2023-01-01 2023-12-31 2024-03-28 SprFinJednostkaInnaWZlotych 1 Politechnika Warszawska Mazowieckie m. st. Warszawa m. st. Warszawa Warszawa PL Mazowieckie m. st. Warszawa m. st. Warszawa Plac Politechniki 1 Warszawa 00-661 Warszawa 8542Z 5250005834 2023-01-01 2023-12-31 true true true I Informacje ogólne Politechnika Warszawska jest uczelnią publiczną. Posiada osobowość prawną. Ustrój uczelni oraz zasady funkcjonowania, w tym mienie oraz finanse reguluje ustawa z dnia 20 lipca 2018 r. prawo o szkolnictwie wyższym i nauce (t.j. Dz. U. z 2023r. poz. 742 z późn. zm.) oraz statut uczelni. Podstawowym przedmiotem działalności uczelni publicznej jest prowadzenie różnych form kształcenia, prowadzenie działalności naukowej, świadczenie usług badawczych oraz transfer wiedzy i technologii do gospodarki. Uczelnia prowadzi również działalność pomocniczą oraz działalność gospodarczą. Zasady gospodarki finansowej uczelni w tym tryb pozyskiwania środków oraz zasady ich rozliczania określa ustawa i przepisy wykonawcze wydane na jej podstawie. Politechnika Warszawska jako jednostka sektora finansów publicznych w sprawach nie uregulowanych w ww. przepisach stosuje zasady wynikające z ustawy z dnia 27 sierpnia 2009 r. o finansach publicznych (t.j. Dz. U z 2023r. poz.1270 z późn. zm.) oraz z ustawy z dnia 11 września 2019 r., prawo zamówień publicznych ( t.j. Dz. U z 2023r poz.1605 z późn. zm.). Zasady wyceny aktywów i pasywów na dzień bilansowy W roku obrotowym 2023 aktywa i pasywa wyceniono stosując następujące zasady. 1. Środki trwałe w budowie - wg cen nabycia lub kosztów wytworzenia pozostających w bezpośrednim związku z ich nabyciem lub wytworzeniem pomniejszonych o odpisy z tytułu trwałej utraty wartości. 2. Środki trwałe oraz wartości niematerialne i prawne - według cen nabycia lub kosztów wytworzenia pomniejszone o dokonane odpisy amortyzacyjne lub umorzeniowe a także o odpisy z tytułu trwałej utraty wartości. 3. Grunty otrzymane nieodpłatnie wg wartości rynkowej z dnia otrzymania. 4. Grunty zakupione wg cen nabycia. 5. Środki trwałe (z wyłączeniem gruntów, eksponatów muzealnych i dzieł sztuki) oraz wartości niematerialne i prawne podlegają amortyzacji. 6. Na podstawie ustawy prawo o szkolnictwie wyższym i nauce umarzane są budynki i lokale oraz obiekty inżynierii lądowej i wodnej w ciężar funduszu zasadniczego 7. Środki trwałe o wartości początkowej powyżej 3.500 zł do 10.000 zł włącznie amortyzowane są jednorazowo w miesiącu oddania do użytkowania. 8. Środki trwałe, których wartość początkowa przekracza 10.000 zł, amortyzowane są metodą liniową, drogą systematycznego, planowego rozłożenia ich wartości początkowej na ustalony okres. 9. Odpisów amortyzacyjnych metodą liniową dokonuje się począwszy od pierwszego miesiąca następującego po miesiącu, w którym środek trwały wprowadzono do ewidencji, do końca tego miesiąca, w którym następuje zrównanie sumy odpisów amortyzacyjnych (umorzeniowych) z wartością początkową środka trwałego lub w którym postawiono go w stan likwidacji, zbyto lub stwierdzono niedobór. 10. Odpisów amortyzacyjnych od wartości niematerialnych i prawnych dokonuje się przy zastosowaniu stawki amortyzacyjnej 20% z możliwością skrócenia w przypadku gdy umowa określa krótszy okres użytkowania. 11. Przy ustalaniu okresu amortyzacji środków trwałych i rocznej stawki amortyzacyjnej uwzględnia się okres ekonomicznej użyteczności danego składnika majątkowego. 