2024-01-01 2024-12-31 2025-03-28 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 2024-01-01 2024-12-31 false true true 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 2024r. poz. 1571 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 2024r. poz.1530 z późn. zm.) oraz z ustawy z dnia 11 września 2019 r., prawo zamówień publicznych ( t.j. Dz. U z 2024r poz.1320 z późn. zm.). Zasady wyceny aktywów i pasywów na dzień bilansowy W roku obrotowym 2024 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. 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 stawek 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: • materiały wg cen średnio ważonych każdego materiału; • 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 2024 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. otrzymanych nieodpłatnie obligacji w części przeznaczonej na finansowanie środków trwałych i kosztów roku następnego; h. zaliczek na realizację dostaw towarów i usług; i. 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 2024 r. do 31 grudnia 2024 r. natomiast dane porównawcze obejmują okres od 01 stycznia 2023 r. do 31 grudnia 2023 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 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. 3940850450.85 3713323019.64 3189504302.01 2998069120.27 12565803.54 16529845.59 3083548.92 3854436.16 0.00 0.00 9482254.62 12675409.43 0.00 0.00 2897957329.05 2862900852.58 2810585595.31 2762884108.60 1714151748.23 1715217263.74 949989180.84 888448215.44 125391802.01 134862778.41 4838813.92 5042627.83 16214050.31 19313223.18 86762949.54 96675645.66 608784.20 3341098.32 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 277955769.80 118638422.10 0.00 0.00 0.00 0.00 277955769.80 118638422.10 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 276386010.80 117068663.10 100000.00 100000.00 276286010.80 116968663.10 0.00 0.00 0.00 0.00 0.00 0.00 1025399.62 0.00 0.00 0.00 1025399.62 0.00 751346148.84 715253899.37 3773457.35 6209037.41 1447760.92 1535678.79 1567596.63 3878218.77 537090.21 554003.04 141617.06 136402.36 79392.53 104734.45 69607925.33 93960669.71 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 69607925.33 93960669.71 14718348.77 16004017.22 14718348.77 16004017.22 0.00 0.00 569748.80 1335011.05 54319827.76 76621641.44 0.00 0.00 626975005.93 562767215.98 626975005.93 562767215.98 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 5508667.40 9807913.00 0.00 0.00 5508667.40 9807913.00 0.00 0.00 0.00 0.00 621466338.53 552959302.98 621466338.53 552959302.98 0.00 0.00 0.00 0.00 0.00 0.00 50989760.23 52316976.27 0.00 0.00 0.00 0.00 3940850450.85 3713323019.64 3145627263.71 2980996307.80 Kapitał (fundusz) zasadniczy 3056148567.13 2863261901.95 0.00 0.00 0.00 0.00 51690113.32 51697046.50 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 37788583.26 66037359.35 0.00 0.00 795223187.14 732326711.84 172456754.54 125072428.16 0.00 0.00 104644109.00 79732188.00 85267423.00 64262128.00 19376686.00 15470060.00 67812645.54 45340240.16 0.00 0.00 67812645.54 45340240.16 468061.00 258589.00 0.00 0.00 0.00 0.00 468061.00 258589.00 468061.00 258589.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 191544887.97 155127324.91 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 160271613.43 125970465.88 42072.00 25860.00 0.00 0.00 0.00 0.00 26187477.39 22563701.58 25172711.29 20419464.92 1014766.10 2144236.66 274375.00 10000.00 0.00 0.00 65139585.95 52093183.26 45341590.82 36400877.84 23286512.27 14876843.20 31273274.54 29156859.03 Zakładowy fundusz świadczeń socjalnych 21749420.32 21723021.39 Fundusz stypendialny 3961461.38 3380262.50 Własny fundusz stypendialny 3594916.78 2037913.93 Fundusz wsparcia osób niepełnosprawnych 58378.96 11668.61 Inne fundusze specjalne 1909097.10 2003992.60 430753483.63 451868369.77 0.00 0.00 430753483.63 451868369.77 162691475.17 169498388.87 268062008.46 282369980.90 1228873261.88 1101235461.67 0.00 0.00 1272212954.50 1114295734.93 -46500422.25 -17791692.55 3062832.38 