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	<title>Can Via Music &#187; Can Via Music |  &#187; Forex Trading</title>
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		<title>Granica z Białorusią  Nasiliły się ataki migrantów. Sytuacja coraz groźniejsza</title>
		<link>http://canviamusic.com/granica-z-biaorusi-nasiliy-si-ataki-migrantow/</link>
		<comments>http://canviamusic.com/granica-z-biaorusi-nasiliy-si-ataki-migrantow/#comments</comments>
		<pubDate>Mon, 24 Mar 2025 17:49:55 +0000</pubDate>
		<dc:creator><![CDATA[CanVia]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://canviamusic.com/?p=16684</guid>
		<description><![CDATA[Ona już jest Wskaźnik MCANDLE, aby potwierdzić sygnały instalowana, częściowo przez żołnierzy &#8211; podkreśliła. Jak dodał, &#8220;równolegle prowadzone będą prace związane z założeniem perymetrii, czyli urządzeń, które pozwolą na elektroniczny dozór granicy z obwodem kaliningradzkim&#8221;. &#8211; Nie czekając na ten proces, podjęliśmy decyzję o tym,...]]></description>
				<content:encoded><![CDATA[<p>Ona już jest <a href="https://forexdata.info/wskaznik-mcandle-aby-potwierdzic-sygnaly/">Wskaźnik MCANDLE, aby potwierdzić sygnały</a> instalowana, częściowo przez żołnierzy &#8211; podkreśliła. Jak dodał, &#8220;równolegle prowadzone będą prace związane z założeniem perymetrii, czyli urządzeń, które pozwolą na elektroniczny dozór granicy z obwodem kaliningradzkim&#8221;. &#8211; Nie czekając na ten proces, podjęliśmy decyzję o tym, żeby tymczasowa zapora powstała &#8211; zaznaczył.</p>
<p>Czy jest w takim razie jakieś inne rozwiązanie, które ochroni nas obecnie przed migrantami? – Jestem raczej zwolennikiem ekstradycji osób, które łamią prawo. Wydaje mi się, że polskie państwo stać na to, żeby takie osoby wywozić do krajów, z których pochodzą, a nie żebyśmy byli świadkami tego, co było widoczne w zeszłym roku. Były już wyroki dotyczących tego, że nielegalne są działania związane z wypychaniem tych osób z powrotem do kraju, z którego próbują się do nas dostać – podkreśla red. Wyjaśnił też, że zdecydował o tym w związku z uruchomieniem lotów z Bliskiego Wschodu i Afryki Północnej do Kaliningradu.</p>
<h2>Elektroniczna bariera na granicy z Rosją „niemal ukończona”, lecz już pracuje skutecznie</h2>
<p>— Daliśmy sobie czas miesiąca, żeby zrealizować to zadanie — odpowiedział wiceszef MON. Dodał, że &#8220;działania wojsk inżynieryjnych są bardzo intensywne&#8221;. Premier przypomniał także o procedowanych zmianach w prawie, które zakładają zawieszenie możliwości składania wniosków o azyl przez osoby przekraczające nielegalnie granicę. Dodał też, że Polska podejmuje działania na poziomie europejskim, apelując o uznanie ochrony granicy wschodniej za wspólną odpowiedzialność. Tak przekonywał w sobotę premier Donald Tusk podczas wizyty w rejonie przygranicznym. Na blisko 60 km granicy nie wolno przebywać w pasie o szerokości 200 metrów od linii granicy, na odcinku ponad 15 kilometrów położonym w rejonie rezerwatów przyrody pas ma ok. 2 km szerokości, a na odcinku blisko 3,8 km szerokość strefy to ok. 4 km.</p>
<ul>
<li>Rosnąć ma także liczba ataków na polskich funkcjonariuszy pilnujących szczelności granic.</li>
<li>Szkolenia systemów uczenia maszynowego lub sztucznej inteligencji (AI), bez uprzedniej, wyraźnej zgody Ringier Axel Springer Polska sp.</li>
<li>Ekspert zwraca uwagę, że do tej pory nie było podawanych publicznie doniesień o żadnych nietypowych zdarzeniach na tej granicy.</li>
<li>Jak wyjaśnił, ma to związek z &#8220;uruchomieniem lotów z Bliskiego Wschodu i Afryki północnej do Kaliningradu&#8221;.</li>
</ul>
<h2>Zaskoczenie na polsko-ukraińskiej granicy. Próbował przemycić ludzi, miał paszport dyplomatyczny</h2>
<p>Jest głównym elementem zabezpieczenia tej granicy przed nielegalną migracją. Bariera elektroniczna, która obejmuje zaporę a także odcinki rzeczne. W minionym roku zmodernizowano obie zapory, na stalowej zamontowano dodatkowe poziome przęsła, a także zwoje concertiny. Ministerstwo Spraw Wewnętrznych i Administracji poinformowało o dużych zmianach na polsko-białoruskiej granicy.</p>
<h2>Zaskakująca sytuacja w drugiej turze. Sporo osób jest niezdecydowanych SONDAŻ</h2>
<p>Jak zapewnił Błaszczak, od polskiej strony zostanie postawione także ogrodzenie, które ochroni zwierzęta. Wykorzystujemy doświadczenia z zeszłego roku — powiedział. — Zaangażowanych będzie tylu żołnierzy, ile potrzeba. Nie stawiamy terminów końcowych, ale budowa będzie trwała krótko — mówił Błaszczak. Jak dodał, zapora będzie miała 2,5 m wysokości oraz 3 m szerokości.</p>
<div style='text-align:center'><iframe width='565' height='313' src='https://www.youtube.com/embed/EXWMT16RU5g' frameborder='0' alt='zapora na granicy z kaliningradem' allowfullscreen></iframe></div>
<h2>Lepsze warunki dla żołnierzy, więcej funkcjonariuszy Straży Granicznej</h2>
<ul>
<li>&#8211; Dzisiaj w nocy (z piątku na sobotę &#8211; red.) bardzo dużo prób przekroczenia granicy, chyba około nawet 300, wszystkie udaremnione &#8211; wyliczał, dodając, że imigranci działali w dużych grupach.</li>
<li>Wyjątek stanowią sytuacje, w których treści, dane lub informacje są wykorzystywane w celu ułatwienia ich wyszukiwania przez wyszukiwarki internetowe.</li>
<li>Ogrodzenie ma zostać ukończone w ciągu kilku miesięcy.</li>
<li>Szef MON Mariusz Błaszczak zapowiedział powstanie tymczasowej zapory na granicy z obwodem kaliningradzkim.</li>
</ul>
<p>Jest głównym elementem zabezpieczenia&nbsp;przed nielegalną migracją. Jak tłumaczył, nasilenie ataków &#8220;ma na celu osłabianie Europy, Polski&#8221;. &#8211; Ma na celu atak na Polskę, a nie próbę szukania schronienia. To jest już chyba, mam nadzieję, dla wszystkich jasne i nie należy pomagać w takim procederze (&#8230;), w nielegalnym przekraczaniu granicy państwowej. To jest łamanie prawa, przekraczanie granicy w nielegalny sposób &#8211; podkreślił minister.</p>