12. Szczegółowe zasady wyceny, amortyzacji, ewidencji analitycznej środków trwałych oraz wartości niematerialnych i prawnych określa zarządzenie Rektora w sprawie uznawania składników majątkowych za środki trwałe oraz wartości niematerialne i prawne a także sta wek ich amortyzacji w Politechnice Warszawskiej. 13. Udziały w innych jednostkach - według ceny nabycia pomniejszonej o odpisy z tytułu trwałej utraty wartości. 14. Obligacje zakupione lub otrzymane w formie darowizny w wartości godziwej. Różnice między ceną nabycia a wartością godziwą odnosi się na wynik finansowy. 15. Ewidencję i wycenę zapasów prowadzi się w następujący sposób: a. materiały odnosi się w ciężar kosztów wg wartości wynikającej z faktury (rachunku) skorygowanej o podatek VAT podlegający odliczeniu, pod datą ich zakupu; b. w szczególnych przypadkach, jeżeli jest to uzasadnione potrzebami jednostki organizacyjnej Uczelni, materiały mogą być przyjmowane jako zapas magazynowy. Materiały stanowiące zapas magazynowy wycenia się według rzeczywistych cen zakupu skorygowanych o podatek VAT podlegający odliczeniu. W odniesieniu do tej grupy materiałów prowadzi się ewidencję ilościowo-wartościową; c. towary zakupione w celu dalszej odsprzedaży wprowadza się do ewidencji ilościowo-wartościowej w rzeczywistych cenach zakupu; d. wyroby gotowe (książki) wprowadza się do ewidencji ilościowo-wartościowej wg kosztu wytworzenia; e. produkcję w toku wycenia się wg rzeczywistych kosztów wytworzenia. Koszt wytworzenia obejmuje koszty bezpośrednie oraz uzasadnione koszty wydziałowe określone przez kierownika jednostki organizacyjnej. f. rozchód zapasów wycenia się w sposób następujący: • w Uczelni materiały wg cen średnio ważonych każdego materiału; • w Oficynie Wydawniczej materiały wg zasady pierwsze weszło pierwsze wyszło; • towary wg cen zakupu towarów; • wyroby gotowe wg zasady pierwsze weszło pierwsze wyszło. 16. Należności - w kwocie wymagającej zapłaty z uwzględnieniem odpisów aktualizujących stan tych należności. Odpisy aktualizujące tworzy się na należności: a. od dłużników postawionych w stan likwidacji lub upadłości; b. od dłużników kwestionujących należność; c. od dłużników zalegających z zapłatą części lub całości należności po szczegółowej analizie terminu opóźnienia w zapłacie; d. z tytułu odsetek wynikających z wystawionych not lub naliczonych we własnym zakresie. 17. Środki pieniężne – wg wartości nominalnej. 18. Rozliczenia międzyokresowe czynne ujęto: w kwocie opłaconych z góry świadczeń dotyczących następnego roku obrotowego, w wartości niezafakturowanych przychodów dla usług badawczych ujętych w rachunku zysków i strat, a także w wysokości poniesionych kosztów niezakończonych prac rozwojowych. 19. Zobowiązania z tytułów cywilno-prawnych, publiczno-prawnych oraz pożyczki - w kwocie wymagającej zapłaty. 