na okres 26.02.2015 do 31.12.2021, następnie przedłużona stosownym aneksem do
31.12.2022 w kwocie 40,0 tys. zł spółce PUG GRENWAY Sp. z o. o. z siedzibą w Katowicach. Oprocentowanie
pożyczki wynosi 8,00% w stosunku rocznym. Saldo pożyczki na dzień bilansowy wynosi 40,0 tys. zł.
Pożyczka udzielona na okres 20.11.2015 do 31.12.2021, następnie przedłużona stosownym aneksem do
31.12.2022 w kwocie 40,0 tys. zł spółce PUG GRENWAY Sp. z o. o. z siedzibą w Katowicach. Oprocentowanie
pożyczki wynosi 8,00% w stosunku rocznym. Saldo pożyczki na dzień bilansowy wynosi 40,0 tys. zł.
Pożyczka udzielona na okres 12.02.2016 do 31.03.2021, następnie przedłużona stosownym aneksem do
31.03.2022 w kwocie 60,0 tys. zł spółce PUG GRENWAY Sp. z o. o. z siedzibą w Katowicach. Oprocentowanie
pożyczki wynosi 7,00% w stosunku rocznym. Saldo pożyczki na dzień bilansowy wynosi 60,0 tys. zł.
Pożyczka udzielona na okres 21.03.2016 do 31.03.2021, następnie przedłużona stosownym aneksem do
31.03.2022 w kwocie 330,0 tys. zł spółce PUG GRENWAY Sp. z o. o. z siedzibą w Katowicach. Oprocentowanie
pożyczki wynosi 7,00% w stosunku rocznym. Saldo pożyczki na dzień bilansowy wynosi 330,0 tys. zł.
Pożyczka udzielona na okres 16.02.2017 do 31.03.2021, następnie przedłużona stosownym aneksem do
31.03.2022 w kwocie 260,0 tys. zł spółce PUG GRENWAY Sp. z o. o. z siedzibą w Katowicach. Oprocentowanie
pożyczki wynosi 7,00% w stosunku rocznym. Saldo pożyczki na dzień bilansowy wynosi 260,0 tys. zł.
Pożyczka udzielona na okres 08.06.2017 do 30.06.2021, następnie przedłużona stosownym aneksem do
30.06.2022 w kwocie 1.600,0 tys. zł spółce PUG GRENWAY Sp. z o. o. z siedzibą w Katowicach. Oprocentowanie
pożyczki wynosi 6,00% w stosunku rocznym. Saldo pożyczki na dzień bilansowy wynosi 1.600,0 tys. zł.
Pożyczka udzielona na okres 05.09.2018 do 30.09.2021 w kwocie 220,0 tys. zł spółce PUG GRENWAY Sp. z o. o. z
siedzibą w Katowicach. następnie przedłużona stosownym aneksem do 31.12.2022. Oprocentowanie pożyczki
wynosi 6,00% w stosunku rocznym. Saldo pożyczki na dzień bilansowy wynosi 220,0 tys. zł.
Pożyczka udzielona na okres 11.03.2019 do 30.06.2021 w kwocie 200,0 tys. zł spółce PUG GRENWAY Sp. z o. o. z
siedzibą w Katowicach, następnie przedłużona stosownym aneksem do 30.06.2022. Oprocentowanie pożyczki
wynosi 7,00% w stosunku rocznym. Saldo pożyczki na dzień bilansowy wynosi 200,0 tys. zł.
Pożyczka udzielona na okres 14.10.2019 do 31.10.2021 w kwocie 450,0 tys. zł spółce PUG GRENWAY Sp. z o. o. z
siedzibą w Katowicach, następnie przedłużona stosownym aneksem do 31.12.2022. Oprocentowanie pożyczki
wynosi 6,00% w stosunku rocznym. Saldo pożyczki na dzień bilansowy wynosi 450,0 tys. zł.
Pożyczka udzielona na okres 03.01.2020 do 31.12.2021 w kwocie 799,5 tys. zł spółce PUG GRENWAY Sp. z o. o. z
siedzibą w Katowicach, następnie przedłużona stosownym aneksem do 31.12.2022. Oprocentowanie pożyczki
wynosi 6,00% w stosunku rocznym. Saldo pożyczki na dzień bilansowy wynosi 799,5 tys. zł.
Pożyczka udzielona na okres 01.04.2020 do 31.03.2021 w kwocie 18,0 tys. zł spółce PUG GRENWAY Sp. z o. o. z
siedzibą w Katowicach, następnie przedłużona stosownym aneksem do 31.03.2022. Oprocentowanie pożyczki
wynosi 6,00% w stosunku rocznym. Saldo pożyczki na dzień bilansowy wynosi 18,0 tys. zł.
Pożyczka udzielona na okres 30.04.2020 do 30.06.2021 w kwocie 20,0 tys. zł spółce PUG GRENWAY Sp. z o. o. z
siedzibą w Katowicach, następnie przedłużona stosownym aneksem do 30.06.2022. Oprocentowanie pożyczki
wynosi 6,00% w stosunku rocznym. Saldo pożyczki na dzień bilansowy wynosi 20,0 tys. zł.
Pożyczka udzielona na okres 08.11.2021 do 31.12.2022 w kwocie 150,0 tys. zł spółce PUG GRENWAY Sp. z o. o. z
siedzibą w Katowicach. Oprocentowanie pożyczki wynosi 6,00% w stosunku rocznym. Saldo pożyczki na dzień
bilansowy wynosi 150,0 tys. zł.
Pożyczka udzielona na okres 21.07.2015 do 30.09.2021 w kwocie 100,0 tys. zł spółce Elektron Poland SA.,
następnie przedłużona stosownym aneksem do 30.09.2022. Oprocentowanie pożyczki wynosi 7,00% w stosunku
rocznym. Saldo pożyczki na dzień bilansowy wynosi 96,0 tys. zł.