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	<title>青葉幼稚園・二葉幼稚園｜岩手県盛岡市の幼保連携型認定こども園 &#187; Forex Trading</title>
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		<title>Wielka Brytania najnowsze informacje w TVN24</title>
		<link>http://www.aobakids.jp/wp/2024/12/25/wielka-brytania-najnowsze-informacje-w-tvn24-3/</link>
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		<pubDate>Wed, 25 Dec 2024 14:48:40 +0000</pubDate>
		<dc:creator><![CDATA[]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[Kilka godzin później poinformowano o kolejnych Moya kod &#8230; <a href="http://www.aobakids.jp/wp/2024/12/25/wielka-brytania-najnowsze-informacje-w-tvn24-3/" class="more-link">続きを読む <span class="screen-reader-text">Wielka Brytania najnowsze informacje w TVN24</span></a>]]></description>
				<content:encoded><![CDATA[<p>Kilka godzin później poinformowano o kolejnych <a href="https://www.forexpamm.info/moya-kod-rabatowy-20gr-30-znizki-listopad-2023/">Moya kod rabatowy 20gr + 30% zniżki Listopad 2023 Pepper pl</a> odnalezionych odłamkach. Kosmiczna skała wleciała w atmosferę i spadła na Ziemię we wtorek wieczorem. Zjawisku, które udało się zarejestrować na nagraniu, towarzyszyły rozbłysk na niebie oraz głośny huk. W prognozach na kolejne dni widać większe opady, które mają szansę nieco poprawić sytuację hydrologiczną w części kraju.</p>
<p>Skontaktował się z nami Polak, mieszkający w Portsmouth, gdzie w poniedziałek doszło do licznych podtopień i powodzi. &#8211; Spora część starej części Portsmouth przy wybrzeżu była zalana. Wieje silny wiatr, a ostrzeżenia powodziowe jeszcze obowiązują. (&#8230;) Woda wylewała się nawet z kratek kanalizacji &#8211; relacjonował we wtorek po południu pan Marcin. ONS wyjaśnił, że do zmniejszenia tempa inflacji przyczyniły się przede wszystkim ceny paliw, które we wrześniu tego roku były o 10,4 proc.</p>
<p>Trybunał Sprawiedliwości Unii Europejskiej orzekł we wtorek, że zablokowanie przez Google dostępu do systemu Android dla aplikacji dla kierowców można uznać za nadużycie dominującej pozycji na rynku. Odmowa dostępu jest jednak uzasadniona, jeśli firma nie ma technicznych możliwości zintegrowania systemu. Zgodnie z projektem, personel lotniczy i pokładowy mógłby być poddawany badaniom na <a href="https://www.forexformula.net/ograniczone-czasochlem-eating-boost-energii-live-trading-news/">Ograniczone czasochłem eating boost energii</a> obecność alkoholu i innych działających podobnie substancji.</p>
<p>W styczniu 2025 roku sprzedaż Tesli w Unii Europejskiej zaliczyła spadek o połowę w porównaniu do danych z tego samego okresu w zeszłym roku &#8211; wynika z raportu Europejskiego Stowarzyszenia Producentów Samochodów ACEA. <a href="https://www.forexrobotron.info/ropa-naftowa-aktualizuje-wzloty-od-lutego-2020-r/">Ropa naftowa aktualizuje wzloty od lutego 2020 r.</a> Jednocześnie udział samochodów elektrycznych w rynku osiągnął rekordowy poziom 15 procent. W 2024 roku prezes Urzędu Ochrony Konkurencji i Konsumentów (UOKiK) wydał ponad 750 decyzji z zakresu ochrony konkurencji i konsumentów. Łączna wartość kar nałożonych przez urząd przekroczyła 937 milionów złotych. Na nagraniu, które przesłał na Kontakt 24, widać zalane posesje, ulice i fale rozbijające się o wybrzeże.</p>
<p>Niemal na całym terytorium Anglii &#8211; z wyjątkiem południowego zachodu oraz północnego zachodu &#8211; obowiązuje żółte ostrzeżenie z powodu ulew, a na obszarze pomiędzy Londynem, Birmingham a Bristolem &#8211; pomarańczowe. Londyńska straż pożarna poinformowała, że otrzymała ponad 350 wezwań w związku z opadami od osób uwięzionych w samochodach lub domach oraz do interwencji w zalanych stacjach metra. W jednym z tuneli w Bostonie doszło do bardzo poważnej sytuacji.</p>
<p>Miejscami grubość pokrywy śnieżnej przekracza pięć metrów. Światowa Organizacja Zdrowia uważnie przygląda się sytuacji w Demokratycznej Republice Konga, gdzie wskutek nieznanej choroby zmarło ponad 50 osób. Niepokój wśród naukowców wzbudza fakt, że w większości przypadków zgon nastąpił po około 48 godzinach od wystąpienia objawów. Miejscowi lekarze podejrzewają, że źródłem choroby mogą być zwierzęta. Irlandzka Służba Meteorologiczna wydała w nocy czerwony alert z powodu deszczu, który najsilniej uderzył w hrabstwa Cork i Galway.</p>
<p>Z powodu zapadliska wstrzymano dostawę wody do około 30 mieszkań. Wielu z nas zastanawia się, czy wiosna ruszy w naszym kraju z impetem. Synoptyk tvnmeteo.pl Arleta Unton-Pyziołek sprawdza, co widać w modelach meteorologicznych na marzec 2025. Z prognoz wynika, że w nadchodzącym miesiącu o mrozie i śniegu jeszcze nie zapomnimy. Do wtorkowego poranka na południu i zachodzie Anglii obowiązywały ostrzeżenia związane z silnym wiatrem. W środę na zachodzie Szkocji spodziewane są obfite opady deszczu, w związku z czym również wydano alerty.</p>
<p>Co najmniej jedna osoba zginęła w wyniku trudnych warunków atmosferycznych, jakie przyniosła burza Bert na Wyspy Brytyjskie. W Wielkiej Brytanii obowiązuje sto alertów przed powodziami i podtopieniami, dziesiątki tysięcy domów nie ma dostępu do prądu. Lokalne służby informują o utrudnieniach w ruchu kolejowym i autobusowym.</p>
<p>Niższe niż rok wcześniej, a także ceny biletów lotniczych, z kolei w przeciwnym kierunku najmocniej działały rosnące ceny żywności i napojów bezalkoholowych. Inflacja w Wielkiej Brytanii spadła we wrześniu do 1,7 procent rok do roku &#8211; podał urząd statystyczny ONS. Po raz pierwszy od 3,5 roku wskaźnik wzrostu cen znalazł się poniżej celu inflacyjnego Banku Anglii (BoE). W dalszej części wyjaśniono, że usterka wpływa głównie na odczyty wiatru, ale także temperatur w wybranych miejscach. Zapewnił, że trwają prace nad &#8220;jak najszybszym rozwiązaniem problemu&#8221;.</p>
<p>To mniej, niż średni dystans dzielący Ziemię i Międzynarodową Stację Kosmiczną (ISS). W tym roku w pobliżu naszej sąsiedniej planety znajdzie się jeszcze jedna sonda. Środa będzie upływać pod znakiem chmur, a także opadów deszczu.</p>
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		<title>Courses Archive</title>
		<link>http://www.aobakids.jp/wp/2024/07/26/courses-archive-3/</link>
		<comments>http://www.aobakids.jp/wp/2024/07/26/courses-archive-3/#comments</comments>
		<pubDate>Fri, 26 Jul 2024 11:48:03 +0000</pubDate>
		<dc:creator><![CDATA[]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.aobakids.jp/wp/?p=10701</guid>
		<description><![CDATA[worldtradex does not offer its services to residents of &#8230; <a href="http://www.aobakids.jp/wp/2024/07/26/courses-archive-3/" class="more-link">続きを読む <span class="screen-reader-text">Courses Archive</span></a>]]></description>
				<content:encoded><![CDATA[<p>worldtradex does not offer its services to residents of certain jurisdictions such as USA, Cuba, Sudan, Syria and North Korea. Improve your knowledge of the financial markets with a wide range <a href="https://worldtradex.site/">https://worldtradex.site/</a> of online courses, covering everything from forex, stocks, CFDs, technical analysis, margin, leverage and more. Our easy-to-follow courses have been designed by our trading experts, providing you with a solid understanding of the fundamentals of trading. Our tight spreads and fast execution allow you to enjoy cost-effective trading and grasp numerous opportunities. This course is to provide an in-depth understanding of how trading strategies and their various subcategories  work in the retail FX market.</p>
<ul>
<li>This course is to provide an in-depth understanding of how trading strategies and their various subcategories work in the retail FX market.</li>
<li>Improve your knowledge of the financial markets with a wide range of online courses, covering everything from forex, stocks, CFDs, technical analysis, margin, leverage and more.</li>
<li>We dive into the details of how day trading, swing trading, hedging, news trading, scalping, swing, and trend trading strategies work.</li>
<li>Other than that we explain how to effectively plan your day and how psychology comes into play when trading.</li>
<li>worldtradex does not offer its services to residents of certain jurisdictions such as USA, Cuba, Sudan, Syria and North Korea.</li>
</ul>
<h2>What is Forex?</h2>
<p>Get access to trading insights and improve your strategies with the experts.</p>
<ul>
<li>Our easy-to-follow courses have been designed by our trading experts, providing you with a solid understanding of the fundamentals of trading.</li>
<li>Learn everything you need to know about the forex market and trading by reading our blog.</li>
<li>It is possible to lose all your capital.</li>
<li>Grasp the fundamentals of the forex market with these essential courses.</li>
<li>Our tight spreads and fast execution allow you to enjoy cost-effective trading and grasp numerous opportunities.</li>
</ul>
<h2>Trading the Markets from A to Z</h2>
<div style='text-align:center'><iframe width='562' height='314' src='https://www.youtube.com/embed/dpZzHPnG2DI' frameborder='0' alt='worldtradex school' allowfullscreen></iframe></div>
<p>We dive into the details of how day trading, swing trading, hedging, news trading, scalping, swing, and trend trading strategies work. Other than that we explain how to effectively plan your day and how psychology comes into play when trading. Learn everything you need to know about the forex market and trading by reading our blog. Grasp the fundamentals of the forex market with these essential courses. It is possible to lose all your capital.</p>
<div style='text-align:center'><iframe width='560' height='310' src='https://www.youtube.com/embed/qsRWQXrFwpQ' frameborder='0' alt='worldtradex school' allowfullscreen></iframe></div>
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		<title>Ustawa o niektórych zawodach medycznych zaw  med.</title>
		<link>http://www.aobakids.jp/wp/2024/06/26/ustawa-o-niektorych-zawodach-medycznych-zaw-med/</link>
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		<pubDate>Wed, 26 Jun 2024 08:49:46 +0000</pubDate>
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				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[6, sporządza opinię, którą przekazuje wraz z wnioskiem, &#8230; <a href="http://www.aobakids.jp/wp/2024/06/26/ustawa-o-niektorych-zawodach-medycznych-zaw-med/" class="more-link">続きを読む <span class="screen-reader-text">Ustawa o niektórych zawodach medycznych zaw  med.</span></a>]]></description>
				<content:encoded><![CDATA[<p><img 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" width="606px" alt="ustawa o zawodach medycznych 2023"/></p>
<p>
<p>6, sporządza opinię, którą przekazuje wraz z wnioskiem, o którym mowa w ust. 1, wraz z załączonymi do niego dokumentami, o których mowa w ust. 4, do ministra właściwego do spraw zdrowia.</p>
</p>
<p>
<ol>
<li>3) Zmiany tekstu jednolitego wymienionej ustawy zostały ogłoszone w Dz.</li>
<li>Art. 21ag.</li>
<li>Linki w tekście artykułu mogą odsyłać bezpośrednio do odpowiednich dokumentów w programie LEX.</li>
<li>Karalność przewinienia zawodowego ustaje, jeżeli od chwili jego popełnienia upłynęło 5 lat.</li>
<li>W ustawie wprowadzone zostały również przepisy penalizujące posługiwanie się określonym w ustawie tytułem zawodu medycznego, oraz wykonywanie zawodu medycznego bez posiadania stosownych uprawnień, co będzie podlegać karze grzywny.</li>
</ol>
<p>
<h2>Art. 93. Zmiana ustawy o zmianie ustawy o Państwowym Ratownictwie Medycznym oraz niektórych innych ustaw</h2>
</p>
<p>
<p>Jeżeli nie zachodzi potrzeba uzupełnienia postępowania wyjaśniającego, rzecznik dyscyplinarny wydaje postanowienie o jego zamknięciu. Jeżeli umorzenie postępowania wyjaśniającego następuje po wydaniu postanowienia o przedstawieniu zarzutów, postanowienie o umorzeniu tego postępowania zawiera także imię (imiona) i nazwisko osoby obwinionej oraz określenie zarzucanego jej czynu. Rzecznik dyscyplinarny wydaje postanowienie o umorzeniu postępowania wyjaśniającego również w przypadku, gdy okoliczności wyłączające <a href="https://www.forexrobotron.info/goldman-sachs-mowil-o-4-zlotych-scenariuszach/">Goldman Sachs mówił o 4 złotych scenariuszach</a> postępowanie wystąpią w toku postępowania wyjaśniającego. Zażalenie wnosi się do Komisji za pośrednictwem rzecznika dyscyplinarnego w terminie 14 dni od dnia otrzymania postanowienia. 6) kontroli spełniania warunków zawartych w programie kursu doskonalącego. Komisja egzaminacyjna rozpatruje odwołanie w terminie 30 dni od dnia jego otrzymania.</p>