<p>Obecnie dodatkowo zabezpiecza ją tymczasowa zapora z concertiny rozstawiana przez wojsko. W „Trójkowym komentarzu dnia” wiceszef MON był pytany o&nbsp;to, kiedy zapora na&nbsp;północnej granicy Polski będzie gotowa. Wojciech Skurkiewicz powiedział, że&nbsp;prace powinny się skończyć w&nbsp;ciągu miesiąca. Dodał, że&nbsp;&#8220;działania wojsk inżynieryjnych <a href="https://www.tradebot.online/futures-trading-is-better-if-one-start-z-a-trading-symulator/">Trading futures jest lepszy, gdy zaczynasz z Trading Simulator</a> są bardzo intensywne&#8221;. Dopytywany o&nbsp;termin realizacji powiedział, że&nbsp;zapora powinna być ukończona na&nbsp;przełomie listopada i&nbsp;grudnia. -Zależy nam przede wszystkim na&nbsp;tempie budowy zapory (…), bo&nbsp;informacje wywiadowcze, które do&nbsp;nas docierają, są bardzo niepokojące –&nbsp;dodał.</p>
<p>Błaszczak uzasadnił tę decyzję &#8220;otwarciem lotniska w Kaliningradzie na loty z Bliskiego Wschodu i Afryki Północnej&#8221;. Czyli obawą o powtórzenie wydarzeń z granicy białoruskiej. Zapora będzie składała się z trzech szeregów drutu ostrzowego i będzie miała 2,5 metra wysokości i 3 metry szerokości.</p>
<p>W efekcie cały odcinek polsko-białoruskiej granicy w województwie podlaskim jest już objęty nowoczesnym monitoringiem. W najbliższym czasie dzięki unijnemu wsparciu w wysokości 52 milionów euro powstaną nowe drogi wzdłuż granicy, zostaną zakupione drony i systemy teleinformatyczne. W ramach stworzenia bariery elektronicznej zamontowano ponad 500 słupów, 1,3 tys. Tylko w tym roku powstanie również droga techniczna wzdłuż bariery na długości 186 km oraz pięć wież obserwacyjnych na terenach rzecznych woj.</p>
<div style='text-align:center'><iframe width='568' height='314' src='https://www.youtube.com/embed/1k-SyYMEB20' frameborder='0' alt='zapora na granicy z kaliningradem' allowfullscreen></iframe></div>
<h2>To pewne. Będzie zapora na granicy z Kaliningradem. Ekspert zwraca uwagę na jeden ważny szczegół</h2>
<p>Na granicy z&nbsp;Rosją&nbsp;jak na razie nie było problemu związanego z próbami jej nielegalnego przekraczania na dużą skalę. W przeciwieństwie do sytuacji na granicy z Białorusią, gdzie do prób nielegalnych przekroczeń dochodzi nieustannie i trend w ostatnim czasie jest zwyżkowy. Ze słów Błaszczaka wynika jednak, że pomimo dotychczasowego spokoju na granicy z Rosją, rząd spodziewa się powtórzenia scenariusza białoruskiego. — Perymetrię tworzy między innymi cały system kamer &#8211; dziennych, noktowizyjnych i termowizyjnych oraz czujniki ruchu. Podkreślam, że perymetria doskonale sprawdza się w ochronie granicy i planujemy w najbliższych latach w nią inwestować — wyjaśnia minister Poboży.</p>
<p>Budowana teraz elektroniczna zapora to będzie system czujników i&nbsp;kamer, umożliwiający całodobowe monitorowanie granicy, niezależnie od warunków pogodowych. Jak zapewnił Kamiński, zapora na granicy z&nbsp;Rosją będzie &#8220;niesłychanie nowoczesna&#8221; &#8211;&nbsp;taka, jak na granicy z&nbsp;Białorusią. &#8211;&nbsp;Będziemy mieli pełen monitoring tego, co się dzieje na granicy z&nbsp;Rosją &#8211;&nbsp;dodał. Budowę zapory zapowiadał pod koniec października sekretarz generalny PiS, Krzysztof Sobolewski. Pokazaliśmy, że szturm z Białorusi nie przyniósł <a href="https://www.dowjonesrisk.com/market-update-july-6-a-weaker-usd-rba-opec-kiwi-hog-the-headlines/">Aktualizacja rynku 6 lipca Słabszy USD; RBA, OPEC i Kiwi trafiają na pierwsze strony gazet</a> spodziewanych przez Putina i Łukaszenkę efektów — powiedział Sobolewski w rozmowie z Polskim Radiem.</p>
<p>Minister wykorzystał także okazję, by upomnieć politycznych przeciwników obozu władzy. &#8211;&nbsp;Mam nadzieję, że tym razem opozycja nie będzie urządzała wycieczek na granicę z&nbsp;pizzą. Zobaczymy jak zachowa się opozycja &#8211;&nbsp;mówił Błaszczak. Od listopada na granicy z&nbsp;Rosją powstawało tymczasowe ogrodzenie.</p>
<p>Jak wielokrotnie podkreślały służby, był to efekt celowych działań Białorusi w odpowiedzi na sankcje. Działania reżimu były częścią hybrydowej operacji strony białoruskiej mającej na celu testowanie sprawności polskich służb, jak i NATO. Budowę zapory zapowiedział na początku listopada minister obrony narodowej Mariusz Błaszczak. — Straż Graniczna rozpoczęła już procedurę wyboru wykonawcy bariery elektronicznej na granicy z obwodem kaliningradzkim. Elektroniczne monitorowanie tego odcinka granicy i to w systemie ciągłym 24 godziny na dobę będzie nieocenionym wsparciem dla standardowych działań strażników granicznych – wyjaśnia &#8220;Faktowi&#8221; Błażej Poboży, wiceminister spraw wewnętrznych.</p>
<div style='text-align:center'><iframe width='561' height='318' src='https://www.youtube.com/embed/nzq7MbZA2Aw' frameborder='0' alt='zapora na granicy z kaliningradem' allowfullscreen></iframe></div>
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		<item>
		<title>Capital Adequacy Meaning, Components, Frameworks, Ratios</title>
		<link>http://canviamusic.com/capital-adequacy-meaning-components-frameworks-2/</link>
		<comments>http://canviamusic.com/capital-adequacy-meaning-components-frameworks-2/#comments</comments>
		<pubDate>Mon, 28 Oct 2024 15:32:33 +0000</pubDate>
		<dc:creator><![CDATA[CanVia]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://canviamusic.com/?p=16450</guid>
		<description><![CDATA[Unlike traditional leverage, however, CAR recognizes that assets can have different levels of risk. Capital Adequacy Ratio (CAR) also known as Capital to Risk (Weighted) Assets Ratio (CRAR),1 is the ratio of a bank&#8217;s capital to its risk. National regulators track a bank&#8217;s CAR to...]]></description>
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" width="708px" alt="what is capital ratio"/></p>
<p>
