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	<title>Agora Ministries &#187; trading forex</title>
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	<description>The Columbus inner city youth ministry</description>
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		<title>ZłOto</title>
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		<pubDate>Tue, 13 Oct 2020 21:44:15 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[trading forex]]></category>

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		<description><![CDATA[ZłOto Otrzymuj najnowsze oferty. na świadczenie jej na podstawie Regulaminu Usługi Newsletter Serwis apart.pl korzysta z plików cookies. CFD opiera się na dźwigni finansowej, co pozwala na zawieranie transakcji bez konieczności posiadania kapitału na zabezpieczenie całej pozycji. Czy warto inwestować w Alphabet Złoto rozbudowuje korektę. Ile dolarów zapłacisz teraz za ten metal szlachetny? Zapowiedzi wzrostu [&#8230;]]]></description>
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<h1>ZłOto</h1>
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" width="251px" alt="Złoto"/></p>
<p>
<p>Otrzymuj najnowsze oferty. na świadczenie jej na podstawie Regulaminu Usługi Newsletter Serwis apart.pl korzysta z plików cookies.</p>
</p>
<p>
<p>CFD opiera się na dźwigni finansowej, co pozwala na zawieranie transakcji bez konieczności posiadania kapitału na zabezpieczenie całej pozycji. Czy warto inwestować w <a href="https://pl.wikipedia.org/wiki/Alphabet_Inc.">Alphabet</a></p>
</p>
<p>
<p>Złoto rozbudowuje korektę. Ile dolarów zapłacisz teraz za ten metal szlachetny? Zapowiedzi wzrostu produkcji ropy naftowej w Libii. Spadek cen złota poniżej 1900 dolarów Perspektywy dla złota i srebra pozostają wzrostowe.</p>
</p>
<p>
<p>Bez względu na to, czy przygotowujemy się na wielkie wydarzenie, czy chcemy ozdabiać nasze ciało biżuterią na co dzień, warto pamiętać o zachowaniu umiaru. Kolczyki same w sobie są piękną ozdobą i wcale nie potrzebują dodatków. Niemniej możemy je połączyć np. z naszyjnikiem czy bransoletką. Zdecydujmy jednak o tym, który element biżuterii ma być dominujący.</p>
</p>
<p>
<p>Pierścionki z perłami Pomoc &#8211; częste pytania <a href="https://22-chicken.com/2020/10/13/maxitrade-opinie-2020-i-komentarze-na-forum/">Złoto</a> Wysyłka i płatność Sprzedaż korporacyjna B2B</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px" alt="Złoto"/></p>
<p>
<h2>Orzeł Bielik 100 Zł</h2>
</p>
<p>
<p>Podejście risk-off korzystne dla cen złota <a href="https://pl.wikipedia.org/wiki/Alphabet_Inc.">Alphabet</a> i srebro- czy to już konie spadków? Potężne spadki cen złota. Prognozy długotrwałego osłabionego popytu na ropę naftową Złoto coraz bliżej targetu. Warto je już bacznie obserwować 1800 czy 1900? Który poziom najpierw osiągnie złoto?</p>
</p>
<p>
<p>Kolczyki muszą się podobać. Osoba je nosząca powinna czuć się w nich pewnie i komfortowo – to nie ulega wątpliwości.</p>
</p>
<p>
<p>Istnieje ponadto bardzo charakterystyczny trójkątny kształt twarzy. Jej posiadaczki, jeśli chcą nieco skrócić i złagodzić rysy, powinny unikać kolczyków kanciastych, jak również wszelkich bardzo długich kolczyków wiszących.</p>
</p>
<p>
<h2>Guaido Zaapelował Do PańStw Ue, By Nie KupowałY Wenezuelskiego ZłOta</h2>
</p>
<p>
<p>Potencjalny retest cen złota. Jak kształtują <a href="http://glifeline.com/maxitrade-recenzja-2020/">http://glifeline.com/maxitrade-recenzja-2020/</a> się aktualne notowania tego kruszcu?</p>
</p>
<p>
<ul>
<li>Światowa produkcja złota w tym okresie wzrosła do około 280 ton .</li>
<li>, będącym jednocześnie jedynym naturalnie występującym izotopem złota.</li>
<li>W 1851 roku, w samej tylko Kalifornii, wydobyto 77 ton złota.</li>
</ul>
<p>
<h2>ZłOty AmerykańSki Orzeł</h2>
</p>
<p>
<p>Kolczyki dla dzieci, a dokładniej dla dziewczynek, powinny być skromne i gustowne. Oczywiście możemy wybrać dla dziecka np.</p>
</p>
<p>
<h2>Zawirowania Na Rynku ZłOta  WartośCi Kruszcu Zagrozić MożE Skuteczna Szczepionka Na Covid</h2>
</p>
<p>
<p>Obecnie oferta jest tak obszerna, że każdy ma szansę znaleźć model idealny dla siebie, niezależnie od potrzeb i upodobań. Warto pamiętać o tym, że kolczyki nie są już wyłącznie ozdobą, która ma dodawać szyku podczas ważnych wydarzeń.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="Złoto"/></p>
<p>
<p>Złoto czy srebro – w co lepiej zainwestować? Może w tym pomóc Gold/Silver Ratio Libijska produkcja ropy naftowej zgodna z oczekiwaniami.</p>
</p>
<p>
<p>Za ich pośrednictwem możemy wyrażać siebie i prezentować swój styl życia. Kolczyki w historii <a href="https://www.bing.com/search?q=xau+usd&#038;qs=n&#038;form=QBRE&#038;sp=-1&#038;pq=xau+usd&#038;sc=8-7&#038;sk=&#038;cvid=C4E7FFAE1030427FAA91EEE05D00D45D">xau usd</a> i kulturze Kolczyki nie są wynalazkiem naszych czasów. Noszono je już w okresie starożytnym.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="257px" alt="Złoto"/></p>
<p>
<p>Co to jest zlecenie Take Profit i jak je ustawić? Czy warto ustawiać Take Profit? Definicja Take Profit</p>
</p>
<p>
<p>Doskonale więc sprawdzą się niewielkie kolczyki kółka lub z lubianymi przez dzieci motywami, jak np. kolczyki piórka czy kolczyki koty. Na co dzień (do szkoły czy zabaw na zewnątrz) nie są polecane złote kolczyki wiszące, ale już na wielkie wydarzenia, do stroju galowego – jak najbardziej. Nausznica – wyjątkowa ozdoba Wyjątkowym rodzajem kolczyków jest nausznica.</p>
</p>
<p>
<h2>Cena (Zł)</h2>
</p>
<p>
<p>Dolar w centrum uwagi Złoto pod presją silnego dolara amerykańskiego. Gwałtowna przecena srebra Złoto- ponowne starcie w rejonie 1900 dolarów.</p>
</p>
<p>
<p>Akceptując niniejszy komunikat bez zmian ustawień przeglądarki wyrażasz zgodę na uzyskiwanie dostępu i przechowywanie informacji zapisanych w Twoim urządzeniu końcowym. Pamiętaj, że zawsze możesz wycofać zgodę poprzez zmianę ustawień dotyczących plików cookies na zasadach opisanych w naszej Polityce prywatności. DIAMENTY Z INNYMI KAMIENIAMI Klasyczny &#8211; efekt pojedyńczego diamentu Wykres Podsumowanie Kup Sprzedaj</p></p>
]]></content:encoded>
			<wfw:commentRss>http://de.agoraministries.org/index.php/trading-forex/zloto/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Rynek Walutowy Forex Od A Do Z</title>
		<link>http://de.agoraministries.org/index.php/trading-forex/rynek-walutowy-forex-od-a-do-z/</link>
		<comments>http://de.agoraministries.org/index.php/trading-forex/rynek-walutowy-forex-od-a-do-z/#comments</comments>
		<pubDate>Thu, 27 Aug 2020 12:11:05 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[trading forex]]></category>

		<guid isPermaLink="false">http://de.agoraministries.org/?p=12562</guid>
		<description><![CDATA[Rynek Walutowy Forex Od A Do Z Właśnie tę jednostkę nazywamy pipsem (0.0001 i 0.01 dla USDJPY). Jednego pipsa możemy podzielić na mniejszą jednostkę, czyli punkt, gdzie 1 pips daje nam 10 forex punktów. Jeśli cena danej pary walutowej, np. EURUSD wynosi 1.1100 i wzrośnie o 1 pips to wzrośnie do wartości 1.1101. Więcej o [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>
<h1>Rynek Walutowy Forex Od A Do Z</h1>
</p>
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width="256px" alt="forex"/></p>
<p>
<p>Właśnie tę jednostkę nazywamy pipsem (0.0001 i 0.01 dla USDJPY). Jednego pipsa możemy podzielić na mniejszą jednostkę, czyli punkt, gdzie 1 pips daje nam 10 <a href="http://estetic-med.pl/forex-trading/czy-trzeba-bac-sie-wynikow-wyborow/">forex</a> punktów. Jeśli cena danej pary walutowej, np. EURUSD wynosi 1.1100 i wzrośnie o 1 pips to wzrośnie do wartości 1.1101. Więcej o pipsach dowiesz się stąd.</p>
</p>
<p>
<p>News trading – metoda inwestycyjna polegająca przede wszystkim na wiadomościach rynkowych i przewidywaniu ich wpływu na nastroje rynków. Kiedy publikowane są istotne dane makroekonomiczne, na rynkach zazwyczaj płynność maleje, natomiast rośnie zmienność.</p>
</p>
<p>
<p>Ponadto odczytać możesz też najwyższą i najniższą cenę z danego okresu. Jeden słupek oznacza przedział cenowy, w jakim cena poruszała się w ustalonym przedziale cenowym.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px" alt="forex"/></p>
<p>
<p>Dowiedz się więcej na temat dźwigni finansowej tutaj. Niskie koszty handlu – większość brokerów nie liczy żadnych kosztów za otwarcie czy prowadzenie rachunku, natomiast prowizje od kupna i sprzedaży są wielkości tysięcznych procenta. Jedyny koszt na rynku forex może stanowić spread lub spread razem z prowizją. Handel na wzrosty i na spadki – w odróżnieniu od inwestowania np. w akcje, handel na rynku forex daje możliwości spekulacyjne w obie strony, tzn.</p>
</p>
<p>
<h2>Kontaktuj Się Z Nami W Dni Robocze Od 8:00</h2>
</p>
<p>
<p>Pozycja długa – pozycja, którą otwierasz z zamiarem, że cena będzie rosła, więc oczekiwany zysk jest po wzroście <a href="http://krewetkaikurczak.pl/2020/08/26/maxitrade-wprowadza-ochrone-przed-ujemnym-saldem/">http://krewetkaikurczak.pl/2020/08/26/maxitrade-wprowadza-ochrone-przed-ujemnym-saldem/</a> ceny danego aktywa. Natomiast w sytuacji, w której cena zacznie spadać, twoja inwestycja odnotuje stratę.</p>
</p>
<p>
<p>Kluczowym elementem tej strategii jest dobór pary walutowej z dużą różnicą procentową tworzących ją walut. Najpopularniejszymi parami dla tej metody handlu sa EUR-TRY oraz USD/ZAR. Demo to rachunek inwestycyjny odzwierciedlający realną sytuację na rynkach, na których możesz zawierać transakcje, posługując się wirtualnym kapitałem. Oznacza to, że nie ponosisz żadnego ryzyka utraty prawdziwych środków.</p>
</p>
<p>
<p>Pozycja krótka – pozycja przeciwna do pozycji długiej. Oznacza to, że otwierasz ją wtedy, gdy uważasz, że cena danego aktywa będzie spadać.</p>
</p>
<p>
