2019-01-01 2019-12-31 2020-03-17 SprFinJednostkaMalaWZlotych 1 CPU Service Spółka z ograniczoną odpowiedzialnością mazowieckie M.ST.Warszawa M.ST.Warszawa Warszawa PL mazowieckie M.ST.Warszawa M.ST.Warszawa Jana Żiżki 3 Warszawa 03-117 Warszawa 5242764301 0000484413 2019-01-01 2019-12-31 Zastosowane uproszczenia: Uwzględniając obowiązujące przepisy ustawy o rachunkowości (Dz. U. z 2013 poz. 330 z późniejszymi zmianami) Spółka sporządza sprawozdanie finansowe z zastosowaniem uproszczeń przewidzianych dla jednostek posiadających status jednostki małej, według wzoru zamieszczonego w załączniku nr 5 ustawy o rachunkowości. Zakres uproszczeń w sprawozdawczości dla jednostek małych przewidzianych w ustawie o rachunkowości dotyczy: - art 48 ust. 1 wprowadzenie do sprawozdania - art 46 ust. 5 pkt. 5 uproszczonego bilansu - art 47 ust. 4 pkt. 5 uproszczonego rachunku zysków i strat w wariancie porównawczym - art 48 ust. 4 uproszczonej informacji dodatkowej - art 48a ust. 4 nie sporządzania zestawienia zmian w kapitale (funduszu) własnym - art 48b ust. 5 nie sporządzania rachunku przepływów pieniężnych - art 49 ust. 5 nie sporządzania sprawozdania z działalności, pod warunkiem, że w informacji dodatkowej przedstawi informacje dotyczące nabycia udziałów własny. Organ zarządzający Spółką podjął decyzję o statusie małej jednostki i zastosowaniu uproszczeń dla małej jednostki w formie uchwały Zarządu. false false Spółka do wyceny aktywów i pasywów stosuje następujące metody: 1) środki trwałe oraz wartości niematerialne i prawne wycenia się według cen nabycia lub kosztów wytworzenia, lub wartości przeszacowanej (po aktualizacji wyceny środków trwałych), pomniejszonych o odpisy amortyzacyjne lub umorzeniowe, a także o odpisy z tytułu trwałej utraty wartości; 2) środki trwałe w budowie wycenia się w wysokości ogółu kosztów pozostających w bezpośrednim związku z ich nabyciem lub wytworzeniem, pomniejszonych o odpisy z tytułu trwałej utraty wartości; 3) Inwestycje długoterminowe - nieruchomości oraz wartości niematerialne i prawne i inne inwestycje nie stanowiące aktywów finansowych zaliczone do aktywów trwałych nie używane przez jednostkę, lecz nabyte w celu uzyskania korzyści ekonomicznych wynikających z przyrostu wartości tych aktywów lub uzyskania z nich przychodów lub innych pożytków - wycenia się według ceny ich nabycia pomniejszonej o ewentualne odpisy z tytułu trwałej utraty wartości. - udziały lub akcje wycenia się według ceny nabycia o odpisy z tytułu trwałej utraty wartości 4) zapasy produktów, towarów i materiałów składowanych w magazynie według rzeczywistych cen zakupu. Zapasy są weryfikowane na koniec roku obrotowego. Dla celów urealnienia wartości zapasów przeprowadza się analizę struktury wiekowej zapasów, której decydującym czynnikiem jest data przychodu. Na koniec okresu dokonuje się również analizy zapasów pod kątem przydatności ekonomicznej oraz utraty wartości. Odpisanie wartości zapasów odbywa się na zasadzie odpisów indywidualnych. 5) należności wycenia się w kwotach wymaganej zapłaty, z zachowaniem zasady ostrożnej wyceny (po pomniejszeniu o odpisy aktualizujące). Należności wyrażone w walutach obcych wycenia się na dzień bilansowy według kursu średniego ustalonego dla danej waluty przez Narodowy Bank Polski na ten dzień. 6) środki pieniężne w kasie i na rachunkach bankowych wycenia się w wartościach nominalnych. Wyrażone w walutach obcych wycenia się na dzień bilansowy według kursu średniego ustalonego dla danej waluty przez Narodowy Bank Polski na ten dzień. 7) kapitały (fundusze) własne wykazywane są w wartości nominalnej. 8) rezerwy - w uzasadnionej, wiarygodnie oszacowanej wartości. 