4634235.00 97897.25 97184.29 1246839269.89 1086257946.06 56247853.18 41706222.87 100230033.41 106759434.16 72271830.01 67740964.83 2122162.18 2163688.20 0.00 0.00 755572466.30 642574927.76 222570205.24 188895698.54 69153144.50 57706636.60 37752613.57 36322479.55 72106.00 94530.15 -17966008.01 14977515.61 40881537.45 21914148.11 141947.46 121458.44 34916177.61 18254296.95 200394.43 602382.27 5623017.95 2936010.45 13311630.57 6499456.50 0.00 0.00 6863348.68 2525444.58 6448281.89 3974011.92 9603898.87 30392207.22 35192447.41 40784615.94 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 33358267.60 33203546.82 0.00 0.00 0.00 0.00 0.00 0.00 1461399.10 6353937.90 372780.71 1227131.22 6955970.02 4854755.81 722583.08 385948.55 0.00 0.00 0.00 0.00 0.00 0.00 2542223.00 0.00 3691163.94 4468807.26 37840376.26 66322067.35 51793.00 284708.00 0.00 0.00 37788583.26 66037359.35 2980996307.80 2921747327.91 0.00 0.00 0.00 0.00 2980996307.80 2921747327.91 2863261901.95 2810406885.61 192886665.18 52855016.34 216744664.77 74950129.54 równowartość przyjętych do użytkowania budynków i obiektów inżynierii lądowej i wodnej sfinansowanych z dotacji 42366389.24 15306733.74 rozliczenie wyniku finansowego za rok ubiegły 66037359.35 59583036.59 obligacje otrzymane z MNiSW 108333983.00 0.00 zbycie lub likwidacja środków trwałych uprzednio zaktualizowanych 6933.18 60359.21 23857999.59 22095113.20 umorzenie budynków i obiektów inżynierii lądowej i wodnej 22944788.99 22086791.08 sprzedaż gruntów 68300.00 0.00 z mocy prawa grunt przeznaczony pod publiczną drogę Gminy Piaseczno 844910.60 2527.98 niedobór budynku (netto) 0.00 1465.61 niedobór obiektów inżynierii lądowej i wodnej (netto) 0.00 4328.53 3056148567.13 2863261901.95 0.00 0.00 51697046.50 51757405.71 -6933.18 -60359.21 0.00 0.00 6933.18 60359.21 6933.18 60359.21 51690113.32 51697046.50 0.00 0.00 66037359.35 59583036.59 66037359.35 59583036.59 66037359.35 59583036.59 0.00 0.00 66037359.35 59583036.59 rozliczenie wyniku na fundusz zasadniczy 66037359.35 59583036.59 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 37788583.26 66037359.35 37788583.26 66037359.35 3145627263.71 2980996307.80 3145627263.71 2980996307.80 37788583.26 66037359.35 66374709.62 48859961.77 50383370.67 32298026.05 326480.02 2136764.90 16156.37 0.00 -57841.46 9121.56 47384326.38 15341537.41 2435580.06 2058805.16 26736513.83 -30211201.69 29561011.60 -1809609.69 -91337732.77 33714140.21 926844.92 -4677622.14 104163292.88 114897321.12 10259467.38 57533703.44 154467.38 165703.44 0.00 0.00 10105000.00 57368000.00 0.00 0.00 10105000.00 57368000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 10105000.00 57368000.00 0.00 0.00 99725952.23 136062250.56 98091768.41 128866716.08 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1634183.82 7195534.48 -89466484.85 -78528547.12 54178723.91 310309.00 0.00 0.00 251544.00 310309.00 0.00 0.00 53927179.91 0.00 42016.37 43267.28 0.00 0.00 0.00 0.00 0.00 0.00 25860.00 25860.00 0.00 0.00 0.00 0.00 0.00 0.00 16156.37 17407.28 0.00 0.00 54136707.54 267041.72 68833515.57 36635815.72 68507035.55 34499050.82 -326480.02 -2136764.90 554288983.76 517653168.04 623122499.33 554288983.76 10783699.86 9970399.53 Wszystkie dodatkowe informacje znajdują się w załączniku Infor.dodatkowa.2024.docx 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37840376.26 66322067.35 370919250.15 370919250.15 286771710.06 286771710.06 Dochody (przychody) wolne od podatku przeznaczone na cele statutowe 191724239.89 191724239.89 17 1 4 66558761.51 66558761.51 Dotacje, subwencje, dopłaty i inne nieodpłatne świadczenia na pokrycie kosztów amortyzacji środków trwałych 35998034.92 35998034.92 17 1 21 19247673.45 19247673.45 Dochody uzyskane od rzadów państw obcych, organizacji międzynarodowych lub międzynarodowych instytucji finansowych, pochodzące ze środków bezzwrotnej pomocy 25041622.71 25041622.71 17 1 23 21333559.86 21333559.86 Dotacje otrzymane z budżetu państwa lub budżetu jednostek samorządowych 36899994.24 