20. Rozliczenia międzyokresowe przychodów ujęto w wysokości: a. wniesionych opłat na pokrycie kosztów zajęć dydaktycznych w roku następnym po roku obrotowym; b. otrzymanych w roku 2023 i niewykorzystanych dotacji z budżetu państwa; c. równowartości otrzymanych nieodpłatnie lub sfinansowanych z dotacji, subwencji środków trwałych (z wyłączeniem budynków i budowli); d. otrzymanych dotacji na nabycie lub wytworzenie środków trwałych, wartości niematerialnych i prawnych; e. otrzymanych środków na realizację projektów badawczych w roku następnym po roku obrotowym; f. otrzymanych środków pochodzących z bezzwrotnej pomocy, w tym ze środków programów ramowych badań, funduszy strukturalnych na pokrycie kosztów w roku następnym po roku obrotowym; g. zaliczek na realizację dostaw towarów i usług; h. otrzymanej z budżetu państwa subwencji w formie skarbowych papierów wartościowych przeznaczonej na pokrycie kosztów działalności operacyjnej lub zakup środków trwałych i wartości niematerialnych i prawnych. 21. Rezerwy na zobowiązania dotyczą znanych lub możliwych do ustalenia kosztów bieżącego roku, które Uczelnia będzie musiała ponieść w następnym roku obrotowym, a ich wysokość została ustalona w uzasadnionej, wiarygodnie oszacowanej wartości . 22. Fundusz podstawowy oraz fundusze specjalne tworzone w Uczelni na podstawie odrębnych ustaw lub statutu w tym: fundusz stypendialny, własny fundusz stypendialny, zakładowy fundusz świadczeń socjalnych, fundusz wsparcia osób niepełnosprawnych i fundusz wsparcia studentów i doktorantów - wg wartości nominalnej. 23. Składniki aktywów i pasywów wyrażone w walutach obcych wyceniono na dzień bilansowy po obowiązującym na ten dzień średnim kursie ustalonym dla danej waluty przez Narodowy Bank Polski. 1. Rachunek zysków i strat sporządza się w wariancie porównawczym. 2. Ewidencja kosztów prowadzona jest w układzie rodzajowym z obiektami dekretacji controlingowej. Dekretacja controlingowa stanowi analityczną ewidencję kosztów i przychodów wg rodzajów działalności. 3. Wynik finansowy obejmuje wszystkie osiągnięte i należne Politechnice Warszawskiej przychody oraz związane z nimi koszty z zachowaniem zasady współmierności oraz ostrożnej wyceny. Rokiem obrotowym jest rok kalendarzowy, a okresem sprawozdawczym miesiąc. Niniejsze sprawozdanie finansowe obejmuje okres od 01 stycznia 2023 r. do 31 grudnia 2023 r. natomiast dane porównawcze obejmują okres od 01 stycznia 2022 r. do 31 grudnia 2022 r. Sprawozdanie finansowe zostało sporządzone zgodnie z przepisami ustawy z dnia 29 września 1994 r. o rachunkowości ( t. j. Dz.U. z 2023r. poz. 120 z późn. zm.) Sprawozdanie zawiera łączne dane obejmujące Uczelnię i wewnętrzną wydzieloną jednostkę sporządzającą sprawozdanie tj. Oficynę Wydawniczą z wyłączeniem odpowiednio: - wzajemnych należności i zobowiązań, - przychodów i kosztów z tytułu operacji dokonywanych pomiędzy Uczelnią a ww. jednostką. Sprawozdanie finansowe sporządzone zostało przy założeniu kontynuowania działalności w dającej się przewidzieć przyszłości obejmującej okres nie krótszy niż jeden rok od dnia bilansowego. Sytuacja finansowa Politechniki Warszawskiej jest stabilna i nie występują żadne okoliczności, które wskazywałyby na istnienie zagrożeń dla kontynuowania działalności. 3713323019.64 3543062012.47 2998069120.27 2862868823.55 16529845.59 6727923.54 3854436.16 0.00 0.00 0.00 12675409.43 6720146.83 0.00 7776.71 2862900852.58 2788639332.59 2762884108.60 2658435282.02 1715217263.74 1715369568.65 888448215.44 878716980.64 134862778.41 53825600.74 5042627.83 197738.19 19313223.18 10325393.80 96675645.66 130182386.11 3341098.32 21664.46 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 118638422.10 65068086.50 0.00 0.00 0.00 0.00 118638422.10 65068086.50 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1569759.00 1569759.00 1569759.00 1569759.00 0.00 0.00 0.00 0.00 0.00 