<p>Unlike traditional leverage, however, CAR recognizes that assets can have different levels of risk. Capital Adequacy Ratio (CAR) also known as Capital to Risk (Weighted) Assets Ratio (CRAR),1 is the ratio of a bank&#8217;s capital to its risk. National regulators track a bank&#8217;s CAR to ensure that it can absorb a reasonable amount of loss and complies with statutory Capital requirements. For information pertaining to the registration status of 11 Financial, please contact the state securities regulators for those states in which 11 Financial maintains a registration filing. Technological advancements are driving changes in the banking sector, necessitating updates to capital adequacy rules to ensure they remain relevant and effective.</p>
</p>
<p>
<p>The debt to equity ratio provides a vantage point on a company&#8217;s leverage position, in that it compares total liabilities to shareholders&#8217; equity. A lower percentage means that a company is using less leverage and has a stronger equity position. However, it should be kept in mind that this ratio is not a pure measurement of a company&#8217;s debt  because it includes operational liabilities as part of total liabilities. An example of a company with a good capitalization ratio is Walmart, which has a total debt to capitalization ratio of 0.14.</p>
</p>
<p>
<h2>Why You Can Trust Finance Strategists</h2>
</p>
<p>
<p>Maintaining a strong core capital ratio is crucial for the financial stability of a bank. The core capital ratio is a measure of a bank&#8217;s financial strength, which is calculated by dividing the bank&#8217;s core capital by its risk-weighted assets. The core capital is the bank&#8217;s equity capital, which includes common stock and retained earnings. A strong core capital ratio indicates that the bank has enough capital to absorb potential losses and continue to operate even in adverse economic conditions. The term tier 1 capital ratio refers to the ratio of a bank’s tier 1 or core capital. Financial institutions must meet a certain ratio to ensure their financial stability.</p>
</p>
<div style='text-align:center'><iframe width='562' height='315' src='https://www.youtube.com/embed/0NGjXViwF8w' frameborder='0' alt='what is capital ratio' allowfullscreen></iframe></div>
<p>
<h2>Tier-2 Capital</h2>
</p>
<p>
<ol>
<li>It is an important component of the core capital component as it provides a cushion against losses and represents the bank&#8217;s ability to raise capital from its shareholders.</li>
<li>Tier 1 common capital includes the firm&#8217;s common stock, retained earnings and other comprehensive income.</li>
<li>A very high ratio can indicate that the bank is not utilizing its capital optimally by lending to its customers.</li>
<li>In conclusion, understanding industry-specific performance and risk profiles is crucial in interpreting any company’s capitalization ratio correctly.</li>
<li>It is also the most reliable form of capital as it is not subject to any conditions or restrictions.</li>
</ol>
<p>
<p>Basically, the capitalization ratio gauges how dependent a company is  on debt to be able to gain capital or money. If the capital adequacy ratio is high it might indicate a bank has enough capital to handle any unexpected losses if something were to happen. However, if the capital adequacy ratio is low, it might mean the bank is at risk of failure.</p>
</p>
<div style='text-align:center'><iframe width='565' height='311' src='https://www.youtube.com/embed/89Rp6veL-FM' frameborder='0' alt='what is capital ratio' allowfullscreen></iframe></div>
<p>
<p>Higher capital adequacy ratios indicate that a bank is more resilient and better equipped to withstand financial stress and potential losses. As an example, assume a bank has $100 billion of risk-weighted assets after assigning the corresponding weights for its cash, credit lines, mortgages and personal loans. Its Tier 1 common capital includes $4 billion of common stock and $4 billion of retained earnings, leading to total Tier 1 common capital of $8 billion. Dividing the Tier 1 common capital of $8 billion less the $500 in preferreds by total risk-weighted assets of $100 billion yields a Tier 1 common capital ratio of 7.5%.</p>
</p>
<p>
<ol>
<li>Capital Adequacy Ratio (CAR) also known as Capital to Risk (Weighted) Assets Ratio (CRAR),1 is the ratio of a bank&#8217;s capital to its risk.</li>
<li>Risk-weighted assets are calculated by assigning a risk weight to each asset on a bank&#8217;s balance sheet.</li>
<li>As a result, creditors may impose higher interest rates on these companies to compensate for this additional risk.</li>
<li>A firm&#8217;s risk-weighted assets include all assets that the firm holds that are systematically weighted for credit risk.</li>
<li>Tier 1 capital includes the sum of a bank&#8217;s equity capital, its disclosed reserves, and non-redeemable, non-cumulative preferred stock.</li>
<li>Basically, capitalization ratios deal with how a company raises money or capital.</li>
</ol>
<p>
<h2>What are some challenges and criticisms associated with capital adequacy regulations?</h2>
</p>
<p>
<p>Finalized in 2017, Basel IV aims to reduce the variability of risk-weighted assets and further strengthen the capital framework. Adam Hayes, Ph.D., CFA, is a financial writer with 15+ years Wall Street experience as a derivatives trader. Besides his extensive derivative trading expertise, Adam is an expert in economics and behavioral finance. Adam received his master&#8217;s in economics from The New School for Social Research and his Ph.D. from the University of Wisconsin-Madison in sociology.</p>
</p>
<p>
<p>This allows the bank to take on more risk in its lending activities, which can lead to higher profits. However, taking on too much risk can also lead to losses, which is why it is important for banks to maintain a balance between risk and capital. CAR, or the capital adequacy ratio, is a comparison of the available capital that a bank has on hand to its risk-weighted assets. The ratio provides a quick idea of whether a bank has enough funds to cover losses and remain solvent under difficult financial circumstances.</p>
</p>
<p>
<h2>Risk-Weighted Assets (RWA)</h2>
</p>
<p>
<p>Banks can also reduce their risk-weighted assets by reducing their exposure to high-risk assets. Understanding the core capital component is essential for banks and investors. Qualifying instruments, retained earnings, and common stock are the three main components of the core capital component. Maintaining a strong core <a href="https://www.1investing.in/capital-adequacy-ratio/">what is capital ratio</a> capital component is essential for a bank&#8217;s survival and growth. They indicate the amount of capital a bank has relative to its risk-weighted assets.</p>
</p>
<div style='text-align:center'><iframe width='562' height='311' src='https://www.youtube.com/embed/POfpJjttG8o' frameborder='0' alt='what is capital ratio' allowfullscreen></iframe></div>
<p>
<p>If the investors have positive sentiments about a company&#8217;s performance, their buying will likely push the company&#8217;s stock price, and correspondingly, its market capitalization, up. On the other hand, negative sentiments and poor performance may pressurize the share prices, leading to a higher capitalization ratio if the debt level remains the same. Capitalization ratio can change over time, influenced by several factors that may cause its fluctuations. For instance, if a company decides to issue more debt and use the proceeds to buy back equity shares, their debt to equity ratio will rise, and so will their capitalization ratio. Conversely, shrinking debt levels relative to equity will lead to a fall in the capitalization ratio.</p>
</p>
<p>
<p>In general, increasing equity capital and disclosed reserves is a reliable way to improve the core capital ratio. However, this may not be feasible for all banks, especially those that are already highly leveraged. Improving asset quality and reducing risk-weighted assets can also be effective ways to improve the core capital ratio. Ultimately, the best option will depend on the bank&#8217;s risk appetite, financial position, and regulatory requirements. The core capital ratio is a crucial measure of a bank&#8217;s financial strength and stability. It is used by regulators to ensure that banks can withstand economic shocks and market fluctuations, and by investors to evaluate the bank&#8217;s financial health and make investment decisions.</p>
</p>
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" width="709px" alt="what is capital ratio"/></p>
<p>
<p>A high core capital ratio indicates that the bank is financially stable and has a strong balance sheet. This, in turn, increases investor confidence in the bank and may lead to higher stock prices. Tier 2 capital is another component of the capital ratio, but it is not as strong as the core capital component.</p>
</p>
<p>
<p>The solvency ratio debt evaluation metric is used to measure whether a company has enough available cash to meet its own short- and long-term debt obligations. The total capital ratio is calculated by dividing a bank&#8217;s total capital (Tier 1 and Tier 2 capital) by its risk-weighted assets (RWA). This ratio is used to assess a bank&#8217;s capital adequacy relative to the risks it takes on. The tier 1 leverage ratio is the relationship between a banking organization&#8217;s core capital and its total assets. This ratio is calculated by dividing tier 1 capital by a bank&#8217;s average total consolidated assets and certain&nbsp;off-balance sheet exposures.</p>
</p>
<p>
<p>Tier-1 capital gets used to help absorb losses without the bank having to completely stop operations or trading. This can include future tax benefits, share capital or audited revenue reserves. It’s the capital that is available to help cushion substantial losses without having to pause operations altogether.</p>
</p>
<div style='text-align:center'><iframe width='561' height='314' src='https://www.youtube.com/embed/BhfNAnkI5iY' frameborder='0' alt='what is capital ratio' allowfullscreen></iframe></div>
]]></content:encoded>
			<wfw:commentRss>http://canviamusic.com/capital-adequacy-meaning-components-frameworks-2/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>WorldTradex Group Review 2025: Pros &amp; Cons</title>
		<link>http://canviamusic.com/worldtradex-group-review-2025-pros-cons-2/</link>
		<comments>http://canviamusic.com/worldtradex-group-review-2025-pros-cons-2/#comments</comments>
		<pubDate>Wed, 02 Oct 2024 11:23:43 +0000</pubDate>
		<dc:creator><![CDATA[CanVia]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://canviamusic.com/?p=16416</guid>
		<description><![CDATA[While deposits are free, some withdrawal methods, such as certain bank transfers, may incur small fees. After carefully examining the reviews, we found that most of them are genuine, provided by real users sharing their real-life trading experiences. No, WorldTradex Group offers commission-free trading on...]]></description>
				<content:encoded><![CDATA[<p>While deposits are free, some withdrawal methods, such as certain bank transfers, may incur small fees. After carefully examining the reviews, we found that most of them are genuine, provided by real users sharing their real-life trading experiences. No, WorldTradex Group offers commission-free trading on all account types, including the Standard and Ultra Low Accounts. WorldTradex Group serves over 15 million clients across more than 190 countries, offering access to the same high-quality trading experience to every individual. WorldTradex Group is a trusted MetaTrader-only broker that offers an outstanding selection of high-quality educational content and market research.</p>
<ul>
<li>The mobile trading platform has numerous language options, just like the desktop version.</li>
<li>Trading tools are also provided to assist the traders with market analyses.</li>
