﻿{"id":2048,"date":"2024-07-30T07:08:35","date_gmt":"2024-07-30T07:08:35","guid":{"rendered":"https:\/\/institutolondres.edu.mx\/?p=2048"},"modified":"2025-07-31T13:47:51","modified_gmt":"2025-07-31T13:47:51","slug":"proba-1-zloty-1995-miedz-nikiel-cena-monety-polska","status":"publish","type":"post","link":"https:\/\/institutolondres.edu.mx\/index.php\/2024\/07\/30\/proba-1-zloty-1995-miedz-nikiel-cena-monety-polska\/","title":{"rendered":"Pr\u00f3ba 1 z\u0142oty 1995 Mied\u017a-nikiel cena  monety Polska, III RP po denominacji"},"content":{"rendered":"<p>Pami\u0119taj jednak, \u017ce ceny na aukcjach mog\u0105 si\u0119 r\u00f3\u017cni\u0107 i nie zawsze odzwierciedlaj\u0105 rzeczywist\u0105 warto\u015b\u0107. W 1995 roku Polska przechodzi\u0142a przez okres transformacji gospodarczej po upadku komunizmu. Wcze\u015bniej, przed 1995 rokiem, Polska mia\u0142a swoj\u0105 w\u0142asn\u0105 walut\u0119, ale by\u0142a ona s\u0142aba i niezbyt stabilna. W 1995 roku wprowadzono now\u0105 seri\u0119 banknot\u00f3w i monet, aby wzmocni\u0107 polsk\u0105 walut\u0119 i poprawi\u0107 stabilno\u015b\u0107 gospodarcz\u0105 kraju. Pierwszy projekt nowych banknot\u00f3w zosta\u0142 sporz\u0105dzony przez Andrzeja Heidricha w latach 1987\u20131989 na polecenie NBP. Zosta\u0142y sporz\u0105dzone dwie serie, pierwsza przedstawia\u0142a pisarzy, a druga polityk\u00f3w.<\/p>\n<p>XX wieku Polska wprowadzi\u0142a szereg reform maj\u0105cych na celu liberalizacj\u0119 gospodarki i przyci\u0105gni\u0119cie inwestor\u00f3w zagranicznych. Te dzia\u0142ania przyczyni\u0142y si\u0119 do wzrostu warto\u015bci z\u0142otego i stabilizacji polskiej waluty. Aby oceni\u0107 warto\u015b\u0107 jednego z\u0142otego z 1995 roku, musimy wzi\u0105\u0107 pod uwag\u0119 kilka czynnik\u00f3w.<\/p>\n<p>Po odzyskaniu niepodleg\u0142o\u015bci w 1918 roku, rz\u0105d polski przywr\u00f3ci\u0142 system monetarny oparty o z\u0142ot\u00f3wki jako podstawow\u0105 jednostk\u0119 walutow\u0105 kraju. Mieszkania pa\u0144stwowe (komunalne) mia\u0142y czynsz stanowi\u0105cy zaledwie 5-10 procent dochod\u00f3w rodziny dzi\u0119ki masowym dotacjom. Prywatne mieszkania by\u0142y praktycznie niedost\u0119pne, a \u015bredni czas oczekiwania na przydzia\u0142 mieszkania wynosi\u0142 6 lat. Przeci\u0119tna pensja Polaka przed denominacj\u0105 wynosi\u0142a oko\u0142o 6 mln z\u0142. Jajko kosztowa\u0142o 2200 z\u0142, kilogram cukru 9500 z\u0142, a&nbsp;kilogram schabu z\u0142. K\u0142opot z&nbsp;przeliczaniem kwot przy wielu zerach by\u0142 jednym z&nbsp;powod\u00f3w przeprowadzenia denominacji.<\/p>\n<h2>moneta 1z\u0142 z 1995<\/h2>\n<p>W momencie denominacji kurs dolara wynosi\u0142 oko\u0142o trzech z\u0142otych, a euro \u2013 pi\u0119tnastu groszy. Po przeliczeniu na aktualne ceny mo\u017cna powiedzie\u0107, \u017ce sto dolar\u00f3w sprzed lat odpowiada dzi\u015b kwocie ponad dwustu czterdziestu pi\u0119ciu tysi\u0119cy polskich z\u0142otych. Pami\u0119taj jednak, \u017ce warto\u015b\u0107 kolekcjonerska monet mo\u017ce si\u0119 zmienia\u0107 w zale\u017cno\u015bci od wielu czynnik\u00f3w, takich jak popyt <a href=\"https:\/\/www.forexformula.net\/ta-crazy-name-polityka\/\">To szalone szale\u0144stwo zwane polityk\u0105<\/a> i poda\u017c na rynku kolekcjonerskim. Dlatego warto regularnie sprawdza\u0107 aktualne ceny i warto\u015bci monet, je\u015bli jeste\u015b zainteresowany ich kolekcjonowaniem.<\/p>\n<ul>\n<li>Czy kiedykolwiek zastanawia\u0142e\u015b si\u0119, ile jest warta 1 z\u0142 z 1995 roku?<\/li>\n<li>Polityka gospodarcza pa\u0144stwa r\u00f3wnie\u017c ma wp\u0142yw na warto\u015b\u0107 waluty.<\/li>\n<li>Rekordowa cena nale\u017cy do pozycji 2004 z aukcji COINSNET Krzysztof Padzikowski kt\u00f3rej \u0142\u0105czna cena osi\u0105gn\u0119\u0142a 440 PLN.<\/li>\n<\/ul>\n<p>Czy kiedykolwiek zastanawia\u0142e\u015b si\u0119, ile jest warta 1 z\u0142 z 1995 roku? Mo\u017ce masz w swojej kolekcji monet\u0119 z tego roku i chcia\u0142by\u015b dowiedzie\u0107 si\u0119, czy ma ona jak\u0105\u015b warto\u015b\u0107? Je\u015bli chcesz dowiedzie\u0107 si\u0119, ile jest warta jedna z\u0142ot\u00f3wka z 1995 roku, istnieje kilka metod, kt\u00f3re mo\u017cesz zastosowa\u0107. Mo\u017cesz sprawdzi\u0107, ile jest warta jedna z\u0142ot\u00f3wka z 1995 roku w stosunku do euro, dolara ameryka\u0144skiego lub innych walut. Warto\u015b\u0107 pieni\u0105dza mo\u017ce r\u00f3wnie\u017c zale\u017ce\u0107 od popytu i poda\u017cy na dany produkt lub us\u0142ug\u0119. Je\u015bli na rynku jest du\u017co jednolitych monet z 1995 roku, to ich warto\u015b\u0107 mo\u017ce by\u0107 ni\u017csza ze wzgl\u0119du na ich dost\u0119pno\u015b\u0107.<\/p>\n<h2>Polska 1 z\u0142oty 1995 &#8211; stan 1\/2<\/h2>\n<p>Zrezygnowano z ich produkcji i nie wesz\u0142y do obiegu6. Mennica Pa\u0144stwowa w grudniu 1990 roku rozpocz\u0119\u0142a bicie monet z my\u015bl\u0105 o wprowadzeniu do obiegu po denominacji. Zgromadzenie du\u017cej liczby <a href=\"https:\/\/www.forexeconomic.net\/occidental-petroleum-znalazl-sie-na-szczycie-s-p500\/\">Occidental Petroleum znalaz\u0142 si\u0119 na szczycie S and P500<\/a> monet umo\u017cliwi\u0142o p\u00f3\u017aniej szybkie zast\u0105pienie niskich nomina\u0142\u00f3w starej emisji4. Pocz\u0105tkowo by\u0142y bite monety o nomina\u0142ach 1, 2, 5, 10, 20, 50 gr i 1 z\u0142, w 1994 dodano nomina\u0142y 2 i 5 z\u0142 w miejsce planowanych wcze\u015bniej banknot\u00f3w. Projektantkami wizerunk\u00f3w monet s\u0105 Stanis\u0142awa W\u0105tr\u00f3bska-Frindt (awers) oraz Ewa Tyc-Karpi\u0144ska (rewers).<\/p>\n<h2>z\u0142oty 1995 MW (Polska, III RP po denominacji)<\/h2>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"604px\" alt=\"1 z\u0142 z 1995\" 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\"\/><\/p>\n<p>Pomimo pocz\u0105tkowej niskiej warto\u015bci, dzi\u0119ki stabilizacji gospodarczej i wprowadzeniu reform, z\u0142oty zyska\u0142 na warto\u015bci w kolejnych latach. Warto jednak pami\u0119ta\u0107, \u017ce warto\u015b\u0107 waluty jest zmienna i podlega wp\u0142ywowi r\u00f3\u017cnych czynnik\u00f3w zewn\u0119trznych. Inflacja jest jednym z kluczowych czynnik\u00f3w wp\u0142ywaj\u0105cych na warto\u015b\u0107 waluty. XX wieku Polska zmaga\u0142a si\u0119 z wysok\u0105 inflacj\u0105, kt\u00f3ra wp\u0142ywa\u0142a na <a href=\"https:\/\/www.forexrobotron.info\/od-1-do-1-000-000-amarkets-ma-15-lat\/\">Od 1 do 1 000 000! Amarkets ma 15 lat!