0.00 117068663.10 63498327.50 100000.00 100000.00 116968663.10 63398327.50 0.00 0.00 0.00 0.00 0.00 0.00 0.00 2433480.92 0.00 0.00 0.00 2433480.92 715253899.37 680193188.92 6209037.41 8379850.54 1535678.79 1060003.03 3878218.77 6516940.43 554003.04 593214.00 136402.36 118116.37 104734.45 91576.71 93960669.71 54527646.38 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 93960669.71 54527646.38 16004017.22 13078725.32 16004017.22 13078725.32 0.00 0.00 1335011.05 319386.43 76621641.44 41129534.63 0.00 0.00 562767215.98 574657944.96 562767215.98 574657944.96 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 9807913.00 56197692.80 0.00 0.00 9807913.00 56197692.80 0.00 0.00 0.00 0.00 552959302.98 518460252.16 552959302.98 518460252.16 0.00 0.00 0.00 0.00 0.00 0.00 52316976.27 42627747.04 0.00 0.00 0.00 0.00 3713323019.64 3543062012.47 2980996307.80 2921747327.91 Kapitał (fundusz) zasadniczy 2863261901.95 2810406885.61 0.00 0.00 0.00 0.00 51697046.50 51757405.71 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 66037359.35 59583036.59 0.00 0.00 732326711.84 621314684.56 125072428.16 109730890.75 0.00 0.00 79732188.00 74558037.00 64262128.00 62951774.00 15470060.00 11606263.00 45340240.16 35172853.75 0.00 0.00 45340240.16 35172853.75 258589.00 0.00 0.00 0.00 0.00 0.00 258589.00 0.00 258589.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 155127324.91 154100744.08 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 125970465.88 127385413.62 25860.00 0.00 0.00 0.00 0.00 0.00 22563701.58 28658892.56 20419464.92 27867896.07 2144236.66 790996.49 10000.00 351480.00 0.00 0.00 52093183.26 46857578.07 36400877.84 34632769.33 14876843.20 16884693.66 29156859.03 26715330.46 Zakładowy fundusz świadczeń socjalnych 21723021.39 20871485.28 Fundusz stypendialny 3380262.50 3285334.60 Własny fundusz stypendialny 2037913.93 2481998.73 Fundusz wsparcia osób niepełnosprawnych 11668.61 15025.87 Inne fundusze specjalne 2003992.60 61485.98 451868369.77 357483049.73 0.00 0.00 451868369.77 357483049.73 169498388.87 129225869.97 282369980.90 228257179.76 1101235461.67 1007763010.11 0.00 0.00 1114295734.93 1011198997.81 -17791692.55 -6859205.74 4634235.00 3380071.85 97184.29 43146.19 1086257946.06 980080143.82 41706222.87 35690595.77 106759434.16 89190242.87 67740964.83 61900275.06 2163688.20 1809508.00 0.00 0.00 642574927.76 590224904.09 188895698.54 170387328.94 57706636.60 51388658.66 36322479.55 30837018.05 94530.15 40271.04 14977515.61 27682866.29 21914148.11 23490633.60 121458.44 3575383.31 18254296.95 13468121.04 602382.27 1034998.86 2936010.45 5412130.39 6499456.50 9251168.42 0.00 0.00 2525444.58 6496780.87 3974011.92 2754387.55 30392207.22 41922331.47 40784615.94 21950542.50 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 33203546.82 20236421.52 0.00 0.00 0.00 0.00 0.00 0.00 6353937.90 1193844.30 1227131.22 520276.68 4854755.81 3968405.38 385948.55 239134.33 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1548291.00 4468807.26 2180980.05 66322067.35 59904468.59 284708.00 321432.00 0.00 0.00 66037359.35 59583036.59 2921747327.91 2828350181.13 2921747327.91 2828350181.13 2810406885.61 2718999104.72 52855016.34 91407780.89 74950129.54 113770925.83 równowartość przyjętych do użytkowania budynków i obiektów inżynierii lądowej i wodnej sfinansowanych z dotacji 15306733.74 42240210.55 rozliczenie wyniku finansowego