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)
24
Niepodzielony wynik, w tym: - (5 599 411,87) (3 099 463,87)
Zysk (strata) netto okresu - (2 520 497,78) (3 099 463,87)
ZOBOWIĄZANIA
DŁUGOTERMINOWE
- 4 222 267,42 4 596 243,75
Rezerwa z tytułu odroczonego
podatku dochodowego
21 1 366 559,00 1 153 416,00
Rezerwy długoterminowe 12 - -
Kredyty i pożyczki długoterminowe 13 - 130 817,06
Inne zobowiązania finansowe
długoterminowe
14 2 855 708,42 3 312 010,69
ZOBOWIĄZANIA
KRÓTKOTERMINOWE
- 8 501 252,37 5 946 334,30
Kredyty i pożyczki 13 3 837 936,20 3 933 942,28
Inne zobowiązania finansowe 14 529 022,69 498 870,73
Zobowiązania z tytułu dostaw i usług 15 96 956,57 301 526,48
Zobowiązania z tytułu bieżącego
podatku dochodowego
15 - -
Pozostałe zobowiązania i rozliczenia
międzyokresowe bierne
15 2 253 542,48 1 118 119,29
Rezerwy krótkoterminowe 12 1 783 794,43 93 875,52
Pasywa razem: - 36 444 177,49 36 783 733,53
Sprawozdanie jednostkowe z całkowitych dochodów za okres
Wyszczególnienie Noty 01.01. - 31.12.2022 01.01. - 31.12.2021
Przychody z zarządzania Funduszami
- 800 000,00 245 900,00
Przychody z tytułu windykacji na
zlecenie netto
- 178 061,83 203 897,31
Przychody z tytułu zakupionych
wierzytelności netto
- 2 269,63 154,81
Przychody z tytułu pożyczek - 60 727,39 120 255,86
Przychody ze sprzedaży pozostałych
usług finansowych
- 2 421,92 103 523,47
Pozostałe przychody - 1 456 609,74 1 421 791,90
Przychody ze sprzedaży netto
ogółem
- 2 500 090,51 2 095 523,35
Koszty działalności operacyjnej 16 (3 220 964,83) (3 058 906,71)
Amortyzacja - (615 233,57) (603 762,89)
Wynagrodzenia i świadczenia na
rzecz pracowników
- (845 080,83) (715 939,84)
Pozostałe koszty podstawowe - (1 760 650,43) (1 739 203,98)
ZYSK (STRATA) ZE SPRZEDAŻY - (720 874,32) (963 383,36)
Pozostałe przychody operacyjne 17 170 910,97 670 482,79
Pozostałe koszty operacyjne 18 (2 193 443,66) (2 135 584,70)