<\/a> spadek warto\u015bci z\u0142otego. Jednak\u017ce, dzi\u0119ki stabilizacji gospodarczej i wprowadzeniu reform, inflacja zosta\u0142a opanowana, co przyczyni\u0142o si\u0119 do wzrostu warto\u015bci z\u0142otego w kolejnych latach.<\/p>\n<ul>\n<li>Pocz\u0105tkowo by\u0142y bite monety o nomina\u0142ach 1, 2, 5, 10, 20, 50 gr i 1 z\u0142, w 1994 dodano nomina\u0142y 2 i 5 z\u0142 w miejsce planowanych wcze\u015bniej banknot\u00f3w.<\/li>\n<li>Taki specjalista b\u0119dzie w stanie oceni\u0107 rzadko\u015b\u0107, stan zachowania oraz inne czynniki wp\u0142ywaj\u0105ce na warto\u015b\u0107 Twojej monety.<\/li>\n<li>Dlatego warto regularnie sprawdza\u0107 aktualne ceny i warto\u015bci monet, je\u015bli jeste\u015b zainteresowany ich kolekcjonowaniem.<\/li>\n<li>Warto pami\u0119ta\u0107, \u017ce warto\u015b\u0107 pieni\u0105dza jest zmienna i mo\u017ce si\u0119 zmienia\u0107 w zale\u017cno\u015bci od czasu i okoliczno\u015bci.<\/li>\n<li>W 1975 roku przeci\u0119tne miesi\u0119czne wynagrodzenie w Polsce wynosi\u0142o 3913 z\u0142otych, co stanowi\u0142o spektakularny wzrost z 2235 z\u0142 w 1970 roku.<\/li>\n<li>Monety w doskona\u0142ym stanie zachowania s\u0105 bardziej warto\u015bciowe ni\u017c te, kt\u00f3re s\u0105 zniszczone lub zu\u017cyte.<\/li>\n<\/ul>\n<h2>Ceny aukcyjne<\/h2>\n<p>Podsumowuj\u0105c, warto\u015b\u0107 jednej z\u0142ot\u00f3wki z 1995 roku zale\u017cy od wielu czynnik\u00f3w, takich jak inflacja, popyt i poda\u017c, oraz stan gospodarki kraju. Mo\u017ce by\u0107 ni\u017csza ni\u017c nominalna warto\u015b\u0107 ze wzgl\u0119du na inflacj\u0119, dost\u0119pno\u015b\u0107 i stan gospodarki. Jednak\u017ce, je\u015bli jest rzadka i ma warto\u015b\u0107 kolekcjonersk\u0105, jej warto\u015b\u0107 mo\u017ce by\u0107 znacznie wy\u017csza. Warto pami\u0119ta\u0107, \u017ce warto\u015b\u0107 pieni\u0105dza jest zmienna i mo\u017ce si\u0119 zmienia\u0107 w zale\u017cno\u015bci od czasu i okoliczno\u015bci. Polityka gospodarcza pa\u0144stwa r\u00f3wnie\u017c ma wp\u0142yw na warto\u015b\u0107 waluty.<\/p>\n<p>To by\u0142a g\u0142\u00f3wnie zmiana kosmetyczna &#8211; zast\u0105pienie symboliki komunistycznej portretami wybitnych postaci historycznych i poprawa zabezpiecze\u0144 banknot\u00f3w. Kolejna seria banknot\u00f3w zosta\u0142a przygotowana w 1987 roku wed\u0142ug projektu Waldemara Andrzejewskiego o nomina\u0142ach od 1 z\u0142 do 500 z\u0142. Zosta\u0142y podpisane do druku dnia 1 marca 1990 przez prezesa NBP W\u0142adys\u0142awa Bak\u0119, ich produkcj\u0119 rozpocz\u0119to w fabryce Giesecke &amp; Devrient GmbH w Monachium. W Polsce waluta ma d\u0142ug\u0105 histori\u0119, kt\u00f3ra si\u0119ga a\u017c do \u015bredniowiecza. W ci\u0105gu wiek\u00f3w przesz\u0142a ona przez wiele zmian i ewolucji.