<li>It also debriefs how to open an account, followed by a quick review of available safety measures for investment.</li>
<li>Below we’ll have a quick review of both deposit and payment methods.</li>
<li>When traders with an WorldTradex Zero account to enter or exit a position, WorldTradex deducts a commission fee from their account.</li>
</ul>
<p>The WorldTradex mobile app is available for both Android and iOS, featuring secure login options such as fingerprint and face recognition. It offers real-time alerts, charting tools, and complete trading functionality, enabling users to trade and track markets from anywhere. This regulatory oversight ensures strict adherence to industry standards, safeguarding your funds and personal data.</p>
<p>WorldTradex allows traders to gain access to several features on their trading platforms. Unlike other forex brokers, it allows hedging on more than 1,000 financial instruments, including 55 forex pairs. This makes it versatile as it permits traders to use various styles of trading to maximize their gains. Clients also get access to trading ideas and analysis to help them better understand financial markets.</p>
<h2>Account Registration at WorldTradex – Takes about 2 minutes (Demo account)</h2>
<ul>
<li>It discusses the company&#8217;s history, tradable assets, regulations, reputation, and a step-by-step procedure on opening a user account.</li>
<li>Download and log in to your preferred platform using your WorldTradex account credentials.</li>
<li>WorldTradex Forex is a global online trading platform that offers users the opportunity to trade in a wide range of financial instruments, including forex, stocks, indices, and commodities.</li>
<li>It proves WorldTradex’s continuity that has seen it bag many of these esteemed prizes.</li>
<li>It includes Depth of Market (DOM) features and a built-in economic calendar.</li>
<li>Everyone who chooses WorldTradex has the same opportunity to pursue their investment goals.</li>
</ul>
<p>Yes, all of WorldTradex’s live education sessions, including webinars and market analysis, are free to access. WorldTradex provides trading opportunities in 8 commodities, 20 equity indices, and 5 precious metals, as well as 8 energy commodities. WorldTradex offers a selection of 55 currency pairs, including major, minor, and exotic pairs. Additionally, the platform provides direct access to 100 individual shares, enabling traders to participate in specific companies. Yes, WorldTradex Group offers the Shares Account, which allows you to buy and sell shares directly, with a minimum deposit of $10,000.</p>
<h2>How many clients trust WorldTradex Group globally?</h2>
<p>This swap-free option is designed for traders adhering to Sharia law. It eliminates overnight interest charges, making it suitable for those seeking trading opportunities that align with Islamic finance principles. Join a truly global and regulated broker to explore your forex trading potential.</p>
<h2>Money Matters:</h2>
<p>Clients who don’t feel confident trading sizable lots can now sign up for Ultra-low accounts. While other trading conditions look similar to the other accounts offered, the broker doesn’t allow swaps in the ultra-low account. WorldTradex caters to new traders with features like low minimum deposits (starting at $5 for certain accounts) and demo accounts for risk-free practice.</p>
<h2>Is WorldTradex Group a safe forex broker?</h2>
<div style='text-align:center'><iframe width='565' height='318' src='https://www.youtube.com/embed/3QpBsdoqVWo' frameborder='0' alt='WorldTradex broker usa' allowfullscreen></iframe></div>
<p>Withdrawals via bank wire and debit card usually take 2-5 business days to reach the client&#8217;s account. E-wallets are generally faster, often the same day or the next day. Micro and Standard accounts have slightly wider spreads compared to Ultra Low accounts, but both are eligible for the WorldTradex Loyalty Program. Certain account types may limit which base currencies can be selected. Leverage at WorldTradex varies based on the regulatory jurisdiction of your account and the type of instrument you are trading.</p>
<p>Go to the ‘Indices’ section on your trading platform and select ‘US30’ from the available instruments. WorldTradex offers this index with competitive spreads and leverage options. WorldTradex supports multiple trading platforms, including MetaTrader 4 (MT4), MetaTrader 5 (MT5), and cTrader. Download and log in to your preferred platform using your WorldTradex account credentials.</p>
<h2>Depositing ease</h2>
<div style='text-align:center'><iframe width='567' height='319' src='https://www.youtube.com/embed/2Q9kKgVNq5Y' frameborder='0' alt='WorldTradex broker usa' allowfullscreen></iframe></div>
<p>I’ve used their live chat a few times when I needed quick assistance. Once, I was having trouble understanding the differences between accounts, so I jumped on live chat. Both platforms are available in desktop, mobile (iOS and Android), and WebTrader versions, allowing trades to be executed from anywhere. However, the broker does provide a proprietary mobile app, which is available for Android and iOS devices. Disappointingly, there’s no support for cTrader or TradingView, the latter of which we’re increasingly seeing being integrated by brokers, including IG and WorldTradex.</p>
<p>The broker charges a commission of $3.5 per lot on the WorldTradex zero account. In addition to paying commissions, you may have to factor in the cost of spread while trading. WorldTradex offers a wide range of trading instruments, quality customer service and an in-dept educational platform.</p>
<p>MT4 is well-known for its simplicity and reliability, making it best suited to forex trading. It has robust features such as 60+ technical analysis tools, customizable charts, and support for automated trading via Expert Advisors (EAs). For day traders seeking even lower spreads, the Zero account provides raw spreads from 0.0 pips with a commission of $3.50 per lot per trade. However, a copy trading feature is exclusive to the WorldTradex <a href="https://worldtradex.site/">https://worldtradex.site/</a> mobile app. Popular crypto pairs are available exclusively on the mobile app, including BTC/USD and ETH/USD. WorldTradex’s deposit and withdrawal options are competitive compared to multi-regulated brokers such as IC Markets, Pepperstone, and WorldTradex.</p>
<div style='text-align:center'><iframe width='566' height='311' src='https://www.youtube.com/embed/JvMRrdndH8I' frameborder='0' alt='WorldTradex broker usa' allowfullscreen></iframe></div>
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		<title>PKO BP szykuje klientom ciężką przeprawę  Start już w piątek</title>
		<link>http://canviamusic.com/pko-bp-szykuje-klientom-cik-przepraw-start-ju-w/</link>
		<comments>http://canviamusic.com/pko-bp-szykuje-klientom-cik-przepraw-start-ju-w/#comments</comments>
		<pubDate>Wed, 17 Jul 2024 19:09:40 +0000</pubDate>
		<dc:creator><![CDATA[CanVia]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://canviamusic.com/?p=16682</guid>
		<description><![CDATA[Zabezpieczy jej byt w razie swojego niespodziewanego odejścia. To dobra propozycja zwłaszcza dla tych, którzy wzięli kredyt hipoteczny — będzie jego dogodnym dla obu stron zabezpieczeniem. Pamiętaj&#160;o tym, że ubezpieczenie na życie powinno być dopasowane do Twoich oczekiwań i indywidualnych wymagań. PKO Ubezpieczenie dziecka Informacja,...]]></description>
				<content:encoded><![CDATA[<p>Zabezpieczy jej byt w razie swojego niespodziewanego odejścia. To dobra propozycja zwłaszcza dla tych, którzy wzięli kredyt hipoteczny — będzie jego dogodnym dla obu stron zabezpieczeniem. Pamiętaj&nbsp;o tym, że ubezpieczenie na życie powinno być dopasowane do Twoich oczekiwań i indywidualnych wymagań.</p>
<h2>PKO Ubezpieczenie dziecka</h2>
<ul>
<li>Informacja, który z banków (PKO Bank Hipoteczny czy PKO Bank Polski) będzie mógł być strona umowy kredytu, przekazywana jest w decyzji kredytowej.</li>
<li>Warto zauważyć, że w porównaniu z wieloma innymi dostępnymi na rynku ofertami, wyłączeń tych jest niewiele.</li>
<li>Trwa ona 5 lat, przed jej końcem ubezpieczyciel przekaże nam propozycję kontynuacji, z którą wiązać się może podniesienie składki bądź obniżenie sumy ubezpieczenia.</li>
</ul>
<p>Rozwój oferty ubezpieczeniowej dostępnej w PKO obserwujemy od około dekady. Bank rozszerzał ją poczynając od polis inwestycyjnych, poprzez inwestycyjne z realną ochroną ubezpieczeniową, aż po wachlarz różnorodnych produktów obejmujący niemal wszystkie potrzeby klienta indywidualnego. Od tych przygotowanych stricte na potrzeby związane z produktami bankowymi, poprzez nieruchomości, pojazdy, turystykę, NNW dla dzieci, po zdrowotne, które póki co reprezentuje jedynie wspomniany Onkoplan. <a href="https://forexdata.info/trade-broker-forex-przez-broker-forex/">Trade Broker Forex przez Broker Forex</a> Oferta ta, choć szeroka, w szczegółach nie zapewnia tylu wariantów, ile znaleźć można u wielu konkurentów, dla których to branża ubezpieczeniowa jest macierzystą.</p>
<p>Szczegółowe informacje na temat wypłaty ubezpieczenia znajdziesz w Ogólnych Warunkach Ubezpieczenia oraz Karcie produktu. Cały proces wnioskowania o finansowanie jest prosty i przejrzysty – bank zapewnia wsparcie ekspertów w oddziałach banku, którzy pomogą <a href="https://www.investorynews.com/eur-usd-mid-session-aktualizacja-dla-pazdziernik-16-2019/">Aktualizacja Mid-Session EUR/USD dla 16 października 2019</a> przejść przez formalności krok po kroku, na każdym etapie procesu. Oferta kredytów hipotecznych na nowe domy w PKO Banku Polskim zakłada obniżkę marży o 0,2 p.p.</p>
<p>W każdym przypadku będzie to zatem kwota stanowiąca realne wsparcie i pozwalająca rodzinie na zaadaptowanie się do nowej sytuacji. A to jest główne zadanie, jakie ma do spełnienia ubezpieczenie na życie. Przywykliśmy już do faktu, że możemy nabyć polisę na życie w banku, jako że jest to korzystny sposób zabezpieczenia kredytu — a bez tego trudno dziś marzyć o własnym lokum. Zwykle jednak jest tak, że jest on jedynie pośrednikiem pomiędzy klientem a właściwym ubezpieczycielem. Sprawdźmy więc, co zapewnia proponowane przez PKO ubezpieczenie na życie.</p>
<p>W trudnych czasach wiele towarzystw ubezpieczeniowych oferuje pomoc na wypadek utraty stabilności finansowej. Wysokość składki za polisę na wypadek utraty dochodu jest nieduża&#8230; Dzisiaj 24 użytkowników zamówiło porównanie ubezpieczeń na życie.</p>
<h2>Alior Bank daje 600 zł. Wystarczy spełnić kilka prostych warunków</h2>
<p>Towarzystwa ubezpieczeniowe coraz bardziej rozszerzają swoją ofertę, dopasowując produkty do oczekiwań&#8230; Jako specjaliści z zakresu ubezpieczeń przygotowujemy jakościowe treści w oparciu o dokumenty OWU i własne doświadczenia. Jesteśmy na bieżąco z nowościami na rynku ubezpieczeniowym, dociekliwie sprawdzamy oferty i porównujemy je ze sobą, abyś mógł otrzymać produkt najbardziej dopasowany do własnych potrzeb. Uważa, że w życiu nie należy ufać nikomu ani niczemu, dlatego ubezpieczenie na życie to kwestia zdrowego rozsądku. Stara się przybliżyć niewtajemniczonym dostępne możliwości oraz zwrócić uwagę na znaczące różnice w poszczególnych rodzajach polis. W wolnym czasie uczy się stania na głowie na macie, czyta dobry reportaż lub gotuje makaron.</p>
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<p>Lubi kryminały i dobry film, a w swoim czasie wolnym stawia na rozwój osobisty. W przypadku polisy Moje Życie 24 okres ochrony trwa trzy lata z możliwością przedłużenia na kolejne trzyletnie okresy, aż do momentu ukończenia przez ubezpieczonego 57 lat. Z kolei zakup ubezpieczenia Bezpieczny Plan jest możliwy na pięć lat.</p>
<ul>
<li>W wolnym czasie uczy się stania na głowie na macie, czyta dobry reportaż lub gotuje makaron.</li>
<li>Sprawdź, czy zgadza się wysokość sumy ubezpieczenia, czy zakres ochrony to dokładnie to, na czym Tobie zależało oraz jak długo trwa umowa oraz czas karencji w wybranej przez Ciebie polisie.</li>
<li>W wymienionym okresie klienci nie będą mieli dostępu do swoich ubezpieczeń w serwisie iPKO oraz aplikacji mobilnej IKO.</li>
<li>Wszystko odbywa się online bez konieczności wizyty w placówce banku.</li>
</ul>
<h2>Takich smartfonów jeszcze nie widziałeś. Zobacz, dlaczego warto je wybrać</h2>
<p>Brak części dokumentów lub danych osobowych może skutkować wydłużeniem czasu oczekiwania na wypłatę świadczenia. Każdy z pakietów ochrony zdrowia zawiera Moduł Powrót do Zdrowia, który może pomóc Ci w powrocie do pełnej sprawności po chorobie lub wypadku. Niniejszy materiał nie stanowi oferty w rozumieniu art. 66 Kodeksu cywilnego i ma charakter wyłącznie informacyjny.</p>
<p>Tak właśnie zrobiło PKO, w którym ubezpieczenie na życie może zostać uzupełnione o polisę Onkoplan. Wówczas o 20% rabatu zmaleje nam cena całego pakietu. Zyskujemy ochronę na wypadek pierwszego zachorowania na nowotwór złośliwy, środki na leczenie za granicą (poza USA), dodatkowe środki na cele związane z leczeniem. Onkoplan dostępny jest w trzech wariantach, najtańszy nie obejmuje wspomnianych kosztów opieki medycznej. W znalezieniu odpowiedniego ubezpieczenia na życie pomocne może być porównanie. Dzięki temu możemy dotrzeć do ofert różnych ubezpieczycieli, których wcześniej nie braliśmy pod uwagę, a posiadają korzystne dla nas warunki umowy.</p>
<p>Warto przyjrzeć się bliżej jego ofercie &nbsp;zwłaszcza, że proponuje obecnie specjalną ofertę, przeznaczoną właśnie na finansowanie zakupu lub budowy nowego domu jednorodzinnego. Ochrona ubezpieczeniowa w ramach umowy ubezpieczenia na życie Bezpieczny Plan świadczona jest przez PKO Życie Towarzystwo Ubezpieczeń S.A (PKO Ubezpieczenia). Minimalny wkład własny to 10% wartości nieruchomości, co oznacza, że można uzyskać finansowanie do 90% wartości kredytowanej nieruchomości. Dodatkowo, prowizja za udzielenie kredytu Własny Kąt hipoteczny będzie wynosić tylko 0,5%, jeśli zdecydujesz się na skorzystanie z ubezpieczenia na życie za pośrednictwem PKO Banku Polskiego. ​Sprawdzamy, co może zaproponować ubezpieczenie na życie, które mogą nabyć klienci banku PKO BP.</p>
<h2>Ubezpieczenie NNW dzieci i młodzieży</h2>
<p>PKO Bank Polski jest niekwestionowanym liderem polskiego sektora bankowego, a wartość jego aktywów wynosi 502 mld zł. Jest podstawowym dostawcą usług finansowych dla wszystkich segmentów klientów, osiągając najwyższe udziały w rynku depozytów, kredytów oraz w rynku funduszy inwestycyjnych osób fizycznych. Dzięki rozwojowi narzędzi cyfrowych, w tym aplikacji IKO, która została aktywowana przez klientów już blisko 7,8 mln razy, PKO Bank Polski jest najbardziej mobilnym bankiem w Polsce. Działa jako agent ubezpieczeniowy, a szczegółowe informacje dotyczące pełnomocnictwa są zawarte w sekcji „Pliki do pobrania”. Czy mogę połączyć kredyt na budowę domu z kredytem na wykończenie?</p>
<h2>Jak długo trwa okres ochrony?</h2>
<p>Dzięki temu rozwiązaniu klienci PKO mogą zawierać umowy ubezpieczenia na życie do posiadanego kredytu hipotecznego lub pożyczki hipotecznej całkowicie online. Tego rodzaju oferowane przez PKO ubezpieczenie na życie ma pewne cechy ubezpieczenia grupowego. Jego atrakcyjna cena jest rezultatem rozproszenia ryzyka pomiędzy licznych <a href="https://www.dowjonesrisk.com/stocks-suffer-sharpest-drop-since-august-5th-whats-next/">Stocks Suffer Sharpest Drop Since August 5th, What’s Next?</a> klientów banku.</p>
<div style='text-align:center'><iframe width='561' height='316' src='https://www.youtube.com/embed/ctrLgqLEFp0' frameborder='0' alt='pko ubezpieczenia na życie' allowfullscreen></iframe></div>
<p>Co ciekawe, w ramach oferty możesz uzyskać kredyt hipoteczny zarówno ze zmiennym, jak i stałym oprocentowaniem przez 5 lat. Decydując się na drugą opcję, wysokość Twoich rat pozostanie na niezmienionym poziomie przez kolejne 5 lat – bez względu na ewentualne wahania stóp procentowych. Odpowiedzialna za treści dotyczące ubezpieczeń na życie. Od 5 lat dzieli się swoją wiedzą i przekazuje ją dalej.</p>
<h2>PKO Dom</h2>
<p>Z wykształcenia historyk, po godzinach łazik i krawiec-amator. Moje Życie 24 to propozycja bardzo łatwo dostępna dla każdego, o jasno i krótko sformułowanych,&nbsp; prostych zasadach. Suma ubezpieczenia nie pozwala traktować go jako podstawowego zabezpieczenia dla kogoś, kto np. Dla klientów o mniejszych wymaganiach lub jako uzupełnienie ochrony może to być jednak propozycja warta rozważenia.</p>
<p>Górna granica wieku ubezpieczonego nie została wskazana. Umowa trwa trzy lata i ulega samoczynnemu przedłużeniu — o ile nie wyrazimy innej woli i jeśli nie ukończyliśmy 57 lat. Górna granica wieku ubezpieczonego wynosi bowiem 60 lat. Ubezpieczenie na wypadek nowotworu to ważny element zabezpieczenia finansowego, który pozwala skoncentrować się na walce z chorobą, nie martwiąc się o dodatkowe obciążenia finansowe. Pełną listą wyłączeń i ograniczeń odpowiedzialności znajdziesz w Warunkach Ubezpieczenia PKO Życie. Zapoznaj się z nimi przed zawarciem umowy ubezpieczenia.</p>
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		<title>What is Square off in trading? Meaning, Auto square off, Timings Examples</title>
		<link>http://canviamusic.com/what-is-square-off-in-trading-meaning-auto-square-3/</link>
		<comments>http://canviamusic.com/what-is-square-off-in-trading-meaning-auto-square-3/#comments</comments>
		<pubDate>Tue, 23 Apr 2024 12:17:40 +0000</pubDate>
		<dc:creator><![CDATA[CanVia]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://canviamusic.com/?p=16432</guid>
		<description><![CDATA[Market volatility plays a significant role in determining the success of square-off strategies. High volatility provides more opportunities for traders to benefit from price swings within the same trading day. Traders using square-off strategies must be prepared for these fluctuations, carefully monitoring the market to...]]></description>
				<content:encoded><![CDATA[<p>Market volatility plays a significant role in determining the success of square-off strategies. High volatility provides more opportunities for traders to benefit from price swings within the same trading day. Traders using square-off strategies must be prepared for these fluctuations, carefully monitoring the market to make timely decisions.</p>
<h2>What is square off in Intraday?</h2>
<div style='text-align:center'><iframe width='566' height='319' src='https://www.youtube.com/embed/IGhRupPP-lA' frameborder='0' alt='what is square trading at' allowfullscreen></iframe></div>
<p>Selling is giving up something in exchange for cash or another asset, whereas square off is adopting the opposite position to close a trade. Square Off is a method of settling the open position by taking an opposite position of equal value. At the same time, an Exit Order is an order to close the position at a predetermined price or better. It may result in higher brokerage charges and reduce their overall returns.</p>
<p>By having a neutral position, traders can avoid potential losses from the market moving in an unfavorable direction. However, it is important to  note that a square position also means that traders will not profit if the market moves significantly in one direction. When a trader has a square position, it means that they have neither a long nor a short position in a particular currency pair. This can be achieved by closing all existing positions or by trading an equal amount in both directions. This way, you avoid holding any positions overnight, which can minimise risks related to market fluctuations.</p>
<h2>Square Position</h2>
<p>If your <a href="https://www.forex-reviews.org/bitbuy/">bitbuy review</a> stock broker or trading app closes your open position, you may have to pay Rs 20 to Rs 50, excluding 18% GST. The charges can vary based on the stockbroker you use for intraday trading and squaring off. So, to prevent additional costs, fines, penalties, or charges, it’s better to close your position yourself.</p>
<p>You can square off before the expiry date if there’s enough market liquidity. If you don’t square off, you might exercise the option or deal with delivery. Foreign exchange market makers, commonly known as dealers, generally seek to square their exposure in the currencies for which they provide liquidity. Forex dealers want to have the buy positions on their books equal the sell positions, so that the dealer is not net long or short. Currency dealers and banks generally have spot market traders who look to eliminate the net market exposure created by engaging in currency transaction by squaring the positions. In this way, a currency dealer stays as close to perfectly hedged as possible.</p>
<h2>Understanding Square Off in Share Market: Strategies for Managing Risk and Maximizing Profits</h2>
<p>One of the biggest pitfalls for traders is overlooking changing market conditions. Whether the market is volatile or relatively stable, ignoring these conditions can lead to poor decision-making. Squaring off without considering whether the market is moving up or down could result in missed profit opportunities or unexpected losses. Most intraday traders keep meticulous position sheets and start preparing for the day to end well in time by squaring their books.</p>
<ul>
<li>Employ strategies to overcome biases and develop emotional intelligence to make rational decisions.</li>
<li>To overcome these biases, traders should set predefined exit points, maintain discipline, and follow a well-defined trading plan.</li>
<li>To calculate square off, find the difference between your buy and sell prices.</li>
<li>Due to market volatility, prices can change rapidly, impacting your ability to square off at a favorable price.</li>
<li>You choose to sell your shares for Rs. 12 a share when the market price of the shares you purchased in the morning rose to Rs. 12.</li>
<li>To be more specific, Square Off in trading is the process of opening two opposite limit orders at approximately the same time.</li>
</ul>
<p>There is only a rare chance of missing or miscalculating an open position with app-based trading because the software can reflect the trader&#8217;s position book in real-time. When intraday positions (MIS and CO) are not closed before the square off time and Zerodha has closed the position, a call and trade (auto square off) penalty of ₹50 + 18% GST is assessed. For the purpose of making the most profit, you can choose the timing of your trades or when to trade your shares in intraday trading. This efficient use of capital can lead to higher returns on investment, improved liquidity, and better overall portfolio management for algo traders. Square Off, in simple terms, means closing the open position in a share or any other financial instrument by taking an opposite position of equal value. When you buy or sell a share or any other financial instrument, you can square off your position by taking an opposite position of equal value in the same security.</p>
<div style='text-align:center'><iframe width='562' height='317' src='https://www.youtube.com/embed/Ce_e1Hpln7k' frameborder='0' alt='what is square trading at' allowfullscreen></iframe></div>
<p>So, at the most, the intraday square-off time mandated by the broker ends by 3 pm (latest, by 3.10 pm). This designated time is mentioned in the Broker-Client contract to prevent the need to reach out to the trader with just 15 minutes of trading time left. The broker&#8217;s auto square-off transaction could be profitable or loss-making depending on the ongoing market trend. This is a key Risk management practice in the trader&#8217;s interests and maintaining market stability. Algorithmic trading systems are programmed to monitor market conditions, analyse price movements, and execