{"id":5226,"date":"2025-06-27T15:06:16","date_gmt":"2025-06-27T15:06:16","guid":{"rendered":"http:\/\/biblioteca-mindole.salem-ecuador.org\/?p=5226"},"modified":"2025-07-31T19:30:51","modified_gmt":"2025-07-31T19:30:51","slug":"twoje-konto-w-ofe-skladka-oplaty-prowize-poradniki-2","status":"publish","type":"post","link":"http:\/\/biblioteca-mindole.salem-ecuador.org\/?p=5226","title":{"rendered":"Twoje konto w OFE sk\u0142adka, op\u0142aty, prowize Poradniki"},"content":{"rendered":"<p>OFE przesta\u0142o te\u017c by\u0107 od tej pory obowi\u0105zkowe, jednak pracownik m\u00f3g\u0142 zadeklarowa\u0107 wyb\u00f3r OFE. Osoby te nie przesta\u0142y jednak by\u0107 uczestnikami OFE, bo pozosta\u0142y tam ich sk\u0142adki zgromadzone w poprzednich latach. Je\u015bli stwierdzisz brak jakiej\u015b ze sk\u0142adek lub jej nieprawid\u0142ow\u0105 wysoko\u015b\u0107 mo\u017cesz z\u0142o\u017cy\u0107 reklamacj\u0119 w&nbsp;ZUS &#8211; niestety OFE nie mo\u017ce zrobi\u0107 tego za Ciebie. W tym miejscu prezentujemy notowania OFE i DFE oraz wyniki OFE w wybranych horyzontach. Ponadto konkretne fundusze mo\u017cna wci\u0105gn\u0105\u0107 na list\u0119 obserwowanych lub doda\u0107 do por\u00f3wnywarki.<\/p>\n<p>Do OFE trafiaj\u0105 sk\u0142adki emerytalne, kt\u00f3re po pobraniu stosownych op\u0142at Fundusz zostaj\u0105 przeliczone na jednostki rozrachunkowe po ich warto\u015bci na dany dzie\u0144. Je\u015bli kogo\u015b nie satysfakcjonuje tempo przyrostu warto\u015bci jednostki rozrachunkowej w OFE do kt\u00f3rego nale\u017cy, mo\u017ce zmieni\u0107 sw\u00f3j Fundusz. Transfery pomi\u0119dzy Otwartymi Funduszami Emerytalnymi maj\u0105 miejsce cztery razy do roku &#8211; pod koniec lutego, maja, sierpnia i listopada. Jednostki rozrachunkowe pe\u0142ni\u0105 kluczow\u0105 rol\u0119 w funkcjonowaniu Otwartych Funduszy Emerytalnych.<\/p>\n<h2>OFE a wyp\u0142ata \u015brodk\u00f3w<\/h2>\n<p>Wyniki inwestycyjne OFE przek\u0142adaj\u0105 si\u0119 bezpo\u015brednio <a href=\"https:\/\/www.forexpamm.info\/system-dla-handlu-forex-accelerated-awesome-system\/\" target=\"_blank\" rel=\"noopener\">System dla handlu Forex Accelerated awesome system<\/a> na warto\u015b\u0107 jednostki rozrachunkowej, a co za tym idzie, na wysoko\u015b\u0107 przysz\u0142ej emerytury cz\u0142onk\u00f3w funduszu. W 1999 r., kiedy powstawa\u0142y Otwarte Fundusze Emerytalne, warto\u015b\u0107 jednostki rozrachunkowej wynosi\u0142a 10 z\u0142. Dlatego aktualny poziom warto\u015bci jednostki rozrachunkowej jest wska\u017anikiem tego, ile dane OFE zarobi\u0142y od pocz\u0105tku swojej dzia\u0142alno\u015bci. Obserwacja warto\u015bci jednostki rozrachunkowej danego OFE w czasie jest sposobem oceny efektywno\u015bci tego Funduszu.<\/p>\n<h2>W maju &#8217;25 aktywa OFE wzros\u0142y o 2,1 proc. do 258,4 mld z\u0142 &#8211; IGTE, Analizy.pl<\/h2>\n<p>Na podstawie warto\u015bci jednostki rozrachunkowej (OFE musz\u0105 j\u0105 aktualizowa\u0107 na bie\u017c\u0105co) mo\u017cliwe jest obliczenie stopy zwrotu danego OFE w okre\u015blonym przedziale czasowym. Liczba posiadanych jednostek rozrachunkowych jest miar\u0105 udzia\u0142\u00f3w cz\u0142onka OFE w \u0142\u0105cznej warto\u015bci aktyw\u00f3w OFE. Mno\u017c\u0105c liczb\u0119 posiadanych jednostek rozrachunkowych przez aktualn\u0105 warto\u015b\u0107 jednostki rozrachunkowej mo\u017cna dowiedzie\u0107 si\u0119, jaki kapita\u0142 dotychczas zebrano w Funduszu. Liczba jednostek rozrachunkowych posiadanych przez posiadacza OFE nie musi by\u0107 liczb\u0105 naturaln\u0105, mo\u017cna posiada\u0107 np. Przyk\u0142adowo, je\u015bli w danym miesi\u0105cu na konto klienta w OFE trafia 100 z\u0142, a warto\u015b\u0107 jednostki rozrachunkowej w tym dniu wynosi 35,14 z\u0142, to do stanu tego\u017c klienta doliczane jest 2,84 jednostki rozrachunkowej. Jednostka rozrachunkowa w Otwartych Funduszach Emerytalnych (OFE) to umowna warto\u015b\u0107, s\u0142u\u017c\u0105ca do wyra\u017cania warto\u015bci aktyw\u00f3w zgromadzonych na indywidualnym koncie cz\u0142onka funduszu.<\/p>\n<h2>Allianz Polska DFE (kategoria A)<\/h2>\n<p>Dzi\u0119ki niej, ka\u017cdy cz\u0142onek OFE ma mo\u017cliwo\u015b\u0107 \u015bledzenia warto\u015bci swoich oszcz\u0119dno\u015bci i por\u00f3wnywania wynik\u00f3w r\u00f3\u017cnych funduszy. Warto\u015b\u0107 jednostki rozrachunkowej jest uzale\u017cniona od efektywno\u015bci inwestycji OFE na rynkach finansowych, dlatego te\u017c fundusze powinny stosowa\u0107 przemy\u015blan\u0105 i d\u0142ugoterminow\u0105 polityk\u0119 inwestycyjn\u0105. Zrozumienie istoty jednostek rozrachunkowych jest niezb\u0119dne dla \u015bwiadomego uczestnictwa w systemie emerytalnym opartym na OFE. Jednostka rozrachunkowa to umowna jednostka udzia\u0142u w warto\u015bci aktyw\u00f3w netto Otwartego Funduszu Emerytalnego.<\/p>\n<h2>OFE warto\u015bci jednostek rozrachunkowych z 2025.07.25<\/h2>\n<p>I tym razem ubezpieczeni mogliby wybra\u0107 ZUS, jednak musieliby z\u0142o\u017cy\u0107 tak\u0105 deklaracj\u0119. Jednak prace nad ustaw\u0105 zosta\u0142y zawieszone przynajmniej do czasu powstania ostatecznego kszta\u0142tu przepis\u00f3w wprowadzaj\u0105cych Polski \u0141ad, kt\u00f3re \u2013 zgodnie z zapowiedziami rz\u0105dz\u0105cych \u2013 znosi\u0142yby pomys\u0142 15-proc. Wyp\u0142ata \u015brodk\u00f3w zgromadzonych w OFE jest mo\u017cliwa jedynie w formie emerytury wraz z emerytur\u0105 z ZUS.<\/p>\n<h2>OFE warto\u015bci jednostek rozrachunkowych z 2025.01.16<\/h2>\n<p>Sk\u0142adka przekazywana do OFE wynosi 2,92%, a na subkonto \u2013 4,38%. Otwarte Fundusze Emerytalne pobieraj\u0105 op\u0142at\u0119 z&nbsp;tytu\u0142u uczestnictwa <a href=\"https:\/\/www.forexbrokerslist.site\/konstantin-kondakov-metatrader-4-nauka-zarabiania-na-forex\/\" target=\"_blank\" rel=\"noopener\">Kondakov: Nauka zarabiania na FOREX<\/a> w&nbsp;funduszu od&nbsp;ka\u017cdej przekazanej przez&nbsp;ZUS sk\u0142adki. Sk\u0142adka przekazana przez&nbsp;ZUS do&nbsp;Vienna OFE po potr\u0105ceniu op\u0142aty jest przeliczana na&nbsp;jednostki rozrachunkowe. Sk\u0142adka do&nbsp;OFE to&nbsp;cz\u0119\u015b\u0107 sk\u0142adki na&nbsp;ubezpieczenie emerytalne pochodz\u0105ca ze sk\u0142adki ubezpieczonego, odprowadzana przez&nbsp;ZUS do&nbsp;Funduszu.<\/p>\n<ul>\n<li>A\u017c do 2014 odprowadzanie sk\u0142adek do OFE od wynagrodze\u0144, od kt\u00f3rych by\u0142y te\u017c odprowadzane do ZUS sk\u0142adki na ubezpieczenia emerytalne i rentowe, by\u0142o obowi\u0105zkowe.<\/li>\n<li>Wystarczy wskaza\u0107 osoby, kt\u00f3rym zostan\u0105 wyp\u0142acone \u015brodki w przypadku \u015bmierci.<\/li>\n<li>Liczba posiadanych jednostek rozrachunkowych jest miar\u0105 udzia\u0142\u00f3w cz\u0142onka OFE w \u0142\u0105cznej warto\u015bci aktyw\u00f3w OFE.<\/li>\n<li>Jednostka rozrachunkowa to\u00a0umowna jednostka udzia\u0142u w\u00a0warto\u015bci aktyw\u00f3w netto funduszu.<\/li>\n<\/ul>\n<p>Jednostka rozrachunkowa to&nbsp;umowna jednostka udzia\u0142u w&nbsp;warto\u015bci aktyw\u00f3w netto funduszu. Warto\u015b\u0107 jednostki rozrachunkowej jest wyliczana codziennie. Pierwsze sk\u0142adki, jakie wp\u0142yn\u0119\u0142y do&nbsp;funduszy w&nbsp;1999 roku zosta\u0142y przeliczone na&nbsp;jednostki rozrachunkowe przy warto\u015bci jednostki r\u00f3wnej 10 z\u0142. Wzrost warto\u015bci jednostki rozrachunkowej oznacza wzrost warto\u015bci oszcz\u0119dno\u015bci cz\u0142onk\u00f3w funduszy. Na warto\u015b\u0107 aktyw\u00f3w netto sk\u0142adaj\u0105 si\u0119 inwestycje funduszu w r\u00f3\u017cne instrumenty finansowe, takie jak akcje, obligacje czy inne papiery warto\u015bciowe.<\/p>\n<p>Dzi\u0119ki nim, ka\u017cdy cz\u0142onek OFE ma mo\u017cliwo\u015b\u0107 \u015bledzenia warto\u015bci swoich oszcz\u0119dno\u015bci emerytalnych i oceny efektywno\u015bci dzia\u0142ania funduszu. Ponadto, system jednostek rozrachunkowych u\u0142atwia por\u00f3wnywanie wynik\u00f3w inwestycyjnych r\u00f3\u017cnych OFE, co pozwala na dokonanie \u015bwiadomego wyboru funduszu, najlepiej odpowiadaj\u0105cego indywidualnym preferencjom i potrzebom. Wysoko\u015b\u0107 sk\u0142adek przekazywanych do&nbsp;otwartych funduszy emerytalnych zmniejszy\u0142a si\u0119 z&nbsp;7,3% do&nbsp;2,3% wynagrodzenia brutto. Pozosta\u0142e 5% by\u0142o zapisywane na&nbsp;specjalnym subkoncie ka\u017cdego ubezpieczonego w&nbsp;ZUS. 1 czerwca 2021 roku mia\u0142a zacz\u0105\u0107 obowi\u0105zywa\u0107 nowa ustawa, ostatecznie likwiduj\u0105ca otwarte fundusze emerytalne. Zgodnie z intencj\u0105 rz\u0105du pieni\u0105dze mia\u0142y trafi\u0107 z OFE na indywidualne konto emerytalne (IKE) po potr\u0105ceniu 15-proc.<\/p>\n<ul>\n<li>I tym razem ubezpieczeni mogliby wybra\u0107 ZUS, jednak musieliby z\u0142o\u017cy\u0107 tak\u0105 deklaracj\u0119.<\/li>\n<li>Dlatego aktualny poziom warto\u015bci jednostki rozrachunkowej jest wska\u017anikiem tego, ile dane OFE zarobi\u0142y od pocz\u0105tku swojej dzia\u0142alno\u015bci.<\/li>\n<li>Warto\u015b\u0107 jednostki rozrachunkowej jest uzale\u017cniona od efektywno\u015bci inwestycji OFE na rynkach finansowych, dlatego te\u017c fundusze powinny stosowa\u0107 przemy\u015blan\u0105 i d\u0142ugoterminow\u0105 polityk\u0119 inwestycyjn\u0105.<\/li>\n<li>Transfery pomi\u0119dzy Otwartymi Funduszami Emerytalnymi maj\u0105 miejsce cztery razy do roku &#8211; pod koniec lutego, maja, sierpnia i listopada.<\/li>\n<\/ul>\n<h2>MFW podni\u00f3s\u0142 prognoz\u0119 wzrostu \u015bwiatowego PKB na &#8217;25 do 3,0 proc.<\/h2>\n<p>DFE czyli dobrowolne fundusze emerytalne to III filar systemu emerytalnego, gdzie ubezpieczeni samodzielnie i dobrowolnie oszcz\u0119dzaj\u0105 na emerytur\u0119. S\u0105 to tak naprawd\u0119 fundusze inwestycyjne, kt\u00f3re mog\u0105 oferowa\u0107 jedynie Powszechne Towarzystwa Emerytalne w ramach program\u00f3w IKE (indywidualne konta emerytalne) lub IKZE (indywidualne konta zabezpieczenia emerytalnego). Otwarte fundusze emerytalne (OFE) jako II filar ubezpieczenia emerytalnego wesz\u0142y w \u017cycie w 1999 roku. A\u017c do 2014 odprowadzanie sk\u0142adek do OFE od wynagrodze\u0144, od kt\u00f3rych by\u0142y te\u017c odprowadzane do ZUS sk\u0142adki na ubezpieczenia emerytalne i rentowe, by\u0142o obowi\u0105zkowe.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"601px\" alt=\"warto\u015b\u0107 jednostki rozrachunkowej ofe\" 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\"\/><\/p>\n<h2>Notowania DFE PZU<\/h2>\n<p>Ka\u017cdy cz\u0142onek OFE posiada okre\u015blon\u0105 liczb\u0119 jednostek rozrachunkowych, kt\u00f3rych warto\u015b\u0107 zmienia si\u0119 w zale\u017cno\u015bci <a href=\"https:\/\/www.forexgenerator.net\/wielka-brytania-zezwala-firmom-na-handel-w-unijnych-systemach-w-ramach-prostego-podejscia-do-obowiazku-obrotu-akcjami\/\" target=\"_blank\" rel=\"noopener\">Wielka Brytania zezwala firmom na handel w unijnych systemach w ramach prostego podej\u015bcia do obowi\u0105zku obrotu akcjami<\/a> od wynik\u00f3w inwestycyjnych funduszu. Jednostki rozrachunkowe s\u0105 przydzielane cz\u0142onkom OFE proporcjonalnie do wysoko\u015bci odprowadzanych sk\u0142adek i stanowi\u0105 podstaw\u0119 do obliczenia przysz\u0142ej emerytury. Jednostka rozrachunkowa stanowi podstawowy element systemu Otwartych Funduszy Emerytalnych.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>OFE przesta\u0142o te\u017c by\u0107 od tej pory obowi\u0105zkowe, jednak pracownik m\u00f3g\u0142 zadeklarowa\u0107 wyb\u00f3r OFE. Osoby te nie przesta\u0142y jednak by\u0107 uczestnikami OFE, bo pozosta\u0142y tam ich sk\u0142adki zgromadzone w poprzednich latach. Je\u015bli stwierdzisz brak jakiej\u015b ze sk\u0142adek lub jej nieprawid\u0142ow\u0105 wysoko\u015b\u0107 mo\u017cesz z\u0142o\u017cy\u0107 reklamacj\u0119 w&nbsp;ZUS &#8211; niestety OFE nie mo\u017ce zrobi\u0107 tego za Ciebie. 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