<\/p>\n<h2>Moneta obiegowa 1 z\u0142otych z 1995 roku<\/h2>\n<p>W wi\u0119kszo\u015bci przypadk\u00f3w jest to jednak zwyk\u0142a moneta o warto\u015bci nominalnej. Inn\u0105 metod\u0105 jest por\u00f3wnanie warto\u015bci do cen towar\u00f3w i us\u0142ug. Mo\u017cesz sprawdzi\u0107, ile kosztuje dzisiaj produkt, kt\u00f3ry w 1995 roku kosztowa\u0142 jedn\u0105 z\u0142ot\u00f3wk\u0119. Je\u015bli cena wzros\u0142a, to znaczy, \u017ce warto\u015b\u0107 jednej z\u0142ot\u00f3wki z tamtego czasu jest ni\u017csza. Jest to miedziano-niklowa moneta z okresu III Rzeczypospolitej po denominacji wybita w mennicy warszawskiej.<\/p>\n<h2>Moneta 200 z\u0142otych XXX lat prl<\/h2>\n<p>Inflacja to proces, w kt\u00f3rym og\u00f3lny poziom cen towar\u00f3w i us\u0142ug wzrasta, a si\u0142a nabywcza pieni\u0105dza maleje. W przypadku jednej z\u0142ot\u00f3wki z 1995 roku, musimy wzi\u0105\u0107 pod uwag\u0119 inflacj\u0119, kt\u00f3ra mia\u0142a miejsce od tamtego czasu. W Polsce inflacja by\u0142a stosunkowo wysoka w latach 90., wi\u0119c warto\u015b\u0107 jednej z\u0142ot\u00f3wki z tamtego okresu mo\u017ce by\u0107 znacznie ni\u017csza ni\u017c obecnie. Warto\u015b\u0107 1 z\u0142 z 1995 roku wynosi\u0142a wtedy dok\u0142adnie tyle samo, co obecna nominalna warto\u015b\u0107 jednego z\u0142otego. Jednak\u017ce ze wzgl\u0119du na inflacj\u0119 i zmiany si\u0142y nabywczej pieni\u0105dza, jej realna warto\u015b\u0107 jest dzi\u015b ni\u017csza.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Pami\u0119taj jednak, \u017ce ceny na aukcjach mog\u0105 si\u0119 r\u00f3\u017cni\u0107 i nie zawsze odzwierciedlaj\u0105 rzeczywist\u0105 warto\u015b\u0107. W 1995 roku Polska przechodzi\u0142a przez okres transformacji gospodarczej po upadku komunizmu. Wcze\u015bniej, przed 1995 rokiem, Polska mia\u0142a swoj\u0105 w\u0142asn\u0105 walut\u0119, ale by\u0142a ona s\u0142aba i niezbyt stabilna. W 1995 roku wprowadzono now\u0105 seri\u0119 banknot\u00f3w i monet, aby wzmocni\u0107 polsk\u0105 [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[79],"tags":[],"class_list":["post-2048","post","type-post","status-publish","format-standard","hentry","category-forex-trading"],"_links":{"self":[{"href":"https:\/\/institutolondres.edu.mx\/index.php\/wp-json\/wp\/v2\/posts\/2048","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/institutolondres.edu.mx\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/institutolondres.edu.mx\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/institutolondres.edu.mx\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/institutolondres.edu.mx\/index.php\/wp-json\/wp\/v2\/comments?post=2048"}],"version-history":[{"count":1,"href":"https:\/\/institutolondres.edu.mx\/index.php\/wp-json\/wp\/v2\/posts\/2048\/revisions"}],"predecessor-version":[{"id":2049,"href":"https:\/\/institutolondres.edu.mx\/index.php\/wp-json\/wp\/v2\/posts\/2048\/revisions\/2049"}],"wp:attachment":[{"href":"https:\/\/institutolondres.edu.mx\/index.php\/wp-json\/wp\/v2\/media?parent=2048"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/institutolondres.edu.mx\/index.php\/wp-json\/wp\/v2\/categories?post=2048"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/institutolondres.edu.mx\/index.php\/wp-json\/wp\/v2\/tags?post=2048"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}