{"id":10791,"date":"2020-04-01T04:28:48","date_gmt":"2020-04-01T04:28:48","guid":{"rendered":"https:\/\/adhikarnama.in\/?p=10791"},"modified":"2022-02-23T09:03:04","modified_gmt":"2022-02-23T09:03:04","slug":"4-najskuteczniejsze-formacje-swiecowe-na-forex-i","status":"publish","type":"post","link":"https:\/\/adhikarnama.in\/?p=10791","title":{"rendered":"4 Najskuteczniejsze Formacje \u015awiecowe Na Forex I Gie\u0142dzie"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">\u0421\u043e\u0434\u0435\u0440\u0436\u0430\u043d\u0438\u0435<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Technika \u0141\u0105czenia \u015awiec<\/a><\/li>\n<li><a href=\"#toc-1\">Wykres \u015awiecowy<\/a><\/li>\n<li><a href=\"#toc-2\">Co Dalej Z Kursem Euro Do Z\u0142otego? Zobacz Analiz\u0119 Techniczn\u0105 Pary Walutowej Eurpln<\/a><\/li>\n<li><a href=\"#toc-3\">Formacje \u015awiecowe Odwr\u00f3cenia Trendu: Spadaj\u0105ca Gwiazda<\/a><\/li>\n<li><a href=\"#toc-4\">Analiza Techniczna Warsztaty Inwestycyjne Tms Brokers<\/a><\/li>\n<li><a href=\"#toc-5\">Wykresy \u015awiecowe<\/a><\/li>\n<li><a href=\"#toc-7\">Formacje \u015awiecowe Zapowiadaj\u0105ce Wzrosty<\/a><\/li>\n<\/ul>\n<\/div>\n<p>Natomiast zlecenie Take Profit nale\u017cy ustawi\u0107 w odleg\u0142o\u015bci trzykrotnie wi\u0119kszej ni\u017c Stop Loss od ceny otwarcia, dzi\u0119ki czemu mamy bardzo korzystny stosunek zysku do straty . Powy\u017csze wej\u015bcie zgadza si\u0119 ze wspomnianymi warunkami, cena otwarcia 9585,36. 2 .Cena zamkni\u0119cia ostatniej \u015bwiecy jest cen\u0105 zamkni\u0119cia \u015bwiecy \u0142\u0105czonej.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/investorynews.com\/wp-content\/uploads\/2019\/11\/pasted-image-0-min.jpg\" width=\"309px%\" alt=\"formacja m\u0142ota\"\/><\/p>\n<p>Przy czym nadal trzeba liczy\u0107 si\u0119 z ryzykiem wyst\u0105pienia serii strat. Podobnie jak monet\u0105 mo\u017cna wyrzuci\u0107 10 razy z rz\u0119du reszk\u0119. S\u0105 one najpopularniejszymi \u015bwiecami, kt\u00f3re mo\u017cemy spotka\u0107 na wykresie w ka\u017cdym dniu. Do tego typu formacji zaliczymy Doji oraz Marubozu. Analogicznie, tylko odwrotnie \u2013 wygl\u0105daj\u0105 formacje \u015bwiecowe zwiastuj\u0105ce spadki.<\/p>\n<p>W takim wypadku polecamy rachunek inwestycyjny w XTB SA. Gdzie obok akcji na rynku kasowym znajdziesz r\u00f3wnie\u017c kontrakty CFD na akcje. Polecamy rachunek inwestycyjny w XTB SA, gdzie obok akcji na rynku kasowym znajdziesz r\u00f3wnie\u017c kontrakty CFD na akcje oraz tysi\u0105ce innych instrument\u00f3w, np. Najwy\u017cszy wierzcho\u0142ek formacji, czyli g\u00f3rny cie\u0144, stanowi maksimum \u015bwiecy \u0142\u0105czonej. Prezentowane dane maj\u0105 charakter czysto informacyjny i nie s\u0105 rekomendacj\u0105 w rozumieniu przepis\u00f3w Rozporz\u0105dzenia Ministra Finans\u00f3w z dnia 19 pa\u017adziernika 2005 r.<\/p>\n<h2 id=\"toc-0\">Technika \u0141\u0105czenia \u015awiec<\/h2>\n<p>W\u00f3wczas zmiana trendu na rynku walutowym wspomog\u0142a WIG w katapultowaniu si\u0119 na historyczne maksima. Uruchomili\u015bmy w StockWatch projekt edukacyjny, kt\u00f3ry ma pom\u00f3c inwestorom w tworzeniu i stosowaniu na polskiej gie\u0142dzie system\u00f3w <a href=\"https:\/\/www.youtube.com\/results?search_query=waluty+%C5%9Bwiata\">waluty \u015bwiata<\/a> transakcyjnych. W uproszczeniu, sygna\u0142em kupna jest dla nas wybicie kursu z konsolidacji przy ponadprzeci\u0119tnych obrotach. Co wa\u017cne, wynik uwzgl\u0119dnia prowizje maklerskie, a transakcje by\u0142y naprawd\u0119 wykonywane na rynku.<\/p>\n<p>Odpowiednikiem gwiazdy porannej w trendzie wzrostowym, jest gwiazda wieczorna. Zwiastuje ona zmian\u0119 trendu wzrostowego, na trend spadkowy. Jej cechy szczeg\u00f3lne s\u0105 analogiczne do poprzednio om\u00f3wionej formacji, z tym \u017ce zamkni\u0119cie trzeciej \u015bwiecy, <a href=\"https:\/\/tradebot.online\/\">Tradebot.online<\/a> nast\u0119puje co najmniej na wysoko\u015bci po\u0142owy pierwszej \u015bwiecy wzrostowej. Formacja tr\u00f3jka bessy stanowi odpowiednik formacji tr\u00f3jki hossy w trendzie spadkowym. Pierwsza \u015bwieca, jako silna \u015bwieca spadkowa wyra\u017ca si\u0142\u0119 impulsu spadkowego.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"301px%\" alt=\"formacja m\u0142ota\"\/><\/p>\n<p>Opieraj\u0105 si\u0119 one na \u015bwiecach japo\u0144skich, kt\u00f3re s\u0105 jednymi z najstarszych metod analizowania wykresu cenowego. Po raz kolejny <a href=\"https:\/\/wallstreetacademy.net\/\">uczenie si\u0119 o handlu<\/a> mamy tutaj do czynienia z formacj\u0105 odwr\u00f3conej g\u0142owy z ramionami. Jest to bardzo dobry sygna\u0142 do zaj\u0119cia pozycji d\u0142ugiej.<\/p>\n<h2 id=\"toc-1\">Wykres \u015awiecowy<\/h2>\n<p>W akcjonariacie CD Projektu z pakietem powy\u017cej 5 proc. Ujawni\u0142a si\u0119 grupa Goldman Sachs, co podsyca zainteresowanie polskim sektorem gier. Co dalej z kursem akcji Bogdanki \u2013 analiza technicznaNotowania lubelskiego producenta w\u0119gla ju\u017c od pewnego czasu s\u0105 pod presj\u0105, a ostatnio walcz\u0105 na wa\u017cnym wsparciu.<\/p>\n<p>M\u0142ot powstaje, gdy na rynku powoli ust\u0119puj\u0105 nied\u017awiedzie, a prowadzenie obejmuj\u0105 byki. Pocz\u0105tek odwracania si\u0119 trendu w przypadku formacji m\u0142ota wygl\u0105da w ten spos\u00f3b, \u017ce przewaga utrzymuje si\u0119 po stronie poda\u017cy, kt\u00f3ra ustanawia nowe minimum impulsu zni\u017ckowego. Wielu inwestor\u00f3w wci\u0105\u017c wierzy w kontynuacj\u0119 poprzedniego trendu. Bia\u0142a dw\u00f3jka hossy &#8211; pierwsza \u015bwieca (bia\u0142a) wyst\u0119puje w trendzie wzrostowym. Nast\u0119pnie wyst\u0119puje luka cenowa oraz minima dw\u00f3ch kolejnych bia\u0142ych \u015bwiec, kt\u00f3re znajduj\u0105 si\u0119 powy\u017cej warto\u015bci maksymalnej \u015bwiecy pierwszej. Formacje trzech liniiBia\u0142a dw\u00f3jka bessy &#8211; pierwsza \u015bwieca wyst\u0119puje w trendzie spadkowym.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"308px%\" alt=\"formacja m\u0142ota\"\/><\/p>\n<p>Obie \u015bwiece maj\u0105 podobny kszta\u0142t \u2013 kr\u00f3tki korpus w g\u00f3rnej cz\u0119\u015bci, d\u0142ugi dolny cie\u0144(przynajmniej dwukrotnie d\u0142u\u017cszy ni\u017c korpus \u015bwiecy) oraz kr\u00f3tki g\u00f3rny cie\u0144 lub ca\u0142kowity jego brak. Pami\u0119tajmy, \u017ce formacje \u015bwiecowe m\u0142ot nie powinni\u015bmy stosowa\u0107 jako jedyn\u0105 przes\u0142ank\u0119 do otwarcia transakcji. Nasza decyzja powinna opiera\u0107 si\u0119 r\u00f3wnie\u017c na innych narz\u0119dziach analizy technicznej.<\/p>\n<h2 id=\"toc-2\">Co Dalej Z Kursem Euro Do Z\u0142otego? Zobacz Analiz\u0119 Techniczn\u0105 Pary Walutowej Eurpln<\/h2>\n<p>Si\u0142a formacji potwierdzi\u0142oby otwarcie kolejnej sesji z luk\u0105 cenow\u0105 w g\u00f3r\u0119. Formacja trzech bia\u0142ych \u017co\u0142nierzy przedstawia seri\u0119 wysokich bia\u0142ych \u015bwiec, kt\u00f3re stopniowo zamykaj\u0105 si\u0119 na coraz wy\u017cszych poziomach. Najkorzystniej jest, gdy kursy otwarcia kolejnych \u015bwiec znajduj\u0105 si\u0119 na poziomie \u015brodka korpusu \u015bwiecy z dnia poprzedniego. Taki schodkowy uk\u0142ad \u015bwiec ma jednoznaczn\u0105 wzrostow\u0105 wymow\u0119 i wskazuje, \u017ce trend spadkowy zdecydowanie si\u0119 zako\u0144czy\u0142.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"306px%\" alt=\"formacja m\u0142ota\"\/><\/p>\n<p>Formacja spotkania hossy tworzy si\u0119 zazwyczaj w czasie trwania trendu spadkowego. Pierwsza \u015bwieca w tej formacji posiada wysoki czarny korpus. Kolejna sesja otwiera si\u0119 na zdecydowanie ni\u017cszym poziomie i sugeruje kontynuacj\u0119 trendu spadkowego. Formacja spotkania hossy jest w swojej konstrukcji podobna do maj\u0105cej wzrostowy charakter formacji przenikania. Jedyn\u0105 r\u00f3\u017cnic\u0119 stanowi wielko\u015b\u0107 odbicia podczas drugiej sesji.<\/p>\n<p>Harami minus &#8211; pierwsza bia\u0142a \u015bwieca obejmuje \u015bwiec\u0119 czarn\u0105. Kopni\u0119cie w d\u00f3\u0142 &#8211; pierwsza \u015bwieca bia\u0142a, druga czarna, z tym \u017ce druga ma otwarcie poni\u017cej otwarcia \u015bwiecy czarnej. Doji &#8211; oznacza, \u017ce ceny zamkni\u0119cia i otwarcia s\u0105 r\u00f3wne b\u0105d\u017a maj\u0105 podobne poziomy. Nie jest charakterystyczna ani dla hossy, ani dla bessy. Jedynie w kontek\u015bcie poprzedzaj\u0105cych \u015bwiec mo\u017cna j\u0105 interpretowa\u0107. Jest to rodzaj \u015bwiecy, kt\u00f3ra przesy\u0142a nam sygna\u0142 ostrze\u017cenia.<\/p>\n<h2 id=\"toc-3\">Formacje \u015awiecowe Odwr\u00f3cenia Trendu: Spadaj\u0105ca Gwiazda<\/h2>\n<p>Przez wyra\u017any ruch kierunkowy rozumiemy na przyk\u0142ad cz\u0119\u015b\u0107 trendu wzrostowego lub spadkowego, gdzie mamy do czynienia z jednostajnym i jednoznacznym wzrostem lub spadkiem notowa\u0144. Taki ruch mozemy pozna\u0107 przez stosunkowo d\u0142ugie korpusy \u015bwiec. Tego typu \u015bwiece \u201em\u00f3wi\u0105\u201d nam, \u017ce cena otwarcia <a href=\"https:\/\/dowjonesrisk.com\/\">https:\/\/dowjonesrisk.com\/<\/a> i zamkni\u0119cia s\u0105 r\u00f3wne lub bardzo zbli\u017cone do siebie. W przypadku, gdy \u015bwieca przyjmuje kszta\u0142t \u201ekreski\u201d poziomej oznacza, \u017ce zmienno\u015b\u0107 na rynku jest bardzo p\u0142aska. D\u0142ugonogie doji forex posiada d\u0142ugi g\u00f3rny oraz dolny cie\u0144. Po pierwsze, kurs akcji przebi\u0142 lini\u0119 trendu spadkowego.