za rok ubiegły 59583036.59 57202597.79 obligacje otrzymane z MNiSW 0.00 13027350.00 grunty otrzymane 0.00 840000.00 nadwyżka obiektów inżynierii lądowej i wodnej 0.00 69694.58 zbycie lub likwidacja środków trwałych uprzednio zaktualizowanych 60359.21 391072.91 22095113.20 22363144.94 umorzenie budynków i obiektów inżynierii lądowej i wodnej 22086791.08 21149991.32 sprzedaż gruntów 0.00 653108.00 sprzedaż budynku (netto) 0.00 315841.26 sprzedaż obiektów inżynierii lądowej i wodnej (netto) 0.00 237994.66 likwidacja budynku (netto) 2527.98 0.00 likwidacja obiektów inżynierii lądowej i wodnej (netto) 0.00 4949.70 niedobór budynku (netto) 1465.61 0.00 niedobór obiektów inżynierii lądowej i wodnej (netto) 4328.53 1260.00 2863261901.95 2810406885.61 0.00 0.00 51757405.71 52148478.62 -60359.21 -391072.91 0.00 0.00 60359.21 391072.91 60359.21 391072.91 51697046.50 51757405.71 0.00 0.00 59583036.59 57202597.79 59583036.59 57202597.79 59583036.59 57202597.79 0.00 0.00 59583036.59 57202597.79 rozliczenie wyniku na fundusz zasadniczy 59583036.59 57202597.79 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 66037359.35 59583036.59 66037359.35 59583036.59 0.00 0.00 2980996307.80 2921747327.91 2980996307.80 2921747327.91 66037359.35 59583036.59 48859961.77 -19213533.37 32298026.05 27256812.87 2136764.90 -16574.15 0.00 0.00 9121.56 -2930329.12 15341537.41 5140844.74 2058805.16 1665010.37 -30211201.69 -6505426.64 -1809609.69 4169398.12 33714140.21 -48371830.74 -4677622.14 378561.18 114897321.12 40369503.22 57533703.44 60958629.44 165703.44 3590629.44 0.00 0.00 57368000.00 57368000.00 0.00 0.00 57368000.00 57368000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 57368000.00 57368000.00 0.00 0.00 136062250.56 112442396.38 128866716.08 111138440.01 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 7195534.48 1303956.37 -78528547.12 -51483766.94 310309.00 10000.00 0.00 10000.00 310309.00 0.00 0.00 0.00 0.00 0.00 43267.28 1500000.00 0.00 1500000.00 0.00 0.00 0.00 0.00 25860.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 17407.28 0.00 0.00 0.00 267041.72 -1490000.00 36635815.72 -12604263.72 34499050.82 -12587689.57 -2136764.90 16574.15 517653168.04 530257431.76 554288983.76 517653168.04 9970399.53 10385813.58 Wszystkie dodatkowe informacje znajdują się w załączniku Infor.dodatkowa.2023.docx 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66322067.35 59904468.59 286771710.06 286771710.06 282112792.69 282112792.69 Dochody (przychody) wolne od podatku przeznaczone na cele statutowe 66558761.51 66558761.51 17 1 4 76459415.60 76459415.60 Dotacje, subwencje, dopłaty i inne nieodpłatne świadczenia na pokrycie kosztów amortyzacji środków trwałych 19247673.45 19247673.45 17 1 21 14318360.28 14318360.28 Dochody uzyskane od rządów państw obcych, organizacji międzynarodowych lub międzynarodowych instytucji finansowych, pochodzące ze środków bezzwrotnej pomocy 21333559.86 21333559.86 17 1 23 19234119.83 19234119.83 Dotacje otrzymane z budżetu państwa lub budżetu jednostek samorządowych 31851657.54 31851657.54 17 1 47 29079617.07 29079617.07 Kwoty otrzymane od agencji rządowych lub agencji wykonawczych 100097105.96 100097105.96 17 1 48 101065383.61 101065383.61 Płatności na realizację projektów w ramach programów finansowanych z udziałem środków europejskich 47682951.74 47682951.74 17 1 52 41955896.30 41955896.30 10381784.83 