</p>
<p>
<p>&#8211; Kodeks postępowania cywilnego (Dz. U. z 2023 r. poz. 1550, 1429, 1606, 1615, 1667 i 1860) o apelacji. Od orzeczenia sądu apelacyjnego skarga kasacyjna nie przysługuje. Osobie obwinionej przysługuje zażalenie na postanowienie o kosztach postępowania w terminie 14 dni od dnia doręczenia orzeczenia. Zażalenie wnosi się do Komisji. Komisja rozpatruje zażalenie w składzie 3 członków.</p>
</p>
<p>
<h2>Art. 19. Wykonywanie zawodu medycznego pod nadzorem</h2>
</p>
<p>
<p>Osoby, o których mowa w ust. 1, do wniosku o wpis do rejestru załączają dodatkowo odwzorowanie cyfrowe dokumentów potwierdzających ukończenie studiów, o których mowa w ust. 1, oraz odwzorowanie cyfrowe dokumentów potwierdzających wykonywanie czynności zawodowych, o których mowa w art. 13.</p>
</p>
<p>
<p>5, przekazuje dyrektorowi CMKP ocenę merytoryczną, o której mowa w ust. 6, niezwłocznie po jej sporządzeniu, nie później jednak niż w terminie 7 dni od <a href="https://www.forexpulse.info/ecmarkets-forex-broker-przeglad-ecmarkets-i-informacje/">ECMarkets Forex Broker-przegląd ECMarkets i informacje</a> dnia jej sporządzenia. Zakres kursu kwalifikacyjnego obejmuje wiedzę i umiejętności praktyczne niezbędne do wykonywania określonych czynności zawodowych.</p>
</p>
<p>
<p>2, może zostać osoba posiadająca co <a href="https://www.forexgenerator.net/bmo-rozszerza-elektroniczne-uslugi-handlowe-na-emea/">BMO rozszerza elektroniczne usługi handlowe na EMEA</a> najmniej 3-letnie doświadczenie w wykonywaniu czynności zawodowych, o których mowa w art. 1 ust. 2, niekarana za przestępstwo umyślne lub z tytułu odpowiedzialności dyscyplinarnej lub zawodowej, dająca rękojmię należytego wykonywania powierzonych jej zadań. Dyrektor CMKP powołuje zespół ekspertów, o którym mowa w ust.</p>
</p>
<p>
<h2>Art. 43. Postępowanie w przedmiocie odpowiedzialności zawodowej osoby wykonującej zawód medyczny</h2>
</p>
<p>
<p>2400 i 2401, z 2021 r. 2445 oraz z  2022 r.  2770.</p>
</p>
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" width="600px" alt="ustawa o zawodach medycznych 2023"/></p>
<p>
<p>Od decyzji przysługuje odwołanie do ministra właściwego do spraw zdrowia. 4) oświadczenie o zgodności danych zawartych we wniosku ze stanem faktycznym oraz znajomości i spełnianiu warunków, o których mowa w ust. 1 pkt 2-5, oraz znajomości warunków, o których mowa w ust. 1 pkt 1, 6 i 7 oraz ust. Minister właściwy do spraw zdrowia przekazuje dyrektorowi CMKP kopię decyzji, o której mowa w ust. 1, niezwłocznie po jej wydaniu.</p>
</p>
<p>
<div style='text-align:center'><iframe width='567' height='319' src='https://www.youtube.com/embed/TCMNC6Kurxg' frameborder='0' alt='ustawa o zawodach medycznych 2023' allowfullscreen></iframe></div>
</p>
<p>
<p>1, jest minister właściwy do spraw zdrowia, minister właściwy do spraw wewnętrznych, Minister Obrony Narodowej, Prezes Narodowego Funduszu Zdrowia oraz pokrzywdzony. Osoba obwiniona może ustanowić jednego obrońcę spośród osób wykonujących zawód medyczny, adwokatów lub radców prawnych. Pokrzywdzony może ustanowić jednego pełnomocnika spośród osób wykonujących zawód medyczny, adwokatów lub radców prawnych. 7) imię (imiona) i nazwisko kierownika podmiotu uprawnionego do prowadzenia kursu doskonalącego.</p>
</p>
<p>
<p>W przypadku niewniesienia opłaty, o której mowa w art. 6 ust. 1, organ właściwy wzywa osobę, o której mowa w art. 5 ust. 1, do wniesienia opłaty w terminie 21 dni od dnia przekazania w rejestrze informacji o konieczności jej wniesienia, pod rygorem pozostawienia wniosku bez rozpoznania. W przypadku osób, o których mowa w ust. 1, rejestr zawiera dodatkowo informację o wykonywaniu czynności zawodowych, o których mowa w art. 13. W przypadku nałożenia kary, o której mowa w art. 68 pkt 4 albo 5, Komisja w terminie wskazanym w ust.</p>
</p>
<p>
<p>Wniosek o wpis do rejestru należy opatrzyć kwalifikowanym podpisem elektronicznym, podpisem zaufanym albo podpisem osobistym. 6) Zmiany wymienionej ustawy zostały ogłoszone w Dz. Z 2018 r. Poz. 1942 i 2130, z 2020 r.</p>
</p>
<p>
<div style='text-align:center'><iframe width='562' height='313' src='https://www.youtube.com/embed/MKemKoG-8AA' frameborder='0' alt='ustawa o zawodach medycznych 2023' allowfullscreen></iframe></div></p>
]]></content:encoded>
			<wfw:commentRss>http://www.aobakids.jp/wp/2024/06/26/ustawa-o-niektorych-zawodach-medycznych-zaw-med/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>What Does Hawkish Mean? Financial Glossary</title>
		<link>http://www.aobakids.jp/wp/2024/06/14/what-does-hawkish-mean-financial-glossary/</link>
		<comments>http://www.aobakids.jp/wp/2024/06/14/what-does-hawkish-mean-financial-glossary/#comments</comments>
		<pubDate>Thu, 13 Jun 2024 16:50:34 +0000</pubDate>
		<dc:creator><![CDATA[]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.aobakids.jp/wp/?p=10768</guid>
		<description><![CDATA[Hawkishness is key in understanding how central banks m &#8230; <a href="http://www.aobakids.jp/wp/2024/06/14/what-does-hawkish-mean-financial-glossary/" class="more-link">続きを読む <span class="screen-reader-text">What Does Hawkish Mean? Financial Glossary</span></a>]]></description>
				<content:encoded><![CDATA[<p><img 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" width="607px" alt="hawkish definition finance"/></p>
<p>
<p>Hawkishness is key in understanding how central banks manage money and its effects on markets. This is done to fight inflation and keep the economy stable, which can make the currency stronger. This is different from dovish policies, which aim for lower rates to boost growth. Conversely, borrowing is more affordable for businesses and individuals when the Federal Reserve adopts a dovish stance and lowers interest rates. This can lead to increased demand for certain stocks as businesses have more access to credit, and investors look for companies with strong fundamentals.</p>
</p>
<p>
<p>A hawkish monetary policy refers to an aggressive monetary policy implemented by a nation&#8217;s central bank when it wants to contract financial liquidity. The purpose of implementing such a policy is to maintain healthy employment levels, and minimize rising prices, thus avoiding recession. These bonds are indexed to inflation rates, providing a hedge against rising prices and interest rates. As central banks raise interest rates, the cost of borrowing typically increases for businesses. This can lead to a slowdown in investment and expansion activities, particularly for sectors that are heavily reliant on debt financing.</p>
</p>
<p>
<p>They make your investment strategy stronger at interest rate risk management. It lets them navigate economic changes well, preparing for market shifts and new chances linked to trading strategy adjustment and future interest rate expectations. Traders pay close attention to hawkish signals to adjust their strategies.</p>
</p>
<p>
<p>Yes, a central bank can adopt both stances depending on the economic situation. The balance between dovish and hawkish policies can shift over time based on economic indicators like inflation, unemployment, and GDP growth. Overall, understanding the differences between hawkish and dovish policies can benefit investors by providing clues as to the type of environment in each business cycle phase.</p>
</p>
<p>
<h2>Differences Between Hawkish and Dovish Policies</h2>
</p>
<p><img 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" width="605px" alt="hawkish definition finance"/></p>
<p>
<p>When interest rates are high, the cost of borrowing increases, making credit less attractive to businesses and consumers. For investors, this translates to reduced liquidity and lower levels of investment, particularly in high-risk assets such as emerging sector stocks or technology startups. Suppose the inflation rate in the U.S. was over 3%, showing no signs of decreasing. The Federal Reserve adopted a hawkish monetary policy stance to bring down inflation to its target of 2%. The measures taken by the central bank included increasing the discount rate and raising the reserve requirements for banks.</p>
</p>
<p>
<p>You should consider whether you understand how CFDs work and whether you can afford to take the high risk of losing your money. Moreover, a hawkish policy decreases the overall currency circulation in the market, decreasing its value in the forex market. In the Forex market, traders are always on the lookout for hints of hawkishness or dovishness. A hawkish signal can trigger a surge in a currency’s value, while a dovish signal might have the opposite effect. Dovish policies are often seen as more market-friendly, especially in bear markets.</p>
</p>
<p>
<h2>What are the risks of a dovish monetary policy?</h2>
</p>
<p><img 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" width="609px" alt="hawkish definition finance"/></p>
<p>
<p>Second, lower interest rates on mortgages boost demand (and reduce price sensitivity) for new homes. Now, one thing you should not conclude from this little story is that inflation hawks are bad, and inflation doves are good. But first, we’ll discover how these terms came to be applied to monetary policy in the first place. It might be wiser to focus on more stable, inflation-resistant investments, such as bonds in hawkish periods. Additionally, diversifying your portfolio is generally a good idea regardless of the economic environment.</p>
</p>
<p>
<p>A hawkish approach is focused on controlling inflation, while a dovish approach is focused on promoting economic growth. Investors must navigate the complexities of hawkish monetary policy to make informed decisions and protect their portfolios. The impact of higher interest rates on different asset classes can vary, requiring a nuanced approach to investment strategy. Investors are always on the lookout for clues from central banks, trying to decipher whether they’re leaning more towards hawkish or dovish policies. The opposite of a hawk is known as a dove, or an economic policy advisor who prefers monetary policies that involve low interest rates. Doves typically believe that lower rates will stimulate the economy, leading to an increase in employment.</p>
</p>
<p>
<ol>
<li>In exceptional conditions, central banks may implement measures such as quantitative easing to enhance liquidity and bolster financial markets during periods of crisis.</li>
<li>Additionally, diversifying your portfolio is generally a good idea regardless of the economic environment.</li>
<li>First, we’ll define what it means for an official to be “a hawk” or “a dove” in the financial world.</li>
<li>Commercial banks also raise deposit rates when the central bank makes a rate hike, making savings accounts more attractive to those seeking secure avenues for their capital.</li>
<li>This can lead to a slowdown in investment and expansion activities, particularly for sectors that are heavily reliant on debt financing.</li>
</ol>
<p>
<p>By fostering dialogue and cooperation, policymakers can work together to address common challenges and promote sustainable economic growth on a global scale. A hawkish monetary policy stance can also lead to an appreciation of the domestic currency, as higher interest rates attract foreign investment, increasing demand for the currency. While a stronger currency can benefit consumers by making imports cheaper, it can pose challenges for exporters by making their goods more expensive on the global market.</p>
</p>
<p>
<h2>What are hawks and doves?</h2>
</p>
<p>
<ol>
<li>It is imprtant to remember that there is no one-size-fits-all answer to this question.</li>
<li>On the other hand, doves are committed to maintaining low lending rates and prioritize supporting economic growth and reducing unemployment.</li>
<li>Both have pros and cons, so there are different views on whether being dovish or hawkish is better for the economy.</li>