36899994.24 17 1 47 31851657.54 31851657.54 Kwoty otrzymane od agencji rządowych lub agencji wykonawczych 75013823.79 75013823.79 17 1 48 100097105.96 100097105.96 Płatności na realizację projektów w ramach programów finansowanych z udziałem środków europejskich 6241534.60 6241534.60 17 1 52 47682951.74 47682951.74 4868197.29 4868197.29 10381784.83 10381784.83 Rozwiązanie odpisu aktualizującego należności na skutek spłaty należności objętej odpisem aktualizującym 200394.43 200394.43 12 1 4e 602382.27 602382.27 Naliczone, lecz nieotrzymane odsetki od należności 2605695.76 2605695.76 12 4 2 3175451.66 3175451.66 Odsetki otrzymane tytułem nadpłaconych zobowiązań podatkowych 708.00 708.00 12 4 7 13.00 13.00 Dofinansowanie kosztów utrzymania obiektów socjalnych z ZFŚS 600000.00 600000.00 16 1 55 250000.00 250000.00 Odpisy aktualizujące długoterminowe aktywa finansowe 1461399.10 1461399.10 16 1 26a 6353937.90 6353937.90 0.00 0.00 0.00 0.00 180448809.58 180448809.58 221630851.38 221630851.38 Amortyzacja samochodów osobowych, w części ustalonej od wartości samochodu przewyższającej kwotę 150 000 zł. 4669.05 4669.05 16 1 4 b 7887.22 7887.22 Odszkodowania i kary 108666.69 108666.69 16 1 18 148099.38 148099.38 Przedawnione należności 79283.62 79283.62 16 1 20 33318.03 33318.03 Odsetki budżetowe 144958.00 144958.00 16 1 21 209580.71 209580.71 Koszty reprezentacji 2947.47 2947.47 16 1 28 28584.26 28584.26 Składki na rzecz organizacji, do których przynależność nie jest obowiązkowa 617348.27 617348.27 16 1 37 609305.00 609305.00 Amortyzacja prawa wieczystego użytkowania gruntu 37477.58 37477.58 16c 1 37477.58 37477.58 Amortyzacja pokryta dotacjami 35998034.92 35998034.92 16 1 48 19247673.45 19247673.45 Ubezpieczenie samochodów osobowych 344.82 344.82 16 1 49 0.00 0.00 25% poniesionych wydatków z tyt. kosztów używania samochodów osobowych 87242.68 87242.68 16 1 51 86391.20 86391.20 Koszty utrzymania obiektów socjalnych pokryte z ZFŚS 600000.00 600000.00 16 1 55 250000.00 250000.00 Wydatki i koszty bezpośrednio sfinansowane z dotacji, subwencji, z budżetu państwa o których mowa w art.17 ust.1 143196975.34 143196975.34 16 1 58 200965275.10 200965275.10 Różnica w wartości amortyzacji bilansowej i podatkowej środków trwałych -447129.09 -447129.09 16i 8 0.00 0.00 Inne wydatki niebędące kosztem uzyskania przychodu w rozumieniu art. 15 ust.1 17990.23 17990.23 15 1 7259.45 7259.45 75114400.62 75114400.62 37687921.18 37687921.18 Odpisy aktualizujące wartość należności 7496647.64 7496647.64 16 1 26a 0.00 0.00 Odpisy aktualizujące wartość aktywów finansowych 2542223.00 2542223.00 16 1 26a 0.00 0.00 Odpisy aktualizujące wartość rzeczowych składników aktywów obrotowych 530518.10 530518.10 16 1 26a 0.00 0.00 Odpisy aktualizujące wartość należności, długoterminowe aktywa finansowe, składniki majątku obrotowego 0.00 0.00 16 1 26a 3900043.10 3900043.10 Rezerwy na wynagrodzenia i pozostałe koszty 59848931.11 59848931.11 16 1 27 27739900.95 27739900.95 Niewypłacone wynagrodzenia 4076535.10 4076535.10 16 1 57 3985783.32 3985783.32 Nieopłacone składki na ubezpieczenie społeczne 619545.67 619545.67 16 1 57a 691801.90 691801.90 Różnica między amortyzacja bilansową a podatkową 0.00 0.00 16i 8 1370391.91 1370391.91 17078122.47 17078122.47 19959370.45 19959370.45 Rozwiązanie rezerwy na wynagrodzenia i pozostałe koszty 12464604.73 12464604.73 15 4e 12398363.54 12398363.54 Wypłacone wynagrodzenia 3985783.32 3985783.32 15 4g 4493347.15 4493347.15 Opłacone składki na ubezpieczenie społeczne 627734.42 627734.42 15 4h 3017574.32 3017574.32 Postanowienie komornika o nieściągalności wierzytelności 0.00 0.00 16 1 26a 50085.44 50085.44 0.00 0.00 0.00 0.00 -99734579.37 -99734579.37 8138831.77 8138831.77 Odpis umorzeniowy budynków i budowli_art.411 Prawo o szkolnictwie wyższym i nauce 8599403.63 8599403.63 411 2 8138831.77 8138831.77 Obligacje otrzymane -108333983.00 -108333983.00 12 1 1 0.00 0.00 272595.92 389142.80 51793.00 284708.00 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