<h2>Strategia Forex One To One</h2>
</p>
<p>
<ul>
<li>Godziny handlu &#8211; mówi się że rynek Forex nie śpi ponieważ handel na nim jest możliwy przez 24h na dobę, od poniedziałku do piątku!</li>
<li>Dźwignia finansowa &#8211; kontrakty CFD na forex (jak większość instrumentów pochodnych) posiadają wbudowaną dźwignię.</li>
<li>Oznacza to że otwierając pozycję potrzebny jest tylko procent pełnej wartości inwestycji.</li>
</ul>
<p>
<p>Zdecydowanie styl opierający się na analizie fundamentalnej. Inwestorzy posługujący się w tradingu pozycyjnym analizą techniczną, ustawiają przeważnie interwał dzienny , tygodniowy , a nawet miesięczny . Swing Trading – w tym stylu inwestor skupia się na zidentyfikowaniu <a href="https://twitter.com/iotatoken">iota</a> odpowiedniego punktu wejścia, w taki sposób aby jak najlepiej wykorzystać z dużego ruchu cenowego. Pozycje zazwyczaj przetrzymuje się przez kilka dni, a nawet kilka tygodni. Jest to styl, który można by było ulokować pomiędzy daytradingiem a tradingiem pozycyjnym.</p>
</p>
<p>
<p>Taki bezpłatny rachunek demo możesz założyć w XTB. Konto demo daje Ci dostęp do dokładnie tych samych instrumentów, co konto rzeczywiste. Ponadto otrzymasz na nim również PLN wirtualnych środków, które możesz zacząć inwestować w poszczególne instrumenty. Konto demo ma ważność przez 30 dni, następnie wygasa.</p>
</p>
<p>
<h2>PozostałE</h2>
</p>
<p>
<p>Dzięki temu możesz bezpiecznie nauczyć się funkcjonalności platformy oraz lepiej poznać poszczególne rynki. Rynek <a href="https://www.google.pl/search?biw=1445&#038;bih=972&#038;ei=R85SXqiHG9DergTZ-ImQCw&#038;q=usd+rub&#038;oq=usd+rub&#038;gs_l=psy-ab.3..0i71l8.0.0..25726...0.3..0.0.0.......0....2..gws-wiz.ftGImFEyBEk&#038;ved=0ahUKEwjoxsagsOjnAhVQr4sKHVl8ArI4ChDh1QMICg&#038;uact=5">usd rub</a> jest otwarty dla inwestorów przez 24h na dobę 5 dni w tygodniu, czyli od poniedziałku do piątku.</p>
</p>
<p>
<h2>Gartley Jako Idealna Formacja Harmoniczna</h2>
</p>
<p>
<p>Najpopularniejsze pary walutowe występujące na rynku walutowym Forex to: EUR/USD – euro do dolara amerykańskiego</p>
</p>
<p>
<p>Jednak fizyczny zakup walut często wiąże się ze sporym utrudnieniem w postaci dostępności danej waluty w kantorze, jest niewygodne i w gruncie rzeczy czasochłonne. Jedyne co Ci potrzeba do dokonania takich transakcji jest łącze internetowe i konto u brokera. instrumenty pochodne, co oznacza że ich wartość uzależniona jest od wartości instrumentów bazowych, które stanowić mogą np. Dzięki inwestowaniu w instrumenty pochodne, możesz zyskiwać na zmienności ceny aktywa bazowego bez konieczności fizycznego jego zakupu.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="forex"/></p>
<p>
<p>Ceny podlegają trendom – zasada zakładająca, że cena zazwyczaj porusza się w zgodzie z trendem. Daje ona prawdopodobieństwo ruchu ceny w kierunku ukształtowanego trendu, niż jego odwrócenie. Historia się powtarza – po <a href="https://pl.wikipedia.org/wiki/Dash">dash</a> uważnej analizie wykresów historycznych zauważalne są pewne powtarzalne schematy, wg. których cena powtarza swój ruch w kolejnych okresach. Analiza fundamentalna natomiast jest przeciwieństwem analizy technicznej.</p></p>
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