<\/p>\n<h2 id=\"toc-4\">Analiza Techniczna Warsztaty Inwestycyjne Tms Brokers<\/h2>\n<p>G\u00f3rny i dolny cie\u0144 \u015bwiecy s\u0105 kr\u00f3tkie przez co \u015bwieca przyjmuje kszta\u0142t plusa. Cena zamkni\u0119cia i otwarcia wypada w okolicy po\u0142owy wysoko\u015bci \u015bwiecy. Gdy na wykresie pojawi si\u0119 taka \u015bwieca, informuje nas o niezdecydowaniu rynku.<\/p>\n<p>W Europie pocz\u0105tek sesji by\u0142 umiarkowanie pozytywny (pomaga\u0142o pi\u0105tkowe zako\u0144czenie sesji w USA), ale im d\u0142u\u017cej trwa\u0142 handel, tym bardziej poprawia\u0142y si\u0119 nastroje. Pomaga\u0142o bykom (szczeg\u00f3lnie w Niemczech, gdzie eksport to pot\u0119\u017cna ga\u0142\u0105\u017a gospodarki) ci\u0105gle trac\u0105ce euro (du\u017ca korekta rocznego trendu wzrostowego). Im s\u0142absze euro tym wi\u0119ksza konkurencyjno\u015b\u0107 gospodarki strefy euro. Dzi\u0119ki dobry nastrojom w Europie wzr\u00f3s\u0142 te\u017c powy\u017cej jednego procenta WIG20.<\/p>\n<h2 id=\"toc-5\">Wykresy \u015awiecowe<\/h2>\n<p>Od 67% do 89% rachunk\u00f3w inwestor\u00f3w detalicznych odnotowuje straty pieni\u0119\u017cne w wyniku handlu kontraktami CFD. + Bogata oferta edukacyjnaSprawd\u017a ofert\u0119Konto DEMOKontrakty CFD s\u0105 z\u0142o\u017conymi instrumentami i wi\u0105\u017c\u0105 si\u0119 z du\u017cym ryzykiem szybkiej utraty \u015brodk\u00f3w pieni\u0119\u017cnych z powodu d\u017awigni finansowej. Powracaj\u0105cy go\u0142\u0105b to formacja pokrewna do tradycyjnego harami wzrostowego. R\u00f3\u017cnica polega na tym, \u017ce dwie \u015bwiece tworz\u0105ce ten uk\u0142ad maj\u0105 czarny kolor. Wa\u017cnym elementem s\u0105 cienie po obu stronach, kt\u00f3re wyst\u0119puj\u0105 zar\u00f3wno przy pierwszej wi\u0119kszej \u015bwiecy, jak i przy drugim mniejszym korpusie. O mo\u017cliwo\u015bci wyhamowania tendencji spadkowej \u015bwiadczy spadek zakresu waha\u0144 (druga \u015bwieca ca\u0142kowicie, tzw. wraz z cieniami zawarta jest w zakresie r\u00f3\u017cnicy cen otwarcia i zamkni\u0119cia \u015bwiecy pierwszej).<\/p>\n<p>Nieudana pr\u00f3ba kontynuacji trendu spadkowego zmniejsza negatywne nastawienie co daje szans\u0119 na zmian\u0119 trendu. Istnieje zasada, \u017ce im d\u0142u\u017cszy dolny cie\u0144 tym sygna\u0142 \u015bwiecy jest mocniejszy. Potwierdzeniem formacji m\u0142ota <a href=\"https:\/\/pl.wikipedia.org\/wiki\/Rynek_walutowy\">Rynek walutowy<\/a> jest otwarcie kolejnej \u015bwiecy na wy\u017cszym poziomie wraz z jeszcze wy\u017cszym zamkni\u0119ciem. Formacja wisielca, to jedna z najpopularniejszych formacji jedno\u015bwiecowych, zak\u0142adaj\u0105ca odwr\u00f3cenie trendu wzrostowego na spadkowy.<\/p>\n<p>Je\u015bli jeste\u015b ostro\u017cnym inwestorem i potrzebujesz dodatkowego potwierdzenia, mo\u017cesz kupi\u0107 indeks na zamkni\u0119ciu czwartej sesji po m\u0142otku. Wtedy na wykresie pojawi\u0142a si\u0119 niewielka bia\u0142a szpulka ponad zniesieniem 38,2% na punkt\u00f3w. Zyskasz dodatkowe potwierdzenie, \u017ce popyt kontroluje teraz indeks i zdobywa kolejne punkty. Wi\u0119cej formacji \u015bwiecowych mo\u017cna znale\u017a\u0107 r\u00f3wnie\u017c we wpisieprice action. Cena otwarcia pierwszej \u015bwiecy jest cen\u0105 otwarcia \u015bwiecy \u0142\u0105czonej.<\/p>\n<p>Po drugie, nazwa formacja m\u0142ota odnosi si\u0119 do silnej i solidnej bazy, jak\u0105 rynek, jak\u0105 wypracowa\u0142 sobie rynek. Jest ona tak mocna, \u017ce nie mo\u017cna jej rozbi\u0107 nawet m\u0142otem. Sp\u00f3\u0142ka Polnord znalaz\u0142a si\u0119 w rubryce ,,Wykres do przemy\u015blenia\u201d w dniu 5 maja tego roku. Od tego czasu kurs akcji tej sp\u00f3\u0142ki straci\u0142 na warto\u015bci. Na rynku miedzi trwa trend wzrostowy, ale obecnie rynek jest w korekcie.<\/p>\n<h2 id=\"toc-6\">Konopie W Crowdfundingu  Mi\u0119dzynarodowy Zesp\u00f3\u0142 Ekspert\u00f3w Stworzy\u0142 Sp\u00f3\u0142k\u0119 3h Teraz Szykuje Emisj\u0119 Akcji<\/h2>\n<p>Sesja z 17 marca 2011 roku zdawa\u0142a si\u0119 potwierdza\u0107 si\u0142\u0119 poda\u017cy. Podczas tego dnia nied\u017awiedziom uda\u0142o si\u0119 doprowadzi\u0107 do zepchni\u0119cia kursu USD\/JPY o ponad 3,26. W kulminacyjnym momencie spadk\u00f3w kurs USD\/JPY spada\u0142 o 4,1%. Jednak po panice sprzeda\u017cy nast\u0105pi\u0142a realizacja zysk\u00f3w dla posiadaczy kr\u00f3tkich pozycji oraz pojawienie si\u0119 inwestor\u00f3w \u201e\u0142api\u0105cych spadaj\u0105ce no\u017ce\u201d. W efekcie nast\u0105pi\u0142o wzrostowe odreagowanie, kt\u00f3re odrobi\u0142o wi\u0119kszo\u015b\u0107 strat.<\/p>\n<p>\u2013 Mo\u017cna j\u0105 nazwa\u0107 m\u0142otem bojowym polskiej armii, a jej zadanie by\u0142o podobne do roli wsp\u00f3\u0142czesnych wojsk pancernych \u2013 wyja\u015bnia historyk. Pierwsza \u015bwieca wzrostowa, druga mo\u017ce by\u0107 dowolna, np. Jak zapewne zauwa\u017cy\u0142e\u015b pozycje zajmujemy dopiero po otrzymaniu paru sygna\u0142\u00f3w, kt\u00f3re wskazuj\u0105 na to, i\u017c ceny pod\u0105\u017c\u0105 w konkretnym kierunku. Korzystamy tak\u017ce jeszcze z innych sygna\u0142\u00f3w o czym dowiesz si\u0119 ju\u017c wkr\u00f3tce. Nie zmienia to faktu, i\u017c przy zastosowaniu tej strategii mo\u017ce si\u0119 zdarzy\u0107, \u017ce trader b\u0119dzie dokonywa\u0142 wielu transakcji ka\u017cdego dnia. Dlatego, zgodnie z popularnymi regu\u0142ami kontroli ryzyka, warto\u015b\u0107 kt\u00f3r\u0105 trader jest sk\u0142onny straci\u0107, nie powinna przekracza\u0107 1% w\u0142asnego depozytu.<\/p>\n<p>Jest to jedna z najsilniejszych \u015bwiecowych formacji odwr\u00f3cenia trendu, ukazuj\u0105ca nag\u0142\u0105 zmian\u0119 nastawienia uczestnik\u00f3w rynku. Formacja m\u0142ota sprawdza si\u0119 najlepiej, gdy jest poprzedzona minimum trzema spadkowymi \u015bwiecami. Okno hossy &#8211; pierwsza \u015bwieca wyst\u0119puje w trendzie wzrostowym, \u015bwieca druga ma minimum powy\u017cej warto\u015bci maksymalnej \u015bwiecy pierwszej. Przejd\u017amy do kwestii praktycznych na przyk\u0142adzie jednej z najprostszych formacji \u2013 m\u0142ota.<\/p>\n<p>Charakteryzuje si\u0119 d\u0142ugim cieniem i ma\u0142ym korpusem, umiejscowionym na g\u00f3rze \u015bwiecy. M\u00f3wi si\u0119, \u017ce korpus nie powinien zamyka\u0107 si\u0119 poni\u017cej 30% ca\u0142ego zasi\u0119gu \u015bwiecy. Doji to formacja, kt\u00f3ra sk\u0142ada si\u0119 z d\u0142ugiego cienia i malutkiego korpusu po \u015brodku. Formacje \u015bwiecowe, s\u0105 jednymi z najpopularniejszych formacji technicznych, znanych w analizie technicznej.<\/p>\n<p>Kurs USD\/JPY zako\u0144czy\u0142 dzie\u0144 spadkiem o oko\u0142o 0,9%. Nast\u0119pny dzie\u0144 to kontynuacja wzrostowego odreagowania. Impuls wzrostowy trwa\u0142 do 6 kwietnia 2011 roku i zako\u0144czy\u0142 si\u0119 wzrostem kursu USD\/JPY w okolice 85,5. W przypadku gdy \u015bwiec\u0105, kt\u00f3ra tworzy si\u0119 jako druga, jest doji, formacja otrzymuje nazw\u0119 krzy\u017ca harami, gdzie krzy\u017c reprezentowany jest w\u0142a\u015bnie przez \u015bwiec\u0119 typu doji. Krzy\u017c harami jest mocniejsz\u0105 formacj\u0105 odwr\u00f3cenia ni\u017c typowa formacja harami. Pojawi\u0142a si\u0119 na nim formacja m\u0142ota w sytuacji wej\u015bcia oscylatora stochastycznego do strefy wyprzedania.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>\u0421\u043e\u0434\u0435\u0440\u0436\u0430\u043d\u0438\u0435 Technika \u0141\u0105czenia \u015awiec Wykres \u015awiecowy Co Dalej Z Kursem Euro Do Z\u0142otego? Zobacz Analiz\u0119 Techniczn\u0105 Pary Walutowej Eurpln Formacje \u015awiecowe Odwr\u00f3cenia Trendu: Spadaj\u0105ca Gwiazda Analiza Techniczna Warsztaty Inwestycyjne Tms Brokers Wykresy \u015awiecowe Formacje \u015awiecowe Zapowiadaj\u0105ce Wzrosty Natomiast zlecenie Take Profit nale\u017cy ustawi\u0107 w odleg\u0142o\u015bci trzykrotnie wi\u0119kszej ni\u017c Stop Loss od ceny otwarcia, dzi\u0119ki czemu [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":{"0":"post-10791","1":"post","2":"type-post","3":"status-publish","4":"format-standard","6":"category-1"},"_links":{"self":[{"href":"https:\/\/adhikarnama.in\/index.php?rest_route=\/wp\/v2\/posts\/10791","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/adhikarnama.in\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/adhikarnama.in\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/adhikarnama.in\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/adhikarnama.in\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=10791"}],"version-history":[{"count":1,"href":"https:\/\/adhikarnama.in\/index.php?rest_route=\/wp\/v2\/posts\/10791\/revisions"}],"predecessor-version":[{"id":10792,"href":"https:\/\/adhikarnama.in\/index.php?rest_route=\/wp\/v2\/posts\/10791\/revisions\/10792"}],"wp:attachment":[{"href":"https:\/\/adhikarnama.in\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=10791"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/adhikarnama.in\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=10791"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/adhikarnama.in\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=10791"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}