<li>If you expect rates to rise, then you probably don’t want to lock yourself into existing bonds for a long time.</li>
<li>The market was pricing a 25% increase on June 7, and a hawkish monetary policy stance would have been sufficient to ensure that the Canadian dollar remained supported.</li>
<li>However, Greenspan’s dovish approach and vast deregulation ultimately led to the 2008 financial crisis.</li>
</ol>
<p>
<p>Diversification across industries and regions can help mitigate the impact of interest rate fluctuations on equity investments. Those who support high rates are hawks, while those who favor  low rates are labeled doves. Hawkish policies will likewise tend to reduce a company’s desire to borrow and invest, as the cost of loans and interest rates on bonds rise. Moreover, companies will be less eager to hire and retrain workers in such an environment. If you’re invested in areas sensitive to interest rates, use financial tools to protect yourself.</p>
</p>
<p>
<h2>What is a Monetary Policy?</h2>
</p>
<p>
<p>Fluctuations in interest rates and credit conditions have a direct impact on savings, incomes, and investment activity. We now know that  interest rates are ultimately affected by a central bank’s view on the economy and price stability, which influence monetary policy. The long-term effects of dovish policies on economic stability can be uncertain. Therefore, policymakers must carefully balance the short-term benefits <a href="https://g-markets.net/helpful-articles/hawkish-financial-definition-of-hawkish/">hawkish definition finance</a> of promoting growth with the potential long-term risks of higher inflation and economic instability.</p>
</p>
<p>
<p>Regardless of which stance is taken, both have important implications for national economic performance and, thus, should not be taken lightly. They also tend to have a more non-aggressive stance or viewpoint regarding a specific economic event or action. When the Federal Reserve aims to contract liquidity using such a policy, it can use different tools. An example of a hawkish economist is the Kansas City Federal Reserve’s President and CEO, Esther George. Keep exploring and learning about these financial concepts; it’s your ticket to navigating the ever-changing landscape of the financial world with confidence.</p>
</p>
<p>
<p>A hawkish attitude is one in which the decision makers take a more restrictive approach towards the economy, for example, by increasing interest rates and keeping tight budget control. This can be beneficial in controlling inflation and preventing financial instability but can come at the cost of reduced economic growth. A hawkish Federal policy can have some negative consequences, as increasing interest rates makes it more difficult for businesses to borrow money and invest in new projects. This can decrease investment spending, slowing economic growth and job losses.</p>
</p>
<p>
<p>Market participants closely monitor economic data releases, such as GDP growth figures and employment reports, for clues about the direction of monetary policy. The interplay between these indicators can offer valuable insights into the central bank&#8217;s future policy actions and the potential impact on financial markets. Understanding what hawkish sentiment means in trading is key for traders and investors. This article looked into the definition, traits, and effects of hawkish policies in finance. These rate hike case studies show the wide range and complexity of hawkish monetary policies. By studying these examples, investors and policymakers can learn about the strategies and effects of hawkish central bank decisions.</p></p>
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		<title>Stock-Split Watch: Is Meta Platforms Next? The Motley Fool</title>
		<link>http://www.aobakids.jp/wp/2024/05/22/stock-split-watch-is-meta-platforms-next-the/</link>
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		<pubDate>Wed, 22 May 2024 08:59:05 +0000</pubDate>
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				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[In a 2-for-1 split, the company would give you two shar &#8230; <a href="http://www.aobakids.jp/wp/2024/05/22/stock-split-watch-is-meta-platforms-next-the/" class="more-link">続きを読む <span class="screen-reader-text">Stock-Split Watch: Is Meta Platforms Next? The Motley Fool</span></a>]]></description>
				<content:encoded><![CDATA[<p>In a 2-for-1 split, the company would give you two shares with a market-adjusted worth of $50 for every one share you own, leaving you with 20 shares. Or, in a 3-for-2 split, the company would give you three shares with a market-adjusted worth of about $66.67 in exchange for two existing $100 shares, leaving you with 15 shares. The share price would likely increase again as more investors purchase shares, Stivers says, adding that in the long run, current shareholders could see some potential value increases, though perhaps temporary. Though the net value of an existing shareholder&#8217;s stock doesn&#8217;t change with a stock split, the new level of demand that can come as more investors purchase the more affordable shares can be beneficial to current investors. For example, in a reverse one-for-five split, 10 million outstanding shares at $0.50 cents each would now become 2 million shares outstanding at $2.50 per share.</p>
<p>It is usually an indicator that the stock price has plummeted, and the company’s board of directors is attempting to inflate the prices artificially without any fundamental business proposition. Furthermore, as the number of shares is reduced on the market, the stock’s liquidity is generally also affected, making the stock more volatile for traders. Historically, many successful companies, particularly within the technology sector, have utilized forward stock splits to manage high share prices.</p>
<h2>Why Do Companies Split Their Stocks?</h2>
<p>Additionally, a stock split can act as a confidence signal, where investors interpret the move as management’s optimism about the company’s growth prospects. These psychological effects can create a positive feedback loop, increasing the stock’s visibility and market activity, even though the split itself does not alter the company’s intrinsic value. However, these biases can also lead to overvaluation, emphasizing the importance of focusing on the company’s fundamentals rather than the split’s perceived implications. This can increase liquidity (the ability to trade the stock easily) and trading volume. However, a stock split doesn&#8217;t change the company&#8217;s value—it simply redistributes ownership into smaller, more affordable units.</p>
<ul>
<li>Similarly, you own the same $1,500 in dollar value that you had before the stock split.</li>
<li>These stock splits often garnered significant attention due to the companies’ market prominence and the strategic nature of their decisions.</li>
<li>Investors get excited for stock splits because they perceive the stock to suddenly be cheaper.</li>
<li>A stock split occurs when a company divides its existing shares into multiple shares, increasing the total number of shares while adjusting their price proportionally.</li>
<li>There&#8217;s also a risk that the positive effects of a stock split may be short-lived.</li>
<li>The split increases the number of shares outstanding, but the company&#8217;s overall value does not change.</li>
</ul>
<h2>Impact of Stock Splits on Investors</h2>
<div style='text-align:center'><iframe width='568' height='313' src='https://www.youtube.com/embed/1XVbw1qIkJA' frameborder='0' alt='what is stock split' allowfullscreen></iframe></div>
<p>For instance, in a 2-for-1 split, shareholders receive an additional share for each one they own, while the share price is halved. This type of split is often employed to make shares more affordable and enhance liquidity. However, the market capitalization of <a href="https://www.forex-world.net/blog/aurora-canabiss-stock-aurora-cannabis-company/">Aurora canabiss stock</a> the company remained largely unchanged at $556 billion. The day after the stock split, the price had increased to a high of $95.05 to reflect the increased demand from the lower stock price. While a split, in theory, should have no effect on a stock&#8217;s price, it often results in renewed investor interest, which can positively affect the stock price.</p>
<p>There are some changes that occur as a result of a split that can impact the short position. The biggest change that happens in the portfolio is the number of shares shorted and the price per share. Though the split reduced the number of its shares outstanding from 29 billion to 2.9 billion shares, the market capitalization of the company stayed the same (at approximately $131 billion). In May 2011, Citigroup&nbsp;reverse&nbsp;split its shares one-for-10 in an effort to reduce its share volatility and discourage speculator trading.</p>
<ul>
<li>For example, in a 2-for-1 stock split, each shareholder receives an additional share for every one they own, and the share price is halved.</li>
<li>A stock split can make the shares seem more affordable, even though the underlying value of the company has not changed.</li>
<li>The total market capitalization, individual ownership stakes, and fundamental value of the company are unchanged.</li>
<li>Currently, investing apps like Robinhood, Stash, M1 Finance and SoFi Invest, as well as legacy brokerages like Charles Schwab and Fidelity, allow clients to buy fractional shares of certain stocks and exchange-traded funds (ETFs).</li>
<li>If a company pays dividends, the dividend per share will be adjusted, too, keeping overall dividend payments the same.</li>
<li>A stock split is normally an indication that a company is thriving and its stock price has increased.</li>
</ul>
<p>We’ll also explore the potential implications of stock splits for investors and how you can incorporate this knowledge into your investment strategy. Stock splits frequently generate increased trading volume and short-term price fluctuations. Positive sentiment and the perception of future growth can lead to temporary price spikes, benefiting investors who strategically enter or exit positions during this period. As fractional investing becomes more popular and widespread, some experts speculate that stock splits will become less important as fractional shares allow you to buy into a company at virtually any price point. Another possible reason for the price increase is that a stock split provides a signal to the market that the company&#8217;s share price has been increasing; people may assume this growth will continue in the future.</p>
<h2>FAQs about stock splits</h2>
<p>The additional shares are automatically credited to shareholders&#8217; accounts by their brokers. No fractional shares will be issued in connection with the Reverse Stock Split. Basically, most investors might be more willing to buy, say, 100 shares of a $10 stock instead of 1 share of a $1,000 stock. This is because 100 shares are considered a board lot, a standardized number of securities defined as a trading unit by a stock exchange.</p>
<h2>Stock Splits</h2>
<div style='text-align:center'><iframe width='563' height='315' src='https://www.youtube.com/embed/2UD2UsxYjBs' frameborder='0' alt='what is stock split' allowfullscreen></iframe></div>
<p>While a stock split doesn&#8217;t inherently change a company&#8217;s value, it can affect market perception and liquidity. The lower share prices resulting from a split may make the stock more accessible to smaller investors, potentially broadening the shareholder base. In addition, the increased number of shares can improve liquidity in the market, making it easier for investors to <a href="https://www.forex-reviews.org/okcoin/">okcoin review</a> buy or sell the stock. After a split, the stock price will be reduced (because the number of shares outstanding has increased). Thus, while a stock split increases the number of outstanding shares and proportionally lowers the share price, the company&#8217;s market capitalization remains unchanged.</p>
<h2>Potential Overvaluation Risks</h2>
<p>Major firms like Apple and Google have undertaken such splits to improve their share structure while signaling confidence in their growth potential. Market sentiment shifts positively following these splits, as they often lead to heightened trading volumes and investor interest. FINRA does not approve reverse splits, but it does process reverse stock splits as part of its functions related to company corporate actions in the OTC market. OTC companies must submit notice to FINRA 10 days prior to the record/effective date of the corporate action. A stock split is a decision by a company’s board to increase the number of outstanding shares in the company by issuing new shares to existing shareholders in a set proportion. Stock splits come in multiple forms, but the most common are 2-for-1, 3-for-2 or 3-for-1 splits.</p>
<p>This relates to the concept of &#8220;nominal price illusion&#8221;—like the &#8220;money <a href="https://www.forex-reviews.org/">https://www.forex-reviews.org/</a> illusion&#8221;—that investors have a cognitive bias to see lower-priced shares as more of a value, no matter that there&#8217;s no change in the stock&#8217;s fundamentals. In a perfectly efficient market, a stock split shouldn&#8217;t impact a company&#8217;s total market value or an investor&#8217;s wealth. The total market capitalization, individual ownership stakes, and fundamental value of the company are unchanged.</p>
<p>On this date, the additional shares resulting from the split are distributed to eligible shareholders. Share prices are adjusted to reflect the new split ratio, and the updated share count appears in brokerage accounts. Many investors perceive lower-priced shares as a better value, even if the fundamental worth of the company remains unchanged.</p>
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		<title>Atak no�ownika w Southport w Wielkiej Brytanii  W�r�d rannych s� dzieci Gazeta.pl</title>
		<link>http://www.aobakids.jp/wp/2023/11/28/atak-no%ef%bf%bdownika-w-southport-w-wielkiej-brytanii/</link>
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		<pubDate>Mon, 27 Nov 2023 17:50:30 +0000</pubDate>
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				<category><![CDATA[Forex Trading]]></category>

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" width="256px" alt="wiadomosci wielka brytania"/></p>
<p>
<p>Lider opozycyjnej Partii Pracy Jeremy Corbyn wezwał wyborców do poparcia jego ugrupowania w przedterminowych wyborach parlamentarnych w Wielkiej Brytanii. Rządzącym konserwatystom zarzucił, że popierają ich &#8220;oszuści finansowi i medialni magnaci&#8221;. Przemawiając na wiecu w Birmingham, Corbyn oficjalnie rozpoczął wyborczą kampanię laburzystów w całym kraju. Brytyjska prokuratura poinformowała w <a href="https://www.forexeconomic.net/male-innowacje-moga-uczynic-duze-wyniki-nowa-ksiazke-od-square-execs/">Małe innowacje mogą uczynić duże wyniki nową książkę od Square Execs</a> środę, że nie planuje postawienia politykom Partii Konserwatywnej zarzutów dotyczących niewłaściwej sprawozdawczości w sprawie funduszy wydanych przed wyborami parlamentarnymi w 2015 roku. Trzej Walijczycy w wieku 19, 20 i 52 lat zostali skazani na więzienie za napad na tle rasistowskim na Polaka. Do ataku z użyciem niebezpiecznego narzędzia, prawdopodobnie młotka, doszło w maju 2016 roku.</p>
</p>
<p>
<h2>Services and information</h2>
</p>
<p>
<p>Dzięki temu można było do nich należeć z wyboru, a nie poprzez kupno mandatu. Uchwalono ustawę The Local Government Act, która podzieliła hrabstwa na dystrykty miejskie i wiejskie. W późniejszym okresie zaczęły pojawiać się kolejne akty o nazwie Local Government Act, które usprawniały działanie organów administracji lokalnej. Wielka Brytania jest członkiem założycielem Wspólnoty Narodów zrzeszającej byłe kolonie, dominia i inne posiadłości brytyjskie. Od 1 stycznia 1973 do 31 stycznia 2020 roku członek najpierw Wspólnoty Europejskiej, a później Unii Europejskiej (UE). Jest stałym członkiem Rady Bezpieczeństwa ONZ od czasu jej pierwszej sesji w 1946 r., posiadającym prawo weta.</p>
</p>
<p>
<h2>Brytyjska rodzina królewska</h2>
</p>
<p>
<p>W 1399 na tronie Anglii zasiedli Lancasterowie. W 1455 wybuchły walki o tron między Lancasterami a Yorkami (tzw. wojna Dwóch Róż), które zakończyły się w 1485 objęciem tronu przez Henryka VII z dynastii Tudorów. Irlandia Północna, obejmująca północno-wschodnią część wyspy Irlandia, jest krajem pagórkowatym.</p>
</p>
<p>
<h2>Atak no�ownika w Southport. Media ujawni�y nazwisko podejrzanego</h2>
</p>
<p><img 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" width="253px" alt="wiadomosci wielka brytania"/></p>
<p>
<p>Fałszywe informacje o pochodzeniu i wyznaniu sprawcy sprowokowały członków ksenofobicznej organizacji English Defence League w Southport do zaatakowania pobliskiego meczetu. Szkocki wkład <a href="https://www.forexrobotron.info/forex-broker-sfx-markets-ocena-2022-informacje-opinie-klientow/">Forex Broker SFX Markets &#8211; Ocena 2022, Informacje, Opinie klientów</a> w literaturę brytyjską obejmuje m.in. Twórczość detektywistyczną pisarza Arthura Conana Doyle’a (twórca Sherlocka Holmesa), literaturę romantyczną sir Waltera Scotta, bajkopisarza J.M.</p>
</p>
<p>
<h2>Polka dostała się do jednej z najlepszych szkół muzycznych na świecie</h2>
</p>
<p>
<p>Ale żadna z dwóch największych partii &#8211; czyli ani Partia Pracy, ani Partia Konserwatywna &#8211; nie ma takich planów. Rządząca Partia Konserwatywna wyraźnie wygrała czwartkowe wybory samorządowe w Wielkiej Brytanii &#8211; wynika ze wstępnej analizy wyników głosowania. Torysi uzyskali ponad 560 nowych mandatów czyli o 40 procent więcej niż dotychczas. 91-letnia królowa Elżbieta II została sfotografowana za kierownicą swojego samochodu, gdy jechała do kościoła. To sygnał, że raczej nie wybiera się na emeryturę, w przeciwieństwie do swojego męża księcia Filipa, który niedawno zrezygnował z pełnienia obowiązków publicznych. Z kolei reporterka CNN udowadniała, że w kwestii prowadzenia auta, monarchini ma więcej władzy i swobody niż prezydenci Stanów Zjednoczonych.</p>
</p>
<p>
<ol>
<li>Wells; pisarze klasycznych bajek dla dzieci Rudyard Kipling, A.A. Milne (twórca Kubusia Puchatka), Roald Dahl i Enid Blyton; kontrowersyjny D.H.</li>
<li>Różne gatunki muzyczne są popularne w Wielkiej Brytanii, od rodzimej muzyki folkowej Anglii, Walii, Szkocji i Północnej Irlandii po heavy metal.</li>
<li>Wielka Brytania posiada także szereg terytoriów zależnych w wielu rejonach globu.</li>
<li>Celtowie ciągle napływali do Brytanii przez kolejne 700 lat.</li>
<li>Ranny został policjant, podpalono też policyjny wóz.</li>
</ol>
<p>
<h2>W Londynie odsłonięto popiersie Polki</h2>
</p>
<p><img 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" width="253px" alt="wiadomosci wielka brytania"/></p>
<p>
<p>Eksperci nazywają to największą klęską partii rządzącej w historii kraju. Agresja i przemoc rozlały się na ulicach kilku brytyjskich miast. Dane te jednak nie oddają rzeczywistej sytuacji wyznaniowej w Wielkiej Brytanii. Przykładowo większość badań społecznych[potrzebny&nbsp;przypis] pokazuje, że Brytyjczycy na ogół są narodem silnie zsekularyzowanym. Dane o rzeczywistej przynależności religijnej wśród Brytyjczyków różnią się między sobą w zależności od ośrodków badawczych, doboru próby, sposobu definiowania religii, pytań badawczych i sposobu realizowania badań. Przykładowo, według British Social Attitudes, w 2006 r.</p>
</p>
<p>
<p>Podpalony komisariat policji i samochód, trzech policjantów rannych i &#8211; jak na razie &#8211; osiem osób aresztowanych &#8211; to efekty zamieszek, które w piątek wieczorem wybuchły w Sunderland w północno-wschodniej Anglii. Powodem było poniedziałkowe zabójstwo trzech dziewczynek w Southport koło Liverpoolu. Sky News informuje, że w pobliżu miejsca, w którym doszło do ataku, były organizowane &#8220;Warsztaty jogi i tańca Taylor Swift&#8221; skierowane dla dzieci w wieku od dwóch do sześciu lat.</p>
</p>
<p>
<p>Obecnie dorasta trzecie pokolenie przybyłych po II wojnie światowej imigrantów. Nieznana jest natomiast  rzeczywista liczba mniejszości etnicznych żyjących w Wielkiej Brytanii. Liczba ta jest większa, jeśli wziąć pod uwagę urodzone na terenie <a href="https://www.forexgenerator.net/broadway-technology-partners-z-marketaksess-for-usa-integration/">Broadway Technology Partners z Marketaksess for USA Integration</a> Wielkiej Brytanii dzieci i wnuki imigrantów, którzy napłynęli kilkadziesiąt lat temu. 35,6% wszystkich urodzonych w Wielkiej Brytanii dzieci było dziećmi mniejszości etnicznych, które formalnie są wliczane do narodu brytyjskiego[31].</p>
</p>
<p>
<p>Lider Partii Pracy Keir Starmer został w piątek nowym premierem Wielkiej Brytanii, zastępując na tym stanowisku Rishiego Sunaka, który chwilę wcześniej złożył rezygnację. Jak wynika z ostatnich doniesień Axel Rudakubana, pojawił się kiedyś w wideo BBC Children in Need. Sunderland AFC, lokalny klub piłkarski, również potępił zamieszki, podkreślając, że miasto „zawsze będzie dla wszystkich”.</p>
</p>
<p>
<p>Oto, co odnotowały światowe agencje w nocy ze środy na czwartek. Przed Pałacem Buckingham doszło do kolejnego potencjalnie groźnego zdarzenia z udziałem turystów. Tym razem jedna z kobiet postanowiła podejść jak najbliżej konia Gwardii Królewskiej.</p>
</p>
<p>
<p>Wielka Brytania jest członkiem Unii Europejskiej oraz  poprzedzającej ją Wspólnoty Europejskiej. Ponadto jest stałym członkiem Rady Bezpieczeństwa ONZ od czasu jej pierwszej sesji w 1946 roku, posiadającym prawo weta. Należy również do Rady Europy, G7, G20, NATO, OECD oraz WTO. Ponadto jest członkiem-założycielem Wspólnoty Narodów zrzeszającej byłe kolonie, dominia i inne posiadłości brytyjskie.</p></p>
]]></content:encoded>
			<wfw:commentRss>http://www.aobakids.jp/wp/2023/11/28/atak-no%ef%bf%bdownika-w-southport-w-wielkiej-brytanii/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Forex trading as a professional</title>
		<link>http://www.aobakids.jp/wp/2023/09/27/forex-trading-as-a-professional/</link>
		<comments>http://www.aobakids.jp/wp/2023/09/27/forex-trading-as-a-professional/#comments</comments>
		<pubDate>Tue, 26 Sep 2023 16:26:18 +0000</pubDate>
		<dc:creator><![CDATA[]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.aobakids.jp/wp/?p=8335</guid>
		<description><![CDATA[Remain up-to-date with the latest financial news, under &#8230; <a href="http://www.aobakids.jp/wp/2023/09/27/forex-trading-as-a-professional/" class="more-link">続きを読む <span class="screen-reader-text">Forex trading as a professional</span></a>]]></description>
				<content:encoded><![CDATA[<p><img 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" width="602px" alt="LimeFX school"/></p>
<p>
<p>Remain up-to-date with the latest  financial news, understand the markets better and plan your trading strategies. LimeFX offers several account types, including Standard, Premium, VIP, and STP/ECN accounts, each designed to cater to different trading styles and levels of experience. LimeFX prioritizes client security by implementing stringent measures to protect personal information and funds. While they provide a secure trading environment, clients must remain proactive in  safeguarding their accounts.</p>
</p>
<p>
<p>We have gathered all different materials in one place, creating your go-to destination for all trading educational content. LimeFX’s trading educational program has been developed to support our traders with the right tools, educational articles and trading strategies to achieve their trading goals. With LimeFX’s trading educational school you can now access a wealth of trading resources and materials to sharpen your trading skills, achieve your trading goals and become a better trader. LimeFX provides a range of trusted deposit options, making it convenient for traders to fund their accounts. With a secure withdrawal process limited to Bank Wire, LimeFX ensures the safety of your funds. <a href="https://limefx.vip/">limefx forex broker</a> Overall, the availability of multiple deposit methods enhances the trading experience, while the focus on secure withdrawals adds an extra layer of reliability for clients.</p>
</p>
<p>
<ol>
<li>LimeFX is an online forex broker that offers trading in currency pairs, contracts for difference (CFDs), commodities, indices, futures, shares, gold, silver and oil.</li>
<li>It has lots of competitors but has a stable clients inflow and I was the one who recently joined them.</li>
<li>LimeFX services over 1.2 million clients in 180 countries around the world, providing 300 tradable instruments from 6 asset classes.</li>
<li>With a background in business operations and management, Luke brings valuable expertise to his position, overseeing various aspects of Benzinga’s operations.</li>
<li>With unique opportunities like the “Battle of Traders,” which features a substantial $500,000 prize pool, traders can showcase their skills in a competitive environment.</li>
</ol>
<p>
<h2>Join LimeFX today and make the most out of forex trading!</h2>
</p>
<p>
<p>You can reach customer support directly on the LimeFX website through its live chat feature. The broker also provides email and telephone support on a 24/5 basis throughout the trading week in 45 different languages. The LimeFX Trading School will focus on trading materials tailored specifically to the needs of both beginner and professional traders, according to the firm.</p>
</p>
<p>
<div style='text-align:center'><iframe width='561' height='310' src='https://www.youtube.com/embed/XAvKvccehi0' frameborder='0' alt='LimeFX school' allowfullscreen></iframe></div>
</p>
<p>
<h2>Bonus Offers and Promotions</h2>
</p>
<p>
<p>Overall, LimeFX can be summarised as a trustworthy and regulated broker that is very competitive in terms of its trading fees. LimeFX is authorized and regulated by the Financial Sector Conduct Authority. This platform has most of the features of the MT4 desktop software, and it works on both Android and iOS mobile devices and tablets.</p>
</p>
<p><img 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" width="602px" alt="LimeFX school"/></p>
<p>
<p>LimeFX stands out for its dynamic bonuses and competitive trading events, providing traders with opportunities to enhance their trading journeys. The Battle of Traders and various deposit bonuses add excitement and potential for financial gain. The lack of trading in equities and options besides the share CFDs might disappoint stock and options traders, although LimeFX might be suitable for traders who only want to trade in these markets.</p>
</p>
<p>
<h2>LimeFX Supports Traders With New Trading School</h2>
</p>
<p>
<p>People who write reviews have ownership to edit or delete them at any time, and they’ll be displayed as long as an account is active. LimeFX does not offer its services to residents of certain jurisdictions such as USA, Cuba, Sudan, Syria and North Korea. Notesco Limited is registered in Bermuda with registration number and registered address, Ground Floor, Swan Building 26 Victoria Street, Hamilton <a href="https://forexhero.info/is-limefx-forex-broker-worth-your-investment/">limefx review</a> HM 12 Bermuda. The group also includes CIFOI Limited with registered office at 28 Irish Town, GX11 1AA, Gibraltar. If you are inundated by jargon and complex trading terms, then our glossary will help you shed some more light on some difficult trading terminology. In order for the account application to be completed the applicant will be required to complete a simple online registration form.</p>
</p>
<p>
<h2>Does LimeFX offer a demo account?</h2>
</p>
<p>
<p>Prior to his role at Benzinga, Luke has held positions that have honed his skills in leadership and strategic decision-making. The method you used for depositing funds is also generally the same one used for withdrawals of profits and any remaining account balance. To access this feature, you must apply for a bank withdrawal from your client portal. Keep in mind that the bonus you received when you opened your account is removed when you make a withdrawal.</p>
</p>
<p>
<p>One can ignore LimeFX and its reputation as a beginner-friendly brokerage. Its entry threshold is low, and this is an accessible platform which appeals to new traders like me.But what makes them even better is the trading academy provided. I would have saved so many hours of watching useless trading videos on YouTube. To become a professional trader, you need to be familiar with both trading basics and advanced basics.</p>
</p>
<p>
<div style='text-align:center'><iframe width='561' height='311' src='https://www.youtube.com/embed/VgCczXnW70c' frameborder='0' alt='LimeFX school' allowfullscreen></iframe></div></p>
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		<title>Alpha-Bet haven: Things to know about the Google&#8217;s umbrella holding company The Economic Times</title>
		<link>http://www.aobakids.jp/wp/2022/11/24/alpha-bet-haven-things-to-know-about-the-google-s/</link>
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		<pubDate>Thu, 24 Nov 2022 12:09:57 +0000</pubDate>
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				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[Contents Who is the highest-paid CEO in the world? Goog &#8230; <a href="http://www.aobakids.jp/wp/2022/11/24/alpha-bet-haven-things-to-know-about-the-google-s/" class="more-link">続きを読む <span class="screen-reader-text">Alpha-Bet haven: Things to know about the Google&#8217;s umbrella holding company The Economic Times</span></a>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Contents </p>
<ul class="toc_list">
<li><a href="#toc-0">Who is the highest-paid CEO in the world?</a></li>
<li><a href="#toc-1">Google chief Sundar Pichai to be CEO of Alphabet as Larry Page and Sergey Brin step down</a></li>
<li><a href="#toc-2">Alphabet Inc, which owns Google, joins Apple &#038; Microsoft in elite $1 Trillion club</a></li>
<li><a href="#toc-3">Alphabet, Inc. – History of Google’s Parent Company3 min read</a></li>
</ul>
</div>
<p>Larry Page believes that Google’s mission is to identify human problems than can be solved with technology and then he comes up with the technologies that solve those problems. Google is the most used website in the whole world, Larry Page and Sergey Brin worked for many years in Google search and finally founded it in 1997. You must have known about the shares, but you would not know who has the maximum shares on Google and what percentage of shares are with whom. Thanks-a-mundo for the article post.Really looking forward to read more. Im grateful for the article post.Really looking forward to read more. He has succeeded Sundar Pichai, who is currently the CEO of both Alphabet and Google.</p>
<p>After becoming a subsidiary, Google’s charge was handed over to its senior vice-president of products Sundar Pichar, who is now the CEO of the company. Company’s co-founders, Page and Brin became the CEO and president of Alphabet, respectively. In the year of incorporation, Google received its first outside financing from Sun Microsystem co-founder Andy Bechtolsheim. By 1999, the company had been processing half a million queries every day and received around $25 million through venture capital funding.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/06/dupont-analysis-definition_1.png" width="303px" alt="who owns google company"/></p>
<p>The biggest company outside the tech or internet sector is Berkshire Hathaway Inc. in sixth place, valued around $559 billion. These four companies are by far the largest on Wall Street, and their huge size gives them an outsized impact on overall market direction. Together, they represent more than 15% of the weight of the S&#038;P 500.</p>
<p>This was obtained by considering the company’s revenue and profits over the last three years. For many years Sundar Pichai was one of the world’s most salaried business owners. Sergey Brin is currently the second-largest shareholder of Alphabet Class C shares, with approximately 38.9 million shares. Initially Google was running Stanford University website as google.stanford.edu, then later Google registered its domain name on 15 September 1997, and then it was incorporated into a private company on 4 September 1998. Google is a search engine, which is currently number one worldwide, besides Google, search engines like Yahoo, etc. are also present.</p>
<h2 id="toc-0">Who is the highest-paid CEO in the world?</h2>
<p>Musk is very much the man-in-charge at Tesla — he leads all of Tesla’s public announcements, and uses his Twitter feed to send the public updates about what the company is doing. In spite of his major role at Tesla, Musk now holds only 20% of Tesla stock. On May 20, 2010, Pichai announced the open sourcing of Google’s new video encoder VP8 and the introduction of the new video format WebM. On October 24, 2015, he announced the new post following the establishment of Alphabet Inc., the new holding company for the Google family. Alphabet’s reputation for secrecy often works against it when its updates to investors are mixed.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/12/why-understanding-a-dividend-payout-ratio-is-so_3.png" width="301px" alt="who owns google company"/></p>
<p>Page and Brin,  in announcing the news Tuesday, said the company has “evolved and matured” in the two decades since its founding. Alphabet has been positioning Pichai as the de facto leader for quite some time. It has also made him the top executive voice at shareholders meetings and on the earnings call. Recently, Pichai changed the format of the employee question-and-answer sessions from a weekly occurrence to a monthly one. Alphabet, for those of you who don&#8217;t know, is a behemoth company that owns Google, YouTube, Waymo and a lot more.</p>
<h2 id="toc-1">Google chief Sundar Pichai to be CEO of Alphabet as Larry Page and Sergey Brin step down</h2>
<p>Page and Brin remain Alphabet Inc. co-founders, employees, board members, and controlling shareholders. Google’s revolutionary search engine set its co-founders Larry Page and Sergey Brin as much as turn into two of the richest people in the world, however they never anticipated it will turn out to be a multi-billion-dollar company. Yet not everyone necessarily is aware of the names of the founders of an important website to the development of the internet, Google. The search engine was based in 1998; 21 years later, it is essentially the most ubiquitous website in existence, its namesake having turn into not only a area but a verb as nicely.</p>
<ul>
<li>The latest quarterly earnings of Big Tech firms Alphabet and Microsoft are indicative of the gloomy outlook for the short-to-medium term.</li>
<li>The company is the subject of antitrust inquiries from Congress, the Department of Justice, a group of U.S. state attorneys general and European authorities.</li>
<li>Im grateful for the article post.Really looking forward to read more.</li>
<li>He has succeeded Sundar Pichai, who is currently the CEO of both Alphabet and Google.</li>
<li>Microsoft disabled Google from Internet Explorer on October 18, 2006, and replaced it with Bing as the default search engine in Microsoft.</li>
</ul>
<p>Larry Page and Sergey Brin will remain directors, but will cede their CEO and president titles, respectively, immediately, Alphabet said. Information is usually used like a spoken answer in Google Assistant and Google Home searches. <a href="https://1investing.in/">https://1investing.in/</a> Knowledge Graph has been criticized for giving answers without any source attribution. Knowledge Graph boxes were included to Google’s search in May 2012, starting in the USA, with international expansion by the end of 2012.</p>
<p>On December 4, 2019, Page stepped down from his CEO position from Alphabet. Both Page and Sergey Brin stay at Alphabet as co-founders, board members, workers, and controlling shareholders. The company’s fast growth since incorporation has triggered a series of merchandise, acquisitions,  and partnerships past Google’s core search engine . Google is a well reputed American multinational technology company and specializes in Internet-related services and products. Online advertising technologies, search engine, software, cloud computing and hardware are specialized by Google. But their long foreshadowed successor, Sundar Pichai, has been well-prepped to serve as the public face of the company in addition to his current role as chief executive.</p>
<h2 id="toc-2">Alphabet Inc, which owns Google, joins Apple &#038; Microsoft in elite $1 Trillion club</h2>
<p>The company’s several other offerings, including YouTube and Blogger, also figure among the top 100 most visited websites globally. Since 2007, Google has also been one of the top five most valuable brands <a href="https://1investing.in/who-owns-google/">who owns google company</a> in the world, according to a report released by London-based data analytics and insights firm Kantar in 2019. In 2015, Google was reorganised and made a subsidiary of the holding company Alphabet Inc.</p>
<p>Eric Schmidt, the former CEO of Google and executive chairman of parent company Alphabet Inc., said on Thursday that he would step down from that role. He will stay on Alphabet&#8217;s board of directors and become a technical adviser to the company. According to Forbes magazine, Page has a net worth of $52.4 billion and Brin $56.8 billion. “Keep in mind, they are not losing their title as billionaires, but they are changing their roles,” Bajarin said. Google’s longest-serving CEO is still Eric Schmidt, the former executive brought into the role in 2001 as a so-called “adult supervisor” for Brin and Page.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/06/top-5-factors-that-affect-gold-rate-in-india-2_1.png" width="303px" alt="who owns google company"/></p>
<p>The content in this post has been approved by the organization it is based on. The company had used the separation between Page’s and Pichai’s roles to defend its limited financial disclosures about YouTube and other businesses owned by Google when the practice was questioned by U.S. securities regulators in 2017. Universal search, however, incorporates a wide range of sources, which includes websites, videos, maps, blogs, news, pictures, and more, and they all comes together on the same search results page. Nowadays people are using the Internet on their phones more than they used to before and the mobile Internet users are more than desktop users. People are increasingly using apps instead of the web while using the internet on their mobiles. Shareholders are not punishing Page for a lack of focus so far but Google is up more than 6%.</p>
<h2 id="toc-3">Alphabet, Inc. – History of Google’s Parent Company3 min read</h2>
<p>The stock will need to rise by about 8% between now and the end of 2020 to join this exclusive club. It isn’t going to be an easy task for the equity, especially if earnings growth slows as analysts project. Currently, Alphabet owns Google and all of its core businesses, including YouTube, Android and several other projects that spun out of Google before.</p>
<p>As of January 31, 2020.9, the company’s assets under management were approximate $ 6.2 trillion. Stable is a Vanguard S &#038; P 500 ETF with an AUM of approximately $ 122.1 billion. Pichai also served as Senior Vice President of Google’s Android operating system products. Google’s two ticker symbols represent a class of two different classes, A and C. It has 10 votes each and is only owned by insiders and is not traded on the market. Google is based in the United States, from 2006 to present-day Google is headquartered in Mountain View California, Mountain View in a city in the Bay Area of ​​San Francisco, in a place in Northern California.</p>
<p>Pichai, who has been Google’s CEO since 2015, will now also head up Alphabet. Google is facing increasing criticism and investigations from authorities in the U.S. and Europe about its privacy policies and nature of its many-legged business. That will now fall to Pichai to wrangle and push through — though Brin and Page, both 46, have noticeably backed out of the spotlight already. Today, many of its products, including Android, Gmail, YouTube and Maps, have more customers alone than the population of any country in the world. Pichai has remained loyal to Google despite being approached by other companies like Twitter for high-ranking roles.</p>
<p>On November 1, 2018, more than 20,000 Google workers and contractors staged a global walk-out to protest the company’s dealing with of sexual harassment complaints. Later in 2019, some staff accused the company of retaliating against inside activists. In March 1999, the company moved its places of work to Palo Alto, California, which is home to a number of prominent Silicon Valley technology start-ups. The subsequent year, Google started selling commercials related to search key phrases against Page and Brin’s initial opposition towards an advertising-funded search engine. To keep an uncluttered web page design, ads were solely text-primarily based.</p>
<p>In March 2018, Google’s mother or father firm Alphabet purchased the close by Chelsea Market constructing for $2.4 billion. The purchase was made with out Schmidt’s information, but the CEO was not perturbed by the comparatively small acquisition. Page turned keen about Android and spent large quantities of time with Android CEO and cofounder Andy Rubin. The Bloomberg Businessweek termed the reorganization into Alphabet as a clever retirement plan permitting Page to retain control over Google, on the similar time relinquishing all obligations over it. Executives at Alphabet describe Page as a “futurist” , extremely indifferent from day-to-day enterprise dealings and more focused on moon-shot projects.</p>
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		<title>Australijska waluta zdjęcie stock  Obraz złożonej z horyzontalny 29861474</title>
		<link>http://www.aobakids.jp/wp/2022/10/26/australijska-waluta-zdjecie-stock-obraz-zlozonej-z/</link>
		<comments>http://www.aobakids.jp/wp/2022/10/26/australijska-waluta-zdjecie-stock-obraz-zlozonej-z/#comments</comments>
		<pubDate>Wed, 26 Oct 2022 12:41:36 +0000</pubDate>
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				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[Contents Złote Mity i Legendy – Little John 2022 – 1 oz &#8230; <a href="http://www.aobakids.jp/wp/2022/10/26/australijska-waluta-zdjecie-stock-obraz-zlozonej-z/" class="more-link">続きを読む <span class="screen-reader-text">Australijska waluta zdjęcie stock  Obraz złożonej z horyzontalny 29861474</span></a>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Contents</p>
<ul class="toc_list">
<li><a href="#toc-0">Złote Mity i Legendy – Little John 2022 – 1 oz złota</a></li>
<li><a href="#toc-1">Jak wyglądają australijskie dolary?</a></li>
<li><a href="#toc-2">Kurs dolara 31 października powyżej 4,7 zł</a></li>
<li><a href="#toc-3">Australijska waluta Dziesięć dolarów notatka</a></li>
<li><a href="#toc-4">Kurs: Dolar australijski (AUD)</a></li>
</ul>
</div>
<p>Tym samym ogłoszono w listopadzie, że na przestrzeni nadchodzących najbliższych sześciu miesięcy, RBA będzie chciała skupić obligacje rządowe warte 100 miliardów dolarów australijskich. Szybko okazało się, że i nawet tak ambitny  plan może być niewystarczający. Australia jednak nie jest drugą Japonią i już w pierwszych dniach sierpnia 2020 r.</p>
<ul>
<li>Obok dolara proponowano inne nazwy, w tym austral czy emu.</li>
<li>Dane w tabeli mają charakter informacyjny i nie stanowią oferty handlowej w rozumieniu przepisów Kodeksu Cywilnego.</li>
<li>Udział dolara australijskiego na światowych rynkach walutowych z trudem osiągał poziom 3 proc., o tyle w ostatnich latach supercyklu surowcowego uległ potrojeniu i wyniósł 9 proc.</li>
<li>Nie trać czasu na szukanie, gdzie kupić dolary australijskie w Polscei skorzystaj z wymiany walut w Tavex.</li>
</ul>
<p>Poluzowano politykę zabezpieczeń za sprawą uwzględniania przez RBA jako zabezpieczenia papierów emitowanych przez krajowe tzw. Korporacje niebankowe (ale pod warunkiem, że posiadają one przynajmniej rating inwestycyjny). Z kolei we wrześniu zwiększono pulę kredytów w ramach TFF. O ile w chwili ogłoszenia tego programu jego dostępność miała trwać do marca 2021 r.</p>
<p>Pieczę nad jego obiegiem w gospodarce sprawuje Reserve Bank of Australia, tj. Posiada siedzibę w Sydney – w australijskim centrum finansowym i stolicy stanu Nowa Południowa Walia. Z kolei emisją dolarów australijskich zajmuje się Note Priting Australia oraz Royal Australian Mint . W okresie konwersji za jednego funta płacono dwa nowe dolary, a za 10 szylingów – jednego.</p>
<p>To przyczyniło się do osłabienia złotego, ale też spadku rentowności obligacji skarbowych. Początek nowego tygodnia przyniósł też wyraźne wzrosty cen gazu. Ceny amerykańskiego surowca otworzyły się wyraźną luką wzrostową. Ceny głównych metali szlachetnych naruszają ważne poziomy techniczne. Podaż ma mocne argumenty, by zepchnąć ceny jeszcze niżej, chociaż kupujący też nie stoją jeszcze na całkowicie straconej pozycji. Przy oczekiwaniach rynkowych skupionych wokół podwyżki stóp o 50 punktów bazowych, RBA prawdopodobnie nie dostarczy jastrzębiej niespodzianki w zakresie stóp.</p>
<p>W ostatnim czasie, sporo uwagi przykuwał nie tyle sam dolar australijski, ale instytucja go emitująca. Mowa oczywiście o RBA (Reserve Bank of Australia – Bank Rezerwy Australii) i jej doświadczeniach z niekonwencjonalną polityką pieniężną. Owszem, za sprawą kryzysu epidemiologicznego, niekonwencjonalna polityka monetarna straciła swój ekskluzywny charakter. Nawet i na półkuli południowej udałoby się znaleźć inne kraje niż Australia, które zdecydowały się na nowy rodzaj polityki pieniężnej.</p>
<h2 id="toc-0">Złote Mity i Legendy – Little John 2022 – 1 oz złota</h2>
<p>Nasi eksperci analizują najważniejsze informacje ekonomiczne, polityczne, gospodarcze i ich możliwy wpływ na kurs dolara australijskiego. Dolar australijski odzyskał ważny próg 0,70, a na przełomie 2020 r. Obecnie relacja AUD/USD oscyluje nadal wokół poziomów bliskich 0,78. Rodzi się jednak pytanie, jakie wartości osiągnąłby kurs wymiany gdyby nie działania RBA.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="/images/waluta_australijska_(30).jpeg" width="304px" alt="waluta australijska"/></p>
<p>Natomiast australijskie banknoty wykonywane są obecnie z wykorzystaniem najnowocześniejszych technologii, jako pierwsze na świecie składają się całkowicie z plastiku. Powoduje to, że nie tylko są niezwykle trwałe, ale także estetyczne. Są to jedne z najbardziej barwnych banknotów na świecie.</p>
<p>Dolar australijski był pierwszą walutą świata, której banknoty wykonano z plastiku (1990 r.). Również dziś dolary australijskie cechują się innowacyjnością i wysokim poziomem odporności na fałszerstwa. Dolar australijski odgrywa ważną rolę na światowych rynkach walutowych. Imponujący wzrost wartości w pierwszej dekadzie dwudziestego pierwszego wieku sprawił, że inwestorzy chętnie sięgają po AUD gdy szukają stabilności. Dolar australijski jest jedną z globalnych walut rezerwowych, choć jego udział wynosi mniej niż 2 procent. Pary z dolarem australijskim odgrywają znaczącą rolę na rynku forex – handel na AUD ustępuje jedynie dolarowi, euro, jenow i funtowi brytyjskiemu.</p>
<p>Warto jednak zaznaczyć, że australijski dolar jest nie tylko kluczową walutą dla Oceanii, ale też jedną z najważniejszych na świecie. Znaczenie tego, jaki dolar australijski kurs ma w danej chwili, podnosi m.in. To, że jego ojczyzna znajduje się w gronie największych centrów finansowych. Jeśli zaś chodzi o kurs, dolar australijski należy do dość wąskiej grupy tzw.</p>
<h2 id="toc-1">Jak wyglądają australijskie dolary?</h2>
<p>Dane są przetwarzane zgodnie z polityką prywatności. Fusion Media może otrzymywać od reklamodawców, którzy pojawiają się na stronie internetowej, wynagrodzenie uzależnione od reakcji użytkowników <a href="https://tradercalculator.site/metalowy-tygrys-uczestniczy-w-pan-global-resources-fundraising/">Metalowy Tygrys uczestniczy w PAN Global Resources Fundraising</a> na reklamy lub reklamodawców. Średnia przemysłowa Dow Jonesa (+0,71 proc.) i S&#038;P 500 (+0,19 proc.) zamknęły się wczoraj na najwyższych poziomach od ostatniej dekady kwietnia.</p>