9) zobowiązania wycenia się w kwocie wymagającej zapłaty. Zobowiązania wyrażone w walutach obcych wycenia się na dzień bilansowy według kursu średniego ustalonego dla danej waluty przez Narodowy Bank Polski na ten dzień. Wynik finansowy Spółki za dany rok obrotowy obejmuje wszystkie osiągnięte i przypadające na jej rzecz przychody oraz związane z tymi przychodami koszty zgodnie z zasadami memoriału, współmierności przychodów i kosztów oraz ostrożnej wyceny. Na wynik finansowy netto składają się: 1) wynik ze sprzedaży- obliczany jest jako różnica pomiędzy przychodami netto ze sprzedaży produktów i usług, materiałów i towarów, a wartością sprzedanych produktów, towarów i materiałów ustaloną odpowiednio w koszcie ich wytworzenia, w cenach zakupu, powiększonych o całość poniesionych od początku roku obrotowego kosztów ogólnych Zarządu, kosztów sprzedaży produktów, usług, towarów i materiałów. Spółka prowadzi ewidencję kosztów w układzie rodzajowym. 2) wynik z działalności operacyjnej, który powstaje z różnicy pomiędzy powstałymi pozostałymi przychodami operacyjnymi a poniesionymi pozostałymi kosztami operacyjnymi. 3) wynik na operacjach finansowych, który obliczany jest jako różnica między przychodami finansowymi a kosztami finansowymi. Do przychodów finansowych zaliczane są przychody z tytułu dywidend, odsetek, zysków ze zbycia oraz aktualizacji wartości inwestycji oraz nadwyżki dodatnich różnic kursowych nad ujemnymi. Do kosztów finansowych zaliczane są , w szczególności, odsetki, straty ze zbycia oraz aktualizacji wartości inwestycji, nadwyżki ujemnych różnic kursowych nad dodatnimi. 4) wynik zdarzeń nadzwyczajnych stanowi różnicę między zyskami nadzwyczajnymi, a stratami nadzwyczajnymi, które są skutkami zdarzeń losowych, występujących nieoczekiwanie i zazwyczaj jednorazowo. 5) obowiązkowe obciążenia wyniku finansowego z tytułu podatku dochodowego. Wynik finansowy netto jest ujmowany w bilansie jako pozycja zwiększająca lub zmniejszająca kapitał własny Spółki. Spółka sporządza rachunek zysków i strat w układzie porównawczym. Sprawozdanie finansowe za okres 01.01.2019 do 31.12.2019r zostało sporządzone zgodnie z wymogami ustawy o rachunkowości z dnia 29 września 1994r z późniejszymi zmianami, zarówno odnośnie formy i zawartości samego sprawozdania, jak i zasad wyceny. W sprawozdaniu wykazuje się dane w złotych i groszach. Rachunek zysków i strat sporządzony został w wariancie porównawczym. Sprawozdanie zostało sporządzone zgodnie z załącznikiem nr 5 do ustawy o rachunkowości z zastosowaniem uproszczeń przewidzianych dla małej jednostki. Ogólne zasady polityki rachunkowości: Spółka wybiera i stosuje następujące rozwiązania w zakresie rachunkowości: I. Rok obrotowy i okres sprawozdawczy 1. Rokiem obrotowym jest rok kalendarzowy stosowany również do celów podatkowych. 2. Rok obrotowy dzieli się na 12 okresów sprawozdawczych, którymi są miesiące. II. Księgi rachunkowe 1. Księgi rachunkowe prowadzone są przez Spółkę. 2. Księgi rachunkowe obejmują: -dziennik zbiorczy, -księgę główną (ewidencja syntetyczna), -księgi pomocnicze (ewidencja analityczna), -zestawienia obrotów i sald kont księgi głównej oraz sald kont pomocniczych. 3. Księgi rachunkowe prowadzone są w formie komputerowej, przy pomocy programu finansowo-księgowego Lefthand. 4. Rozliczenia z tytułu wynagrodzeń za pracę i umów zlecenia prowadzone są przy użyciu programu kadrowo-płacowego Lefthand. 5. Zestawienie obrotów i sald kont księgi głównej za miesiąc (okres sprawozdawczy) sporządza się nie później niż do 15 dnia następnego miesiąca (okresu sprawozdawczego). Dowody księgowe otrzymane po tej dacie wprowadza się do ksiąg następnego miesiąca (okresu sprawozdawczego). 6. Zestawienie obrotów i sald kont księgi głównej za rok obrotowy sporządza się nie później niż do dnia 31.03. następnego roku. 7. Zastępcze dowody księgowe stosuję się wyłącznie w przypadku uzasadnionego braku możliwości uzyskania zewnętrznych obcych dowodów źródłowych i do udokumentowania operacji gospodarczych, których przedmiotem nie są zakupy opodatkowane podatkiem VAT. Dowód sporządza osoba przeprowadzająca operacje i określa w nim rodzaj oraz wartość operacji a także przyczynę braku zewnętrznego dowodu obcego. 8. Sprawozdanie zawiera dane dotyczące jednostki. 9. Sprawozdanie finansowe Spółki obejmuje: informację dodatkową składającą się z wprowadzenia i dodatkowych informacji i objaśnień, bilans, rachunek zysków i strat w wariancie porównawczym. W sprawozdaniu wykazuje się dane w złotych i groszach. 10. Wycena aktywów i pasywów Spółka dokonuje nie rzadziej niż na dzień bilansowy. Przy dokonywaniu wyceny aktywów i pasywów Spółka uwzględnia zasady: - wiarygodności (rzetelności) - ostrożności - indywidualnej wyceny - istotności - kontynuacji działalności. 2621240.29 1718865.87 142998.91 172423.43 0.00 666.48 142998.91 171756.95 142998.91 171756.95 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 inne inwestycje długoterminowe 0.00 0.00 0.00 0.00 2478241.38 1546442.44 976772.76 525133.06 1162801.04 721598.82 841475.19 624078.64 841475.19 624078.64 0.00 0.00 Inne 321325.85 97520.18 315896.21 281372.35 315896.21 281372.35 314336.73 279062.80 inne krótkoterminowe aktywa finansowe 1559.48 2309.55 Inne inwestycje krótkoterminowe 0.00 0.00 22771.37 18338.21 0.00 0.00 0.00 0.00 2621240.29 1718865.87 2326870.36 1615638.65 400000.00 400000.00 1215638.65 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 711231.71 1215638.65 0.00 0.00 294369.93 103227.22 0.00 0.00 0.00 0.00 pozostałe rezerwy 0.00 0.00 0.00 0.00 0.00 0.00 inne zobowiązania długoterminowe 0.00 0.00 294369.93 103227.22 0.00 0.00 102723.22 44540.52 102723.22 44540.52 0.00 0.00 0.00 0.00 Inne zobowiązania krótkoterminowe 191646.71 58686.70 0.00 0.00 4593611.25 5098983.56 4593611.25 5098983.56 0.00 0.00 0.00 0.00 3882115.43 3524953.96 92846.55 40582.93 155395.44 144225.94 1005400.01 989396.23 31824.48 716512.92 1509479.42 335608.95 0.00 0.00 1087169.53 1298626.99 1023655.55 1138930.87 711495.82 1574029.60 197329.93 28489.03 0.00 0.00 Zysk ze zbycia niefinansowych aktywów trwałych 22296.23 1932.62 Inne przychody operacyjne 175033.70 26556.41 15969.62 60228.66 0.00 0.00 Strata ze zbycia niefinansowych aktywów trwałych 0.00 0.00 Inne koszty operacyjne 15969.62 60228.66 9784.71 15431.30 0.00 0.00 0.00 0.00 0.00 7.02 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 Inne 9784.71 15424.28 Dywidendy i udziały w zyskach od pozostałych jednostek 9784.71 15424.28 13352.13 49259.62 159.80 32516.52 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 Inne 13192.33 16743.10 889288.71 1508461.65 178057.00 292823.00 711231.71 1215638.65 Dodatkowe informacje i objaśnienia Dodatkoweinformacjeiobjanienia-tabela.xls 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Nota 1 Zmiany wartości niematerialnych i prawnych Nota1-zmianywnip2019.xlsx 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CFrTDM4qbO1KzhTMfhNhda3UmaXVjWqm43nSSpMhlMumwWLpTRhGEIww4OV1OL9r0XBEwYyMtd/tPlyExUThIkMkYzwmeYy03csxqpsgFblibgggdypipE99p3jNkdbSbP+CtLMEyRXXOEFcEb2/EqUigxdR0uV7rBxZ6hYnS9FhO2g1V5sBCnHWDiZwuoWfSQZRl3r+wyyCi6NQCZv2pxazqfJFNFuFYX4R1OHewvp9yWCvD2RCqh0sY5sa5lWeAizVkqz+q01w60UZYDP9DbRY24Bk+Me0AD/6oSWTCQmVG2xnRfvOPuatlM8UEYN4fIhGbCb2MYRfpyrYM6YSLilMR9APcLGmvW1e+c05Lzr3Osvg7DpmWYzzdqtLtKhkCzd1XOpgnhz1wLZK3Y1x5zfFlPwFmeKm8f/MFL2fwK3B2lhHIIRrXoGRrtd2wIWKOXShLKZhX8D8YHoHZAtczsJrSCq4bDb/BTnQ/23NWR6mrOHwp/ZphASF/UjFgpA9aEsm+05hVs/3LsuS5YxMRjnqysyqPSIHhA11D1zXe3uAYkh1003yNmBwx/PPf84raBTpIcetN6+HlHuvrYG/e/KxxQxG+X3YDDSF/0sVK3ZVS2/Ii73XNUS/WIxZjaIqQJizFbTysn9DFc651dqOtWTxarNQDqK4bDEslgNRBnc/8M1CQU6EVITMfrHQG+qQ70NvRfDlQTODtIGsvmQHD6QbpF0cweBkF20yaVbWtfnopL1WbNYXPOmWco85W2t2lnif09nlcOaL82rxIp2de9jztV070dUQ2eMlCkuT4jxjAmM+eblfo/joAQR6B276Z0xJk0zwkUlgGD0Hpg6g+K1EQ7r1BwAAAP//AwBQSwMEFAAGAAgAAAAhADttMkvBAAAAQgEAACMAAAB4bC93b3Jrc2hlZXRzL19yZWxzL3NoZWV0MS54bWwucmVsc4SPwYrCMBRF9wP+Q3h7k9aFDENTNyK4VecDYvraBtuXkPcU/XuzHGXA5eVwz+U2m/s8qRtmDpEs1LoCheRjF2iw8HvaLb9BsTjq3BQJLTyQYdMuvpoDTk5KiceQWBULsYVRJP0Yw37E2bGOCamQPubZSYl5MMn5ixvQrKpqbfJfB7QvTrXvLOR9V4M6PVJZ/uyOfR88bqO/zkjyz4RJOZBgPqJIOchF7fKAYkHrd/aea30OBKZtzMvz9gkAAP//AwBQSwMEFAAGAAgAAAAhADpUzL8xAQAA7QEAABgAAAB4bC93b3Jrc2hlZXRzL3NoZWV0Mi54bWyMkU1PwzAMhu9I/IfId5oOxoemphNiGnBAQmhwz1qnjZbEJck2+PcknTbtyCmv4/ix/aaa/1jDduiDJidgUpTA0DXUatcJ+Fwtrx6AhShdKw05FPCLAeb15UW1J78JPWJkieCCgD7GYcZ5aHq0MhQ0oEsZRd7KmELf8TB4lO1YZA2/Lss7bqV2cCDM/H8YpJRucEHN1qKLB4hHI2OaP/R6CFBXrU65vBDzqAQ8ToDX1dj2S+M+nGmWt1gTbXLitRVQpvKABpvMYzIdO3xCYwQ8T7IT3yMx64TkJ+a5PvKX4+bvnrWo5NbED9q/oO76mGyeFtPTTAsZZYINssM36TvtAjOo0quyuAfmDxWjjjSMt7fA1hQj2WPUJ1sx2VcWN8AUUTwGecjTR9V/AAAA//8DAFBLAwQUAAYACAAAACEAWhe18hYBAAC5AQAAGAAAAHhsL3dvcmtzaGVldHMvc2hlZXQzLnhtbIxQy07DMBC8I/EP1t6JUygPVUkqpKqCAxJCwN1N1olV2xvZWwJ/j5OoFVIv3HY8s+OdKdbfzoovDNGQL2GR5SDQ19QY35bw8b69egARWflGWfJYwg9GWFeXF8VAYR87RBbJwccSOuZ+JWWsO3QqZtSjT4ym4BQnGFoZ+4CqmZacldd5fiedMh5mh1X4jwdpbWrcUH1w6Hk2CWgVp/tjZ/oIVdGYxI2BREBdwuMCZFVM334aHOKfWYwpdkT7kXhuSshHqTzTbqcUr0E0qNXB8hsNT2jajlNly2x58t8oVsmgVy2+qNAaH4VFnVR5dg8izBvTzNRPr7cgdsRM7oi6VBGmKvLsBoQm4iMYDzuVXv0CAAD//wMAUEsDBBQABgAIAAAAIQBmRL94vQwAAJc4AAAYAAAAeGwvd29ya3NoZWV0cy9zaGVldDEueG1snFvdb+M4Dn8/4P4Hw093WDSJ7cROjCaL+vsDixvs7Nw9Z1unDTaNc0na2du//qgP2rIkq83Mw7T9kRQpkpJI2b7/+c/Xg/XenC/79ri2ncnMtprjY/u0Pz6v7W+/ZXdL27pct8en7aE9Nmv7f83F/nnz97/df2/Pf1xemuZqwQjHy9p+uV5P4XR6eXxpXreXSXtqjkDZtefX7RX+PD9PL6dzs32iQq+HqTub+dPX7f5osxHC82fGaHe7/WOTtI9vr83xygY5N4ftFey/vOxPF3tzTzV8OW/uT9vn5mtz/Xb6crZ2++tv7RcAYJb2dHM/7bie9jAUmb91bnZr+8EJa29OWCjHv/fN94vwu3Xd/v61OTSP1+aJDGURR/zetn8QxhKgGbGAMpAht4/X/XsTN4fD2s5cYL/8l2ohv3dWEFG0SNSXUeeB8U/Nbvt2uP7afi+a/fPLFRTPJ9TGx/YA1sH/1uueBNC2Xrd/Mrv2T9eXtb1YThaLub8MFrb1+Ha5tq//YQSqvxN0uSD8/M7pi4nrfCTmcbF5Lzb7hBjYQs2En1xbMAmCwJt7H5jpc0H4iWY6k/ncmc981zzBgEtCPqPkZyxdcTH42Vnq+x+rc2AhsUjAL6jQmTiz1UdTdLoYkuTisZgbJKcsB2i2JtvrdnN/br9bsJpItp22ZG06IYwKaULQBwKvbRdmBHlE1sv7ZnY/fYcEfOQsUccCKUqFYgVJFCRVkExBcgUpFKRUkEpBahGZwny7SUNGipO2yGJxF5NVlx3dCuocQkSACQLVOcSRHKJhcYcsMWcBw7pRvCFL0rGgW1MFyTSa5sNhcs4CS7XTtBiyFJzFI3sMDWDJEbZpkDyoNJr84TC1hiXoWAZuhw1AcfvcN7qdiFC3o42RgsQMEX267PTTeSUqx2rIkaocjpTvmaI41whJOVFoWKScKDUskupKUV2LyMDHkMKij3E9Exj82IU6YoBHV7ZkdCzSJGsTkSalbirSpHzMRJqUiLlIk7KrEGl9WrF0FWlSyCuRJgW7FmlCmAd+hMND50cCr23wfreqHMkLEWNZUM/O3dlqEki+iBmHTzncuTeZSQYmIoOUC6mBlvWqd5uv3375R+yHqf/P++mO7N86TblhtMJAKw20SrYi98Oys0KaTs2YA/DFbhP5P2X+XQUpQA2ezxfuZNm7dxAfOKrF+LAtPJgQp9LkeCAMaxtO8j5SUhwixsIi5czg33BTiBmdxUmiJQZaaqBlvc4dtexle26ebFZVZkGYkZP9sqcVIo1gEKYBRlCyITfoKQy00kCrTPZVQVihfVAqEPvyICzH7KvZWDS2ylzrIKxxLNfeRMFPWXBXwQqnoR9GYxB40msIBYsaeMIgBV7acCLGwgIvOTVmNH3QDbTUQMt6fYOgszjDyaYUV7lhtMJAKw20ymAFrfMVK2omoQSQ2E2PElFiECSoG8Ug4ZoksLR7Svt9xFj0oWE0fWgMtNRAy3p9nw2NYbTCQCsNtMpgxUhomMQPhIY0HbrYUFwKjnTgRpxHHx1O1IfHRExNxEzQ+dkImcYrTMTSRKxMloxEiYv8SJjIOWDc5+juKW10UhUUcZ6RgBEVa3skYAZiyofVSrITDO4UyJEubvuG3c40XmEiliYiO6tGLBkLGJv2jwQMWi0xYLjnOQRf27Be+0JEqvcizkO10mM18kOIHZ77jr6MFKVER9O7o9hx4YAlumGzhjKfl4NxP6quHkzGxmSj6I6q9HaR7BMiOuvyT8hJx3lxu0h5u0h1uwiLzdrWZhptyd83jrECdkgPKOwQXcJ1vaGQccPKNqKy0nWGK7kuRiZYEl3q9tU466x7HmzQUxXKEBJvT1yp68yRyXRlgTzCnQVCwqUFQgN1UiNba5n66Q3KGYd0jIKradE5h0vFrtugHMOLChWKOUROhc6jrtSVJMgk8Ej7RaphEfpYGplMVZ/rxKQoFDoeyXWljkdKnkpVXw+goX9JFyj4t0tl1h0K1xYOQ/i9hWR8PKRKZidDah9q6q90SJWCkg2pUj+RD6lSSVsMqVJNVQ6p0gFeDalSHtQDqrB+h84lbZjOuaw9M95lOIwHTlnSnzvOAm4rXPcu8DxvMgdbWZ+uveRAUWjuRi4fkiGLlEGpkZohlVlGTzcHemWna0b1BwifDzNK0ljgmFpqaaRWSO3tycEeEMJDXFJWcwF25kcO9L8ONMAOdsDmrZ80ZrqQsoZtEFIpkyOH8dCQvm9WJJILaaXEyMMc4fs+Dfa7cPufDFmkyaVGaoZU6iulcgFymLm8coEdlsV2CbFdoi91FuU4qjZ6hZFaGqkVUvX2Ajms0F6oeum1CGAwKNoruafmAypnP63cgBrWOB6U2BAxyI0l5AYuOMPtiEP6QiEz1OsRyiG1DdJ+FnEeniOS9TFStY5OjNTUSM2QqjialJ/0gBdvHOi+naOM1prCSC2N1AqpWmsW5CpdsabmMkpkyQR8WWSwTZNHS2Lk8AykuNSXSydMxHlG4oVUrYcSIzU1UjOkaj00Ei+U0VpTGKmlkVohVWvNSLy4zI/Ei3SKwkrr4sU6yMEeLJ35ETzXJz3hWLw4VeuhBGW11NRIZe8WcL1Kbz4WL5M1hVFfaaRWSL0pXsyaH4kXOVGEeKk7I91zpZ1RqscizjMWOaID/KuNTYKyWmpqpLLz8NbImawpjPpKI5WddmPWjK00Zs2PRI48YRYi16009uTZeLPiMh6qld2sQFUGUcST2fFoSSttqLEophQoQIUDmgwMmzqMjMVn3A+7gsd+C2nVJ2ODsmF0x0l6u0j2CRGddfkn5KRCoLhdpLxdpLpdhAVn5G4lYKew+W6FvCekTTn26JicGl0DLzWhEZWFqwBg7XhcqcKKeya8N0lUKFWhTIVyFSpUqFShSoXqATSsT0Z6dJf36LP+3QKEgNJ7QFliXI7Gg10moVwPpSqUIbTsFOYIDRRKy69Apn70UoUqFaoRogqHPhlprV3WZgr3FhyB8pB2w1LOxD25Twfeqq66aaYqV6ZCeQ9RVVJvV/RkVFWqUKVC9QAaumGkHXU17ah07RJxHrjJYG8A3EErzO8VpO0mRtY+gIkKpSqUISRmDO+CqVplh8/dZZh7fIdf2pvav4N+XW9WgaP3ZpUqVKlQjZAmr6QurjvxCC71AnJ/T97ZIzUId2gADsW+kbbNwar7t1DWJJftp5LgcD2UqlCGkOhh0Q7Rw+S4o3xK91TgML2yUoUqFaoRUl3pSW2VWvZRDqnsk7briPMwp4qToR07JHEYYbrACo+W4PSVPl1iHKqfY6JCqQplCAk+RkjJYoOPUabXX6pQpUI1Qhofk6JcU6B5rFgftEJSykWcR/UsmQLd+5Q0iVGmn0KiQqkKZQiJLuTtzU0u5DK9/hJH7qFKhWqENC6UuhNc8R6rmgculA62iPPc5kLeG/T2JjhMD6UqlCEkupCPdZMLFf0ljtzrr1SoRkjjQrJfC1moWemsGYCtvytLyN4o3muyZYzbp7jSTfnIxoUbXTxSE7obwDA9lKpQhpDoTD7WTc5U9Jc4cq+/UqEaIY0zIeNEZ3b5SPAPnmbDhxH0BCIPadh7iGSDhMli0/XhOYQj9M/0EhVKVShDiPag7H4Qod4acrrD1NEaqcwoUKBXXqpQpULkgxA6b6qcFUjsAxL2wv1rc36mH3lcrMf27Qgp6JF3JDq4/7KEvpsg4174QC2S8MgL4ZVoyDsJj70QXhxX8cwL4U1mFc+9EF7/VvHKC+H1YxWvoQfW4ZELLzFCqahKQGEKbbOO8uDMwwd4OqjKwINqeBFCR4Gn0/BEQGcBPG2G1yh1MvCIGW7ldTIVUMgjS9UCeE4M71HoKA/uInyA3kCVgRYQZqqTiVwfvKOTgR4GZHQUunigVlT10ETWUiJ3BXro8SnlRQ4UUi6po0GRA4uUtnGyDFDI8a+TAV9D3quU3AO/aSlw5IOMLsdzoJAzUh0NzjiQof2UYhu856KlwFYOMrqchtIeZChl2g0HX0idzvvj9V8n+pmY9dKe93+1x+v2EMNHZA28pQvbOTGNfDD2y/b8vD9erEOzg3U8mwSzpe87cyfwXHfpzQM43c7sGywt7dqeqNR8OfOc+cqHD5NWK9eBbfz39gpfX40QX+DLuAa+yphNRCl3sVrCzrNrW7BST+RWw2dubyfrtD0156/7v+AjN1KiP24P8Bv5pAomDDOlX8mt7QN8zge0UwMzCfcw93P5RKe/fz624Iz0fG7P4DPxT/xuDd5ngrXpWvC+Dqw318og6R3Hog/2nJVF7s/gZsuCK6cQLoQseIzAHviR7wDfDttft8f+CzxxfFA37T4p3PwfAAD//wMAUEsDBBQABgAIAAAAIQCUBxIujgMAAPcJAAAUAAAAeGwvc2hhcmVkU3RyaW5ncy54bWzUVs2O0zAQviPxDqOciuiSpiywoDYIIXFBAoRASNymqXfr/NjFdtYkxxWIZ0A8BldubN+LmSSlVdouCzeqpnUm9njmm/k+Z/L4Y5HDuTBWajUNojujAIRK9Fyqs2nw9s2zo5MArEM1x1wrMQ0qYYPH8c0bE2sd0Fplp8HCueWjMLTJQhRo7+ilUPTkVJsCHd2as9AujcC5XQjhijwcj0b3wwKlCiDRpXLT4N44gFLJD6V42hrGJ0E8sTKeuPiFdggRrD/vC4kKwaNxevUtkbDUSX352WXaixQklIU2tVBye4qSFJgTRmKuqmRBs5YGPQ8noYsnIW/UbYa1/7eV79qALr9sBYQwmJnSOX1rHf32/1EDLFAyXQoiA6OzEvTMaEfpnOleeAz4I7vEhApBiFphzkUQv/fy8mtmOWlxCJeeo/jl2c/vqwtRQH2NxYO7cBuO6bp3q+fnQEAFRZL+a0DXWDy4T8E8oOukH1C8vwzbsHfjDfqZpnCTPvTdtEHEecMRPNzZSuGsSqToQRJj5krMZY1Jiv1nUqmd+fVeL7nMvJzv8/GkdNrYjGrNTYxQYNq1/7CzLHVmhFdiCLlMiM0pjSjJRNh0Z/dXjY+5Bl8pzLHOfn735IfYolwzrBWyDagh0WhPnBmCr7VhW7n6UTHx9hDpudL+aKE9DDhKDc0OGVGzYjVhdkoxryvwMK95JLl5l8TcorKrC+byEBYkO3k7VFi2BM/LGZCikAsCuEqVSHfq8oLqQpLRKQQR8lSaouqX4rm2taugxkyvPiW1boSBY6VGqL1O92W1v91bCDdl4DSq9PKrE5w1Y+SbjBuizyl9Sp1lylfE/bQohw0EZvUDycL55QIt6W9JwVEBKbTGEfVV5ZtKGI+rC9axfk6vkfDrG992giiuJMF1JeiAcmxUt91lEI2JNxELR3S8U6GN+myTfeNjEDHBI2Z4tEvxqxIionJ/saj+gdbM64iJHe0yGwkyVzUMphqwMqw1eaeNNnqjBAn9uuvoXKKGvtahY+iQ299Y60wO1mZPRf/K1LYKBcDfV/QzC+kgrOEcc3oXGAV0l+hcG3B0stOZE7HFPNPKtVOeUn/OjGTrKRYyr1rzuFm4QGNFN3F894RtzRuCaCcVUmnDxrDZ+QAEMKCjn2oUQddEFOTv45rGB5atkbuyB/4Kqq3J/wFqwLiNCLjxqA9cSC9u8S8AAAD//wMAUEsDBBQABgAIAAAAIQCdIPLrMgQAAK0bAAANAAAAeGwvc3R5bGVzLnhtbNRZ227bOBB9L7D/IOjd0cVyYgeSinVSAwu0xQLJAvtKSZRNgCIFis7aXfTfO6SubqBINXxJXyySJjlnLmdIjfyPu4waL1gUhLPAdG5s08As5glh68D853k1mZtGIRFLEOUMB+YeF+bH8I8PfiH3FD9tMJYGbMGKwNxImd9bVhFvcIaKG55jBv+kXGRIQlesrSIXGCWFWpRRy7XtWytDhJmhn3ImCyPmWyYD87YaCP3im/GCKOByTCv0Y065MCRsD0D0CEMZLmc8IEoiQdS0FGWE7sthV6/bIFEATr2VO52rMY2yWpsRxoUatBSMEkzoR2rWe5Fvaz2upr822WXNX5v+iqKdi1pdB18B0UcobagwVVSAgdDPkZRYsBV0jKr9vM+BCAx4WQavnjcwey3Q3nFn4xcUnJJEoVg/dMMP8oQkiqwT+8bxFovF3Lvz7Dtv5t66mppRNZ+wBO9wAqz2tNCOHopwGrN+gOoRFwmkojoPzEBsORT6FKcSCCnIeqOekufwG3EpeQaNhKA1Z4hC06pX1E+1ElIYZKvAlBudbcpI/hmZmlhJGDVfY9FQRk0HyDXiUfNL5U6vW2m9URDOBRkgdBz5LqCMAnFFj1dhDSSJMaVPKpz/TRumOMCUXWqwbbbK5F9ANqCnOsvqJrCsapasKDuKLd3dyr07207to/Y1dmkjoA+VCwArVNBsUTlms9pAeU73K1BDnfZVD9a0vaXOF23/T0rWLMPlgtCHK0HZNTZckG+wkbpLxPA/Fqa69EgSd0aUOXZpvyGnvx9k7/eDPGshQxCPDow2FMCNB0GnbFBRoRN0b+/9dZtFWKz01bUNr3Gh+Ib80bqdSX5H/7dJd0r5nVQ0Wv9DS7e+LZNAL83/Eyh/xjudL4bYPNoWh1jU/auNiBbZz17vaH1iSQM2GJXqjEFLnYs1/RbrSBwdJ2PidJTEPh/BeH2YlXYfI7EvRn7dc8cGMRxVh7DHBfHlAIKzrwhwRKgd5fg21E5vyT5ODLj6GpAGnHtOSMqzV71WHsvYK957hw+D93SYHWvgV4Q+V0r89ReLvsNngNqnO2ZOB3mA+teEDAx736mhD+DlInfwVthJBH1oLxe0p0B7uXg9Ei1YPNJVjqp+89atqfe9qPtOoKqcuhCrSh26/AMFn05V6aCm1FSHDPWlJTC/qjdiyvad21u0JRQqwU3Bp60owa7Jrq1R6WK6RBF8NVLVq0YOaJjgFG2pfG7+DMy2/QUnZJsBCapZf5MXLvUWgdm2P6vCsHOrNIMXwM8FVHLhaWwFCcz/Py3vFo+fVu5kbi/nE2+KZ5PFbPk4mXkPy8fH1cJ27YfvoJP6jnW/c7xX37IyEgte8FTexFBv5mlKYvz6a9bCWtTfs2CT+4LCLFEpW4F/ascCs9Mp4Wu/AGxwTK2EVTTf2cIfAAAA//8DAFBLAwQUAAYACAAAACEAw2wltxkIAADoIAAAJwAAAHhsL3ByaW50ZXJTZXR0aW5ncy9wcmludGVyU2V0dGluZ3MxLmJpbuxWfVAU5xl/wRikfoA1lXFaKUVtpqZFsEhMJp307vaOO7y7XW/vIEw6vSx373Gre7vrfiCgNIkfMdUaExMDBjGpto2NEr/ShlYdZtK0ArVqUqPE0mQmYtAoUrTGFKn0eXcBAQ2O7fS/W9h93+fjfZ5nf8/HnhMxKAMFkIh4VIYwUpCKOCQAj4E9D3zNeJYaHBtyw5qHbl4J94y5tw1NyLD1PZWUiJLRK+Nzx4VRAkpBjyUmokR4jgHKgnJvHvmfdwn9FsiaCPd02PTBNdIw5fIGMlFT8swJ56YcnzFrwkj5UNo3hEiAiIkyid98kt3wP+Kb3BPhNnfG5i4e5PTNi3gafqUMJ+PU/x2B4RkZ3V1TMkKsx19AtFJRQ/J/20cuUdY1Ky8iB+3zsHTAZ7Mjn52l3G4UEHkFq2TnZCgpFHCxARfyKzpGdpbxufysLsuSouGwyXRwqubDKppbIssINpKga7wkorzs7LDMI0bhRW2hzgm8VpGvSLqMmIXGGsxFlFLh52MYZSOW03SFM85lI6vAhRa7xMWsrGAujMI4wumCBtHYJEFS2BinaMiia1IMDoSGsYOG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Nota 2 Zmiany wartości środków trwałych Nota2-zmianyt2019.xlsx 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Nota 5 Struktura własności kapitału podstawowego Nota5-strukturakapitaupodstawowego2019.xlsx 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Nota 6 Struktura wartości zapasów Nota6-Strukturawartocizapasw2019.xlsx 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Nota 7 Struktura należności Nota7-strukturanalenoci2019.xlsx 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Nota 8 Struktura środków pieniężnych Nota8-strukturarodkwpieninych2019.xlsx 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CFrTDM4qbO1KzhTMfhNhda3UmaXVjWqm43nSSpMhlMumwWLpTRhGEIww4OV1OL9r0XBEwYyMtd/tPlyExUThIkMkYzwmeYy03csxqpsgFblibgggdypipE99p3jNkdbSbP+CtLMEyRXXOEFcEb2/EqUigxdR0uV7rBxZ6hYnS9FhO2g1V5sBCnHWDiZwuoWfSQZRl3r+wyyCi6NQCZv2pxazqfJFNFuFYX4R1OHewvp9yWCvD2RCqh0sY5sa5lWeAizVkqz+q01w60UZYDP9DbRY24Bk+Me0AD/6oSWTCQmVG2xnRfvOPuatlM8UEYN4fIhGbCb2MYRfpyrYM6YSLilMR9APcLGmvW1e+c05Lzr3Osvg7DpmWYzzdqtLtKhkCzd1XOpgnhz1wLZK3Y1x5zfFlPwFmeKm8f/MFL2fwK3B2lhHIIRrXoGRrtd2wIWKOXShLKZhX8D8YHoHZAtczsJrSCq4bDb/BTnQ/23NWR6mrOHwp/ZphASF/UjFgpA9aEsm+05hVs/3LsuS5YxMRjnqysyqPSIHhA11D1zXe3uAYkh1003yNmBwx/PPf84raBTpIcetN6+HlHuvrYG/e/KxxQxG+X3YDDSF/0sVK3ZVS2/Ii73XNUS/WIxZjaIqQJizFbTysn9DFc651dqOtWTxarNQDqK4bDEslgNRBnc/8M1CQU6EVITMfrHQG+qQ70NvRfDlQTODtIGsvmQHD6QbpF0cweBkF20yaVbWtfnopL1WbNYXPOmWco85W2t2lnif09nlcOaL82rxIp2de9jztV070dUQ2eMlCkuT4jxjAmM+eblfo/joAQR6B276Z0xJk0zwkUlgGD0Hpg6g+K1EQ7r1BwAAAP//AwBQSwMEFAAGAAgAAAAhADttMkvBAAAAQgEAACMAAAB4bC93b3Jrc2hlZXRzL19yZWxzL3NoZWV0MS54bWwucmVsc4SPwYrCMBRF9wP+Q3h7k9aFDENTNyK4VecDYvraBtuXkPcU/XuzHGXA5eVwz+U2m/s8qRtmDpEs1LoCheRjF2iw8HvaLb9BsTjq3BQJLTyQYdMuvpoDTk5KiceQWBULsYVRJP0Yw37E2bGOCamQPubZSYl5MMn5ixvQrKpqbfJfB7QvTrXvLOR9V4M6PVJZ/uyOfR88bqO/zkjyz4RJOZBgPqJIOchF7fKAYkHrd/aea30OBKZtzMvz9gkAAP//AwBQSwMEFAAGAAgAAAAhAFoXtfIWAQAAuQEAABgAAAB4bC93b3Jrc2hlZXRzL3NoZWV0Mi54bWyMUMtOwzAQvCPxD9beiVMoD1VJKqSqggMSQsDdTdaJVdsb2VsCf4+TqBVSL9x2PLPjnSnW386KLwzRkC9hkeUg0NfUGN+W8PG+vXoAEVn5RlnyWMIPRlhXlxfFQGEfO0QWycHHEjrmfiVlrDt0KmbUo0+MpuAUJxhaGfuAqpmWnJXXeX4nnTIeZodV+I8HaW1q3FB9cOh5NgloFaf7Y2f6CFXRmMSNgURAXcLjAmRVTN9+Ghzin1mMKXZE+5F4bkrIR6k8026nFK9BNKjVwfIbDU9o2o5TZctsefLfKFbJoFctvqjQGh+FRZ1UeXYPIswb08zUT6+3IHbETO6IulQRpiry7AaEJuIjGA87lV79AgAA//8DAFBLAwQUAAYACAAAACEAWhe18hYBAAC5AQAAGAAAAHhsL3dvcmtzaGVldHMvc2hlZXQzLnhtbIxQy07DMBC8I/EP1t6JUygPVUkqpKqCAxJCwN1N1olV2xvZWwJ/j5OoFVIv3HY8s+OdKdbfzoovDNGQL2GR5SDQ19QY35bw8b69egARWflGWfJYwg9GWFeXF8VAYR87RBbJwccSOuZ+JWWsO3QqZtSjT4ym4BQnGFoZ+4CqmZacldd5fiedMh5mh1X4jwdpbWrcUH1w6Hk2CWgVp/tjZ/oIVdGYxI2BREBdwuMCZFVM334aHOKfWYwpdkT7kXhuSshHqTzTbqcUr0E0qNXB8hsNT2jajlNly2x58t8oVsmgVy2+qNAaH4VFnVR5dg8izBvTzNRPr7cgdsRM7oi6VBGmKvLsBoQm4iMYDzuVXv0CAAD//wMAUEsDBBQABgAIAAAAIQBGccqmagoAAIE1AAAYAAAAeGwvd29ya3NoZWV0cy9zaGVldDEueG1snJttj9pIEsffn3TfAflttIDNMxpmFWz8bF10yd69JozJoDCYAyfZ209//+4G434qnWel2ST1qyr3VHVX29X20+9/vh17P8vL9VCdVo7bHzq98rSrXg6nbyvnjy/hb3Ond623p5ftsTqVK+e/5dX5/fnvf3v6VV2+X1/Lsu7Bw+m6cl7r+rwcDK671/Jte+1X5/IEsq8ub9sa/7x8G1zPl3L7wo3ejgNvOJwO3raHkyM8LC//j49qvz/syqDa/XgrT7VwcimP2xrjv74ezlfn+Ylf4dPl+em8/VZ+Lus/zp8uvf2h/lJ9ggC/pTN4fho0Wi8HuGK/f+9S7lfOR3dZeHOmwjX+dSh/XVt/79Xbr5/LY7mryxfmqscC8bWqvjPFBKIhGwFXYC63u/rws/TL43HlrL0RgvkffhX292YUzPQ+ovb1Qh48DP6l3G9/HOt/Vr/i8vDttcaFx/0xc7Crjhgd/t97O7AEOr237Z9iXIeX+nXljCf9yWQ8nc8mTm/341pXb/8WgEehMfRuhhjhrxsf9sdjdzycerD8Wl7r8MCuS3oZ3y/fcuP2p9ObF/36AzF+HulgW2+fny7Vrx5mAq5zPW/ZvHKX7ggh3THpRyaGaOb0MBaW65/Pw6fBTwRvd1NZNyosOszI1ySBJtloklCTRJok1iSJJkk1SaZJck1StCUDxKQJDJtChsAwMQKD1doExlUCI1Q8rPBGxZNV/EblHrvgJsFwGqORbLRpVO5GoSaJNEmsSRJNkmqSTJPkmqQQErHI25HD5DRFjol55O7DXwsJAnWX+JokuEmwbJq4jJW4NCp3N6EmiTRJrEkSTZJqkuwmaUac3wSIRTO+iTy+olHB+KQphvVuChQTy4ESknagNElwk7QDNZUHsmlUmkA1ksfoZ7JR1KjcjeJG8jCay0ZJo3I3ShvJw2ghG2WNyt0ov0l4BeclpmhLpFhOzbFkYjmWNwn+aBLmKqXNb3TuIwk0yUaThJok0iSxJkk0SapJMk2Sa5KiLZEigxpummVMjMgsmqm8FpL2THaV0uYbVJTSFhhUFC8bg4riJTSoKF4ig4riJTaoKF4Sg4riJTWoKF4yg4riJTeoKF4Kg8rDi5RTdrNo2JyYGHcifLtWnK8Fm3D28Co27jZTdp2gzdTK22ZK1QvbTClEUZsp9SZuM7WstJlSPdI2Uxd0JkElMrkEldAUEnzERsrGwpwNJl45WJePQvNwwAO/FiozJGX/vHaHH9Zsxe3Z3ZY38qb9kRJwv63vQ99v9JUSFrQ0+fVft5fyxRF33sFiWTB+4DfRAfwENj8bix9hi/Ko3ReGnS2izhZxZ4uks0Xa2SLrbJF3tuB5Wzl8xrTzasyHNEld3I+aagaXrxzM88c0VaYdZiafygtRPIwzU1JRJyMFNxQMKRhRMKZgQsGUghkFcwoWFigniT2OGAq7Kx5TpCQpBRelo5UkJQOoE3aIxW+HGwqGFIwoGFMwoWBKwYyCOQULC5TTg7vrdnp6rEMwHvU9LAxe0D+6TEMp+srut77p3Kv+CFUfC45XfS1twp1Q9d0RCr5FNWh7bVcG3gUBXRZcAzXfdZ4DuApsrjY2V6zI8Mc9veh3N4m6m8TdTZLuJml3k6y7Sd7dRCTQUvy1vMgTlz2rm+qKeIaX6opW/IWOKP7aBCUgJhlVVwgYUpYRBWMKJhRMKZhRMKdgYYFyeliLwJQe0TqQ0qOVfaFjSQ8Bsf6p9BAwpCwjCsYUTCiYUjCjYE7BwgLl9LCugyk9ohsh3eErjzNrV+jci/0UxX6Gnzl+Fh/WHm75PRc/Hn6wEXj36u4Oh4vhsD+fLe7/yc0SX/Lru1PsDDP8zPGz+ODDrw+/Pvz68Os3fr3FeDRd9BfKg0jQdmfYPSbYPdgvgg0Ae12AywW4XIDLBbhcgMsFuFyAywW4XNBcTikXG9tlhGPj40R3k6i7SdzdJOluknY3ybqb5N1NRHItO4vHOkTtHV9eG6zvZFoboh8llS7lcX7tCh1L6SIgJiBVuggYUpYRBWMKJhRMKZhRMKdgYYFyelhPyZQe0WuS0qN0VFCo7EFGtbFD1AY73FAwpGBEwZiCCQVTCmYUzClYWKCcHiTAmB4mlx/KPaWWYg+xBxkbgR2ibNvhhoIhBSMKxhRMKJhSMKNgTsHCAuX0sP6MafWIvg3CSPRMhA4rbvtnb+bNpv2h+9utrffBnXnTcX9y7/aNPQ8Hze5jt1f2Z2zqrZS5Q/jDU6fSq8RW3FJSpsuGgiEFIwrGFEwomFIwo2BOwcICpbyys1lTXrlcWXZKtxi3bPYg477LDnGXZIcbCoYUjCgYUzChYErBjII5BQsLlNPD+lGGZeeJPlV72alrAHfT9iDjltgOcQNrhxsKhhSMKBhTMKFgSsGMgjkFCwuU02Pqgnnz/rzpgnmibcU6nk2B9JSShmeeVrwn3mQyxeOO8pQj6bjzxXg273vKfQqeOlqO1LJHwZCCEQVjCiYUTCmYUTCnYGGBcuJYy8W0rkQrRlpXaheIv1K1csz36hTEAyGVHgKGlGVEwZiCCQVTCmYUzClYWKCcHtZyMaVHtGLa6XHVLpD3aNfsn6eut+jPsd54T7n5V/vtLXQEWlnx3Om8P1ZvJyQVbV217RUYUpYRBWMKJhRMKZhRMKdgYYFy4iz9IfZCH+7i2cnCowxqmWs1iLTOy5q7QNcFb+atPTSPPFRI40nB7VrawSBv//seGjh3V3g9wIcr3+YqsLliTRr+LmS7GcCPPTbdTcLuJlF3k7i7SdLdJO1uknU3ybubiJxb+jpaKuU5zZoopmIkmivtYuSpB1we0YDB1GsVHqVwBBTcUDCkYETBmIIJBVMKZhTMKVhYoJwe1mFppYefRLLGX/162H1fV6g3OOa7HUp6oh3DTpyaOqTvIDcl9g6wtsBRLEQpM9KApBuShiSNSBqTNCFpStKMpDlJCxuVE4gVZE/gl+osJZApQ4A9t0kgK9/tHX2Nd+m5EnvFC28T4XTBxamCO8GmgT2HbxrucOR5s77n3g8VlFtpX/bh4yQBPnDWgN3i7sN2giCZahtZ4M352/78CAEjDHBqANc4d8Bpwd21Ug02VpdsJ5qobWm+E4XvsIneYRO/wyZ5h036DpvsHTb5O2zY1xuPGddOuTE/YvqLz0HEJwhv5eUb/2Tj2ttVP06sZrGi1YjF22rr6RIvt+IMQpGz70f4qbcqHy0/zgz669HS55NG0Q9GS7zcrvsPxku8AK7L8/ESryHr8mCyxBvWujycLPEStS6PJ0u8J63L08kSr0JDPmgGii9PzpfDqf7HmX9+03utLoe/qlO9Pfr4OKfEm32sWsCEfYhTbC/fDqdr71juEdFhfzacT6fu2J1h7c9H4xl2gYv4tsXIalZ6QMbz4cgdL6b4LmWx8Ngp9teqxlctFviKL45KfAQy7LetvMlijqK1ryqM0gxvo8bnQz/OvfP2XF4+H/7Cx0Osl7nbHvG3Ge6f+VdF929y0FZAAPCb86+RVs4Rn01B91ziN1seEItL8sLDMWg+nnr+HwAAAP//AwBQSwMEFAAGAAgAAAAhAH/jbsmAAgAAugUAABQAAAB4bC9zaGFyZWRTdHJpbmdzLnhtbJRUzW7TQBC+I/EOI59LnJ8KtVXiSiD1CBIFIfU28U6Tje1ds7uusU8ogifghPoYvebW+kV4EmZj1LSOS4WVg3dnxvPN932T6enXLIUrMlZqNQtGg2EApGItpFrMgk8fz14dBWAdKoGpVjQLKrLBafTyxdRaB1yr7CxYOpefhKGNl5ShHeicFEcutcnQ8dEsQpsbQmGXRC5Lw/Fw+DrMUKoAYl0oNwsOJwEUSn4p6G17MT4KoqmV0dRF77RDOIb759yZInGFQaj1XJfy7keNzfdp6KJp6Cvaqs+VreOaFrc3qZLEv27CxX2xkgickJuaHJlMKl2ieib/mWShYTSGTJKVd7/iqts712XVbGj1zyT+xmQIQslutRYwGQGHj58KH2/Do6Pe+K55b9yLemJzjFlsVs2SuaIgOmcLgELoYnnzfu/monszGsBjsks9pxhWJJS2jhJgRFsVVRUvu8W/v/2EGlzlimZd8NDsxRIkFJaPi75kqfa1G/cjyHXtv9esue8OzgGUkLjbG/PgNkEGaSUKNh2iWmCz8SaR5HMxlw7TPcNM/qdp3ySJIVG5iqfNdbOp4jrZs8JjdiiTdiVBMDXNxpMJOWMjc3tTQonG6eY6lmy9fpY9cQ9Wym/FpVSorC73Ztv2xVR6TKCdqauMV8YbpFXIg24l6of8aPdKSmz6VJN76XMt0CU8ygHE1KwPoJhTzdPxkjffwTJFa37fTi2hFkaX2m1P2mANPJzno/WR5yMv5h6+0rnB0sf6FNgZr6wULowWvlk383AAZ4USha2JcVC8wnTfgi1jSbNGwQrAZVsAzXXJrvo7g96W9mD5gDVlu7Yh//dGfwAAAP//AwBQSwMEFAAGAAgAAAAhAK8UFcsMBAAAUBYAAA0AAAB4bC9zdHlsZXMueG1s7Fhtb9s2EP4+YP9B4HdHsiInViCpqJMaGNAVBZIC+0pJlE2AIgWJzuwO++87Uu/1S9jVSzygXyySJu8e3t1zPDJ4t82Z9UzKigoeoumVgyzCE5FSvgrRl6flZI6sSmKeYiY4CdGOVOhd9OsvQSV3jDyuCZEWiOBViNZSFne2XSVrkuPqShSEwz+ZKHMsoVuu7KooCU4rtShntus4N3aOKUdRkAkuKysRGy5DNGsGoqD6aj1jBrimyI6CRDBRWhLEAxA9wnFO6hn3mNG4pGpahnPKdvWwq9etcVkBTi3KvZ6rMY2yWZtTLko1aCsYNZgoiNWsN9Tf6Xb0Hl51761u/+1Uay+9lse14yvwPGWsC8NrFYYwEAUFlpKUfAkdq2k/7QoIQg6cqANHz3th9qrEu6k7M19QCUZThWJ1P3Q/cFRSRZSJczX1fN+fe7eec+vN3BtX0yJu5lOeki1JQ3TjaaWDfahg15j1B7YeizKFNDDkYD0UBYxkEshQ0tVafaUo4DcWUoocGinFK8Exg6bdrmi/aiWkD8gUIZJrzfTapd8iUxMbDUbzNZZLg2KEHKzXGs9ofm3nyzHz/wm0EdYDDknFJmYEiHc4WE+5pKEAECohjD2q0P8j61g1BZnbzOKbfJnL34CYQGV15rRNYGTTrBlUdxSzhtJq2QOxrvev5FrbrFNggMpFVo8KOu1qCxcF2y1hG+pUbnqwk7630LmlObOPaQKJKiMpROfQVON4z+iK56SGFgVQJNRday1K+hUgq+oigf9JXQBsMyMHXSbA60u3oHfpACF82xgEZhpHex/fL0TdnyUunshWE0Wxei/clIWafGCM5dMmj0m51HV2z7kxH3uEoPYYA1UyOpSB9rh+XNoAv7G0w/iP6zDImScQ/6iHBtqNPXRGX4CBx3n3uJ0MfLEn7Qd8MbDGKD1CVhojHltjeeSkeMFPw/yti0Fd4Bry6TS+wzYwQ23GrpH+vVg10/Qd9mnON3XNlzT5jhNv4FII+1if4k19csqlRoeuqvgP++www0Y2A2CnAJwhps5hsxHk/54GZ4f8hpFpvXhSGkTJq+E/eJQPAAKQ9mAdxcRPgG3tfTw36ZsP3HUGF6rRdaq7GFnqMTBEn1QdxPhukCHiDWXwYNLddfrLFEhNt/31TL+0SQx3P31x6/SAK1OS4Q2TT92fIerbv5OUbnLwZjPrM30WUosIUd/+qN5Ppjcq6UEJ+LGCBw/4WpuShuivD4tb/+HD0p3MncV84l2T2cSfLR4mM+9+8fCw9B3Xuf8b9qSeWu+2U2/vuTWnSSkqkcmrBJ5lRJbRhOw/uPq23z65gpC7isGsstlsA/6xHwvRoFPD1ykbYEPx2m7Crrqn4OgfAAAA//8DAFBLAwQUAAYACAAAACEAI/2HBxcIAADoIAAAJwAAAHhsL3ByaW50ZXJTZXR0aW5ncy9wcmludGVyU2V0dGluZ3MxLmJpbuxWfVQU1xV/YIxSP8CayvG0UovanJoWwSIxOelJd3d22cXdnXFnFuJJTzfD7lt2dHZmnA8ElSbxI6ZaY2JiwSIm1baxUeJX2tCqh3PStAK1alKjxNLknIhBo0jRGlOk0vtmgPBh8Nie/rcLO+/d++67787v3vt760YMmo6CSEICKkUYqUhDPBJBx8BcAL1uPktMjQN5YcxDn3+S7hl1bwsaP93R89SYZJSCfjYud2wEJaFU9FhyMkqG5yiQbCj38y3/8yyp1wMZk+E7DSY98BnqmPL4g5moIWXm+AuTT86YNX7o+kA5MEBIgoiJMYnfepLZ4D9iTs6fQCbmzJzcxaPvLawt5KTBn9TBYkL6vyMwOCMjH9eQghDr4wqIVRqqS/lv+8gjKYZuFyTkogM+lg4GHE4UcLKU14uCkqBijczcDCWHgx426EGcamDkZJmAh2MNRZFVHUcspYvX9ADW0NxiRUEwkUVDF2QJ5WVnRxQBMaog6QsNXhT08nxVNhTELDTHUC6i1HJOiGOUjVheN1Te3JeN7CIfXuKRlrCKivkIiuAob4g6ROOQRVll47yqI5uhy3HYEB6kDpkWtEIcaSFnpAQ7ZElXZRH5ZUc8MoKtmxejuizh2xlyuEwP+bGhq7yYr/Ll2hca3dFLIN9uhng7D+BaiQlh7Y5H9RuOdFy/0UhHMjFZl+94nmU10mGWxZCTaFXAkm4llaEDXMDm4SADljogwwrOmZ+NXLyoYUQZiojLUKEzwHkcNlJ6ZuHQkl3WY6wQwZqPl6CKxPLeDQyvYJUVlmNkyzXzKmlGHKsOQ4PCMBet8vThiMBz5QrYBTkaAfoiHIxoP2zyBzVMCdGoS1A1neGhWmKyEMaICwSdJALQOMvC2ConlyBichDjzHkoe9iqR9KxGuVhMxuTlw3eOczYKy9zSqQaB9tZ6kKsDluBsEux6pE0rJo9AigautXAA1F22RxOii7yI8aQwjFBKoEyg5JmdV4R+yU30yfT0McatLGVAWdYluS4HMG9Mql6m2b2Yq/GJsI7SoCeF+swc5PmtPaCT9KVbqMYeSSsh1gPFZqb992QHcZ5ObkhtynPQ/1Rm/2LWPcwxZDI3S5ZjAwIHfiIUWWF0IyhhjHF6zyKKeGYCDnJCvPFgJxXEVgs4rAJlPn+BYwz3ynxxZA/Qhtg4+S1cqsPaQlEnxvYzs8DE7kZl6c3vyHKY2d1QQ/HQhxQGIc1HVGCRtyQ1PXXFadiXCrgZYysALmZPNnLVD4CpoP20oGQj6acpPZk1VTOzSVkyXGAr6DHeUVjAVHymhxH1gEVyBeJhqG8Zu3CGGIc3jyiKvA6pbBsohLkXPNBVSAX28Jh2ZBMHyDTdpvDwYXM0c+F8gN0kPHbfKSo7bIq0RIAR9zbaQqeZlyMyJsnOhjQAPkyEZPr2DAPsFnsyboDQklMJ7RqlpCZK2TqBshmOPZyiImGmlWhdVGBvYAGr1aYRTID104vTo/5vKSvoA8jJI8GpDEvqywugnWQ8pH0+njF7Ly+1Ui8d92sOIs2WIBOxKSZ4Ig+12RJCMN7go7ktj8atshVBP6tigjYilhFls32MGMaSmJmn0HNRUn7s26q9zJi3S4VrpYhfWm1m9sO99ftVgoCcB1pcI1APWkIJDflMkQRZm4KmlsHegMciERHo+bol/XhC5A3KMZ8UdY01BcPw9pEoUSKA+P2EZWXtYjKIk4LKZPpCJNb/GsxXT+V9jpzyapXNvPuNKDZMC+N/JsksXr3CFyYjJAnyLhnwm/4sm3tW08smWy772j9oUk51K7m6mCD7cjUNJV5oCnv/eYd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Nota 10 Struktura rzeczowa i terytorialna przychodów ze sprzedaży Nota10-strukturarzeczowaiterytorialnaprzychodwnettozesp 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