10381784.83 3237519.52 3237519.52 Rozwiązanie odpisu aktualizującego należności na skutek spłaty należności objętej odpisem aktualizującym 602382.27 602382.27 12 1 4e 1034998.86 1034998.86 Naliczone, lecz nieotrzymane odsetki od należności 3175451.66 3175451.66 12 4 2 808676.36 808676.36 Odsetki otrzymane tytułem nadpłaconych zobowiązań podatkowych 13.00 13.00 12 4 7 0.00 0.00 Dofinansowanie kosztów utrzymania obiektów socjalnych z ZFŚS 250000.00 250000.00 16 1 55 200000.00 200000.00 Odpisy aktualizujące długoterminowe aktywa finansowe 6353937.90 6353937.90 16 1 26a 1193844.30 1193844.30 0.00 0.00 0.00 0.00 221630851.38 221630851.38 206735141.18 206735141.18 Amortyzacja samochodów osobowych, w części ustalonej od wartości samochodu przewyższającej kwotę 150 000 zł. 7887.22 7887.22 16 1 4 b 7887.22 7887.22 Odszkodowania i kary 148099.38 148099.38 16 1 18 6013.12 6013.12 Przedawnione należności 33318.03 33318.03 16 1 20 18207.20 18207.20 Odsetki budżetowe 209580.71 209580.71 16 1 21 175685.61 175685.61 Koszty reprezentacji 28584.26 28584.26 16 1 28 4285.83 4285.83 Składki na rzecz organizacji, do których przynależność nie jest obowiązkowa 609305.00 609305.00 16 1 37 551307.97 551307.97 Amortyzacja prawa wieczystego użytkowania gruntu 37477.58 37477.58 16c 1 39193.20 39193.20 Amortyzacja pokryta dotacjami 19247673.45 19247673.45 16 1 48 14318360.28 14318360.28 Ubezpieczenie samochodów osobowych 0.00 0.00 16 1 49 260.86 260.86 25% poniesionych wydatków z tyt. kosztów używania samochodów osobowych 86391.20 86391.20 16 1 51 73162.27 73162.27 Koszty utrzymania obiektów socjalnych pokryte z ZFŚS 250000.00 250000.00 16 1 55 200000.00 200000.00 Wydatki i koszty bezpośrednio sfinansowane z dotacji, subwencji, z budżetu państwa o których mowa w art. 17 ust.1 200965275.10 200965275.10 16 1 58 191335016.81 191335016.81 Inne wydatki niebędące kosztem uzyskania przychodu w rozumieniu art.15 ust.1 7259.45 7259.45 15 1 5760.81 5760.81 37687921.18 37687921.18 36368439.12 36368439.12 Odpisy aktualizujące wartość należności, długoterminowe aktywa finansowe, składniki majątku obrotowego 3900043.10 3900043.10 16 1 26a 7849374.69 7849374.69 Rezerwy na wynagrodzenia i pozostałe koszty 27739900.95 27739900.95 16 1 27 18017506.49 18017506.49 Niewypłacone wynagrodzenia 3985783.32 3985783.32 16 1 57 4493347.15 4493347.15 Nieopłacone składki na ubezpieczenie społeczne 691801.90 691801.90 16 1 57a 3027108.69 3027108.69 Różnica między amortyzacją bilansową a podatkową 1370391.91 1370391.91 16i 8 1481102.10 1481102.10 Nabycie udziałów 0.00 0.00 16 1 8 1500000.00 1500000.00 19959370.45 19959370.45 21130255.22 21130255.22 Rozwiązane rezerwy na wynagrodzenia i pozostałe koszty 12398363.54 12398363.54 15 4e 12876661.75 12876661.75 Wypłacone wynagrodzenia 4493347.15 4493347.15 15 4g 5708223.12 5708223.12 Opłacone składki na ubezpieczenie społeczne 3017574.32 3017574.32 15 4h 2531306.91 2531306.91 Postanowienie komornika o nieściągalności wierzytelności 50085.44 50085.44 16 1 26a 14063.44 14063.44 0.00 0.00 0.00 0.00 8138831.77 8138831.77 -5164263.91 -5164263.91 Odpis umorzeniowy budynków i budowli art.411 Prawo o szkolnictwie wyższym i nauce 8138831.77 8138831.77 411 2 7863086.09 7863086.09 Obligacje otrzymane 0.00 0.00 12 1 1 -13027350.00 -13027350.00 389142.80 1691745.37 284708.00 321432.00 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