<p>Oficjalnym językiem jest angielski, a dokładniej jego lokalna, australijska odmiana. Język ten jest używany przez blisko 80% populacji, zaś inne języki jakimi posługuje się ludność to chiński, włoski, i grecki, natomiast znaczna część imigrantów jest dwujęzyczna. Początkowo, do czasu kiedy Australia po raz pierwszy skontaktowała się z Europą, funkcjonowało 200 – 300 języków australijskich Aborygenów.</p>
<p>Dolar australijski w ciągu zaledwie kilku dekad stał się jedną z najpopularniejszych walut wśród inwestorów. AUD kurs swój zawdzięcza temu, że Australia, aby walczyć z inflacją, przez długi czas utrzymywała wysokie stopy procentowe. Dzięki temu były one znacznie wyższe niż w innych krajach rozwiniętych, dla porównania w 2012 roku w Australii wynosiły one 3,5 proc., a w Wielkiej Brytanii 0,75 proc. Wyrażam zgodę na przetwarzanie moich danych osobowych w zakresie adresu mailowego na wysyłanie kodu rabatowego, zgodnie z ustawą o świadczeniu usług drogą elektroniczną.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="/images/waluta_australijska_(22).jpeg" width="300px" alt="waluta australijska"/></p>
<p>Do produkcji banknotów tej waluty, po raz pierwszy w historii użyto polimeru &#8211; rok 1990. Dodatkową cechą było małe okienko, w które wklejone zostały zabezpieczające przed fałszerstwem hologramy. Wyrażam zgodę na otrzymywanie drogą elektroniczną na wskazany przeze mnie adres e-mail informacji dotyczących alertu walutowego. Tak duże wahania kursu są rzadkie i podana przez Ciebie wartość nie zostałaby osiągnięta przez kilka miesięcy, a nawet lat. Część wykonanych z brązu monet centowych po wycofaniu z obrotu została przetopiona na medale olimpijskie.</p>
<p>Zapamiętuje ostatnio wybraną walutę w usłudze ofert społecznościowych (Druga waluta dla sprzedaży). Zapamiętuje ostatnio wybraną walutę w usłudze ofert społecznościowych (Pierwsza waluta dla sprzedaży). Flaga Australii &#8211; to granatowy prostokąt, w którego lewym górnym rogu znajduje się Union Jack, symbol Wielkiej Brytanii, przypominający o związkach Australii z Koroną Brytyjską. Siedmioramienna gwiazda poniżej nosi nazwę Federation Star.</p>
<p>Wówczas oprócz kolejnej obniżki ceny pieniądza (o kolejne 25 punktów bazowych), RBA ogłosiła zamiar kontroli krzywej dochodowości. Wybór padł na trzyletnie obligacje, a punktem odniesienia stała się rentowność na poziomie 0,25 proc. 100 dolarów – na awersie widnieje Dame Nellie Melba, australijska śpiewaczka operowa, a na rewersie generał Sir John Monash, dowódca wojsk z czasu I wojny światowej.</p>
<h2 id="toc-2">Kurs dolara 31 października powyżej 4,7 zł</h2>
<p>W poniedziałek jednak rynek wrócił ponad ten poziom – wskazuje Marek Rogalski, analityk DM BOŚ. W poniedziałek dolar australijski zyskiwał wobec amerykańskiego odpowiednika prawie 1 proc. Rynek żyje już tym, co zrobi we wtorek rano Bank Australii. Powrót powyżej tegorocznych minimów daje natomiast nadzieję, że australijska waluta nie podda się bez walki. Udział ten odpowiada mniej więcej udziałowi australijskiej gospodarki w światowym PKB. Udział dolara australijskiego na światowych rynkach walutowych z trudem osiągał poziom 3 proc., o tyle w ostatnich latach supercyklu surowcowego uległ potrojeniu i wyniósł 9 proc.</p>
<p>Atrakcyjne kursy i możliwość zawierania transakcji 24/7. Zyskaj czas dzięki szybkiej realizacji transakcji wymiany walut. Tradycje australijskie oparte są na tradycjach rdzennych mieszkańców Australii, którzy pojawili się  na jej terenach około 40 tysięcy lat temu, przed przybyciem Europejczyków. Tworzyli oni językowe- terytorialne grupy plemienne, które przemieszczały się w poszukiwaniu żywności.</p>
<p>Jego największymi partnerami są bowiem Japonia, Chiny, Korea Południowa i Indie. Interesują Cię aktualne kursy walut i cena dolara australijskiego? Poniżej przedstawiamy aktualne notowania dolara australijskiego w naszym kantorze internetowym.</p>
<p>Wszelkie prawa własności intelektualnej są zastrzeżone przez dostawców lub giełdę dostarczającą dane zawarte na tej stronie internetowej. Pierwszą odpowiedzią RBA na dający się coraz bardziej we znaki COVID-19 była naturalnie redukcja stóp procentowych. Jak można się domyślić, tak skromna redukcja okazała się niewystarczająca.</p>
<h2 id="toc-3">Australijska waluta Dziesięć dolarów notatka</h2>
<p>Niektóre państwa, w tym Polska, część swoich rezerw przechowuje właśnie w dolarze australijskim, choć mimo to para walutowa AUD/PLN nie jest szczególnie popularna. Nie trać czasu na szukanie, gdzie kupić dolary australijskie w Polscei skorzystaj z wymiany walut w Tavex. W zakładce Kantory Warszawa, a następnie <a href="https://forexdemo.info/thomas-rowe-price-udany-przedsiebiorca-gieldowy-i-inwestor/amp/">Thomas Rowe Price-udany przedsiębiorca giełdowy i inwestor</a> udaj się do wybranego oddziału – w każdym z nich obowiązują takie same ceny. Nasza firma oferuje jedną z najbogatszych tablic walutowych w całej Polsce – w sprzedaży posiadamy ponad 60 walut z całego świata! Większość z nich, w tym także waluta Australii – dolar australijski – jest u nas dostępna od ręki.</p>
<h2 id="toc-4">Kurs: Dolar australijski (AUD)</h2>
<p>Swoje pięć groszy dorzuciła także Rada Polityki Pieniężnej. Mimo że Rezerwa Federalna podczas ostatniego posiedzenia znów pokazała swój jastrzębi charakter, to okazało się to za mało, aby dać dolarowi nowe paliwo do umocnienia. Amerykańska waluta co prawda przez chwilę znów była <a href="https://forexrobotron.info/8-price-action-secrets-every-trader-should-know-2/">8 Price Action Secrets Every Trader Should Know About</a> silniejsza, ale później zaczęła jednak tracić na wartości. Nie zmienił tego nawet kolejny mocny odczyt z amerykańskiego rynku pracy. Nasza waluta w ostatnim miesiącu znów złapała wiatr w żagle. Wzmożona czujność rynkowa jest jednak wskazana, przede wszystkim w tym tygodniu.</p>
<p>Commodity currencies, czyli walut mocno powiązanych z cenami towarów. Kurs dolara australijskiego na wykresie jest prezentowany dla celów orientacyjnych, w oparciu o przybliżone dane i nie ma charakteru transakcyjnego tzn. Nie stanowi ze strony serwisu elementu oferty ani propozycji zawarcia transakcji. Wymień banknoty i monety z Australii i z innych krajów przez staragotowka.pl. Pamiętaj, że w dalszym ciągu możesz wymienić niebędące w obiegu waluty.</p>
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		<title>What Is a Brokerage Firm? How It Makes Money, and Types</title>
		<link>http://www.aobakids.jp/wp/2022/07/19/what-is-a-brokerage-firm-how-it-makes-money-and/</link>
		<comments>http://www.aobakids.jp/wp/2022/07/19/what-is-a-brokerage-firm-how-it-makes-money-and/#comments</comments>
		<pubDate>Tue, 19 Jul 2022 12:43:41 +0000</pubDate>
		<dc:creator><![CDATA[]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[Contents: What Exactly Does a Broker Do? Margin Account &#8230; <a href="http://www.aobakids.jp/wp/2022/07/19/what-is-a-brokerage-firm-how-it-makes-money-and/" class="more-link">続きを読む <span class="screen-reader-text">What Is a Brokerage Firm? How It Makes Money, and Types</span></a>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Contents:</p>
<ul class="toc_list">
<li><a href="#toc-0">What Exactly Does a Broker Do?</a></li>
<li><a href="#toc-1">Margin Accounts</a></li>
<li><a href="#toc-2">Century 21 Accounting: General Journal</a></li>
<li><a href="#toc-3">How Does a Brokerage Account Differ From a Bank Account?</a></li>
<li><a href="#toc-5">What Is a Brokerage Firm? How It Makes Money, and Types</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://trading-market.org/wp-content/uploads/image-2TdDlAqucG3pwNiB.jpeg" width="305px" alt="compensation may impact"/><br />
<img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://trading-market.org/wp-content/uploads/image-wZtX0S5nP9ejmiNy.jpeg" width="302px" alt="investor"/></p>
<p>Unlike cash, ________ checks and ________ records provide evidence that your payment has been made and accepted. Banks offer ________ of ________ , which are loans from the consumer to the bank. Put option—the right to sell something at a specific future price.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://trading-market.org/wp-content/uploads/image-Ktu3seZk5ay9xbVl.jpeg" width="305px" alt="include"/></p>
<p>However, insofar as such segmentation implies inequality or power differentials, brokerage can also obscure such differentials. Margin is the money borrowed from a broker to purchase an investment and is the difference between the total value of the investment and the loan amount. Knowing the difference between a standard brokerage account and an IRA account opened at a brokerage can help you decide whether you should open one or the other—or both. Investors can open a standard brokerage account and an IRA brokerage account. In fact, you can open an IRA even if you already have a workplace retirement plan, such as a 401. That&#8217;s a great idea because it gives you an additional tax-advantaged opportunity to save for retirement.</p>
<p>Shareholders or investors that are part of a company&#8217;s DRIP program are less likely to sell their shares if the company has one bad earnings report or if the overall market declines. In other words, the investors that are engaged in the DRIP program are typically long-term investors in the company. NerdWallet, Inc. is an independent publisher and comparison service, not an investment advisor. Its articles, interactive tools and other content are provided to you for free, as self-help tools and for informational purposes only.</p>
<p>Or you might choose to, for example, use one broker for long-term investing and another for trading or short-term plays. Opening a brokerage account online is a fairly quick and easy process. You have to register on the brokerage site and provide some required personal information such as your address, date of birth, and Social Security number. Account approvals happen fast, and the next step is to fund your new account, which also can be done online via Automated Clearing House or wire transfer. Brokerage accounts may differ in terms of order execution speed, analytical tools, the scope of tradable assets, and the extent to which investors can trade on margin.</p>
<p>For example, they may have extensive information about individual people. Companies subsequently use the information to target advertising and marketing towards specific groups. Online brokers, unlike face-to-face ones, do not provide personalized advice. Even brokers that people telephone offer advice more specific to the needs of the client than those online. Yes, although there are pros and cons to having your assets invested in several places.</p>
<h2 id="toc-0">What Exactly Does a Broker Do?</h2>
<p>Brokerage accounts can be used to purchase, hold, and sell stocks, bonds, mutual funds, ETFs, and more. Investors can open a standard brokerage account and/or an IRA brokerage account, in addition to having a retirement plan at work, to maximize their saving and investing opportunities. Margin accounts can also be discount or full-service brokerage accounts. While a margin account offers you more flexibility, there is some risk involved.</p>
<div style='border: black solid 1px;padding: 11px;'>
<h3>Internalization: Definition in Business and Investing and Example &#8211; Investopedia</h3>
<p>Internalization: Definition in Business and Investing and Example.</p>
<p>Posted: Sat, 25 Mar 2017 23:34:10 GMT [<a href='https://news.google.com/rss/articles/CBMiOGh0dHBzOi8vd3d3LmludmVzdG9wZWRpYS5jb20vdGVybXMvaS9pbnRlcm5hbGl6YXRpb24uYXNw0gEA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Highly trained and credentialed professional brokers and financial advisers are available to advise their clients on money matters. Many discount brokers, like TD Ameritrade, recently acquired by Charles Schwab, and Fidelity, are popular among regular investors. Brokerage fees can be charged either per transaction, monthly, quarterly, or annually, depending on how they are implemented and the firm you’re working with. For instance, Schwab Intelligent  Portfolios doesn’t have an advisory fee or charge any commissions.</p>
<h2 id="toc-1">Margin Accounts</h2>
<p>This may get you noticed but in order to actually be hired and perform as a broker, you will need to be appropriately licensed. The median salary for a stock broker in the United States, according to Salary.com. Preparing an initial offer and purchase agreement for a buyer who decides to make an offer for a property. We recommend the best products through anindependent review process, and advertisers do not influence our picks. Ariel Courage is an experienced editor, researcher, and former fact-checker. She has performed editing and fact-checking work for several leading finance publications, including The Motley Fool and Passport to Wall Street.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://trading-market.org/wp-content/uploads/image-6nwh51c8eylsS2Q0.jpeg" width="303px" alt="time"/></p>
<p>M2 is a broader measure that includes M1 along with forms of money that serve as a store of value, components including savings deposits, time deposits, and money market funds. It invests the money it receives in a diversified portfolio of stocks and bonds issued by hundreds or even thousands of different companies. With such a large portfolio, the mutual fund reaps the maximum gains of diversification. Mutual funds also receive dividends from many of the companies in their portfolio, which they can pass on to the mutual fund&#8217;s shareholders. Brokerages can be helpful because they save their clients, whether buying or selling, time.</p>
<h2 id="toc-2">Century 21 Accounting: General Journal</h2>
<p>As an investor, the choice between a full-service or discount broker is an important one. Brokerage accounts offer fewer tax shelters than retirement accounts, but there are also fewer restrictions on when a trader can contribute or withdraw money. SEC Form S-3D is a filing that publicly traded companies submit to the SEC&#8217;s EDGAR system when they purchase securities on behalf of shareholders. A DRIP is a dividend reinvestment plan whereby cash dividends are reinvested to purchase more stock in the company. Brokers are typically compensated through a commission on each trade.</p>
<ul>
<li>Moreover, those investments are usually restricted to mutual funds or ETFs.</li>
<li>An insurance broker differs from an insurance agent in that a broker is usually considered an agent of the insured, even though he or she may receive a commission from an insurance company.</li>
<li>These are usually complex, as these clients tend to be high-net-worth individuals with complex financial affairs.</li>
</ul>
<p>In other words, the shares are not sold on the open market via a broker. Instead, a request to sell the shares must be made with the company, whereby the company will, in turn, redeem the shares at the prevailing stock price. Brokers serve as intermediaries between investors and exchanges, buying and selling stocks on behalf of clients. To choose the best brokerage for your needs, consider your investing style, your short- and long-terms goals, the types of investments you seek, and the level of service and support you want. Cost may drive the choice for some investors, whether they&#8217;re novices or highly experienced.</p>
<p>Credit brokers are specialists with the necessary information and professional contacts with credit institutions. They provide  individual assistance to clients in selecting optimal lending options. They also assist with obtaining the needed financing, its conversion, and repayment, etc. A full-service brokerage provides a wide range of professional services to customers, such as tax tips, investment advisory, equity researching, etc. Culwell spent most of his adult life traveling as an upright bass jazz musician, then leading coaching sessions for real estate brokerages. Investment managers are individuals or organizations who handle activities related to financial planning, investing, and managing a portfolio for their clients.</p>
<h2 id="toc-3">How Does a Brokerage Account Differ From a Bank Account?</h2>
<p>In the past, only the ones who can afford a brokerage or gain entry into the stock market. As little more than a result of the increase in internet brokerage, discount brokers formed, enabling clients to invest at a lower cost but without obtaining personalized advice. Brokers may supply clients with research, investment ideas, and market knowledge in addition to executing client orders. Brokers can be full-service, which means they would provide their clients with execution and advisory services, yet charge higher commission fees. Discount brokers would typically charge less, but won’t provide advice, or provide it at an additional cost. As with cash accounts, margin accounts can be either discount or full-service brokerage accounts.</p>
<p>This type usually assesses a fairly large fee, and regardless of whether the owner loses or earns money, the firm is paid. Another example would be a discount broker, where advisory services are not included. Let’s imagine that Michael has signed up with an online share-dealing platform and deposited his first payment into the account. When he’s decided on investment strategy, Michael makes a market order on a platform, which his online broker executes. A broker is a regulated professional who buys and sells financial instruments on the behalf of a client and charges a fee for doing so.</p>
<p>Several brokerages compete to match buyers and sellers of a given stock. Another recent development in broker services is the introduction of roboadvisers, algorithmic investment management carried out via web or mobile app interface. While it is possible for an individual investor to buy stock shares directly from the company that issues them, it is much simpler to work with a stockbroker.</p>
<h2 id="toc-4">Definition and Examples of Brokerage Fees</h2>
<p>Most investors should opt for an online broker, due to the cost savings and ease of placing online orders. There are a variety of ways in which brokers get paid, including commissions, interest and data-selling. She has covered personal finance and investing for over 15 years, and was a senior writer and spokesperson at NerdWallet before becoming an assigning editor. Arielle has appeared on the &#8220;Today&#8221; show, NBC News and ABC&#8217;s &#8220;World News Tonight,&#8221; and has been quoted in national publications including The New York Times, MarketWatch and Bloomberg News. Intellectual property brokers mediate between buyers and sellers of intellectual property. They may also manage the many steps in the intellectual property process.</p>
<p>Explore this section for amazing <a href="https://trading-market.org/">https://trading-market.org/</a> on business related topics. This hub will give you a great overview of everything that’s going on in the marketing world. The products they recommend may not be the best choice available to the client. The same names pop up for mobile brokerage apps, along with newer competitors such as Robinhood and Acorns.</p>
<p>This <a href="https://trading-market.org/broker-definition-and-example-2020/">example of broker</a> limits your options to the basics such as purchasing stock. For example, short-selling a stock is not possible within cash accounts. A brokerage firm acts as an intermediary who makes matches between buyers and sellers of stocks, bonds, and other financial assets.</p>
<ul>
<li>Or you might choose to, for example, use one broker for long-term investing and another for trading or short-term plays.</li>
<li>You might pay a higher brokerage fee if you go with a full-service broker than if you worked with a discount or online broker.</li>
<li>Extensive involvement by the stockowner is necessary to hopefully make the best deals.</li>
<li>A typical stockbroker may make a salary and a commission on trades managed and has an average salary of around $74,000.</li>
<li>Many full-service brokers seek out affluent clients and establish minimum account balances that are required to obtain their services, often starting at six figures or more.</li>
</ul>
<p>The ________ ________ is a network of ________ , investors, ________ ________ , and financials assets that work together to transfer savings from savers to ________ . Some stockowners give their brokers power of attorney to make decisions about when to buy or sell stock. A broker acts as an intermediary between a purchaser and a seller. In this case, the share-dealing platform is essentially Michael’s broker. His career has included training, development and managing broker roles within some of the most prominent real estate organizations in Southern California.</p>
<h2 id="toc-5">What Is a Brokerage Firm? How It Makes Money, and Types</h2>
<p>However, stockbrokers offering trading functions and online access charge higher commissions. Moreover, as the online platforms of full-service stockbrokers usually cater to long-term investors, the platforms provide fewer indicators and tools for day trading investors. Yet the emergence of the digital age gave rise to online brokers, many of which are execution only. These are digital investing and trading platforms that allow clients to place trades in a few clicks, and often charge less commissions, yet may not offer specialised investment advice.</p>
<div style='border: grey dashed 1px;padding: 13px;'>
<h3>What Is Selling Away? &#8211; Investopedia</h3>
<p>What Is Selling Away?.</p>
<p>Posted: Sun, 10 Jul 2022 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiNGh0dHBzOi8vd3d3LmludmVzdG9wZWRpYS5jb20vdGVybXMvcy9zZWxsaW5nYXdheS5hc3DSAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>He is a CFA charterholder as well as holding FINRA Series 7, 55 &#038; 63 licenses. He currently researches and teaches economic sociology and the social studies of finance at the Hebrew University in Jerusalem. Brokers must join with the Financial Industry Regulatory Authority , a self-regulatory organization for broker-dealers. Brokers have been placed in a position of action based on the &#8220;suitability rule,&#8221; which states that suggesting a specific item or investment must be based on reasonable grounds. For just a client that decides to make an offer on a property, preparing the first offer and purchase agreement. ________ accounts restrict how often you can ________ , but pay a slightly higher interest rate.</p>
<div style='border: black solid 1px;padding: 15px;'>
<h3>Five Percent Rule Definition &#8211; Investopedia</h3>
<p>Five Percent Rule Definition.</p>
<p>Posted: Sat, 25 Mar 2017 21:55:31 GMT [<a href='https://news.google.com/rss/articles/CBMiOmh0dHBzOi8vd3d3LmludmVzdG9wZWRpYS5jb20vdGVybXMvZi9maXZlLXBlcmNlbnQtcnVsZS5hc3DSAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>A full-service brokerage account is a brokerage account that pairs you with a dedicated broker who knows you, your family, and your financial situation. You can pick up the phone and speak to them, or walk into their office and regularly have meetings to discuss your portfolio. In exchange for that personalized service, you&#8217;ll pay higher fees.</p>
<p>Even brokerage custodians, such as Fidelity and TD Ameritrade, are required to have what’s called SIPC insurance. Tim Smith has 20+ years of experience in the financial services industry, both as a writer and as a trader. Learn sales and selling from scratch including the process, skills, organizational and personal selling. A mega marketing course with 180+ videos which helps you learn marketing management from scratch.</p>
<p>A real estate broker receives a certain percentage commission of the real estate transaction. The main function of a broker is to solve a client’s problem for a fee. The secondary functions include lending to clients for margin transactions, provide information support about the situation on trading platforms, etc.</p>
<p>Wealthy individuals and institutions continue to use full-service brokers, who offer advice and portfolio management services as well as completing transactions. Most buy and sell orders are now made through online discount brokers. A broker facilitates trades between individuals/companies and the exchanges where the broker is licensed. Depending on the nature of the trade and marketplace, a broker can either be a human being who is processing the trade themselves or a computer program that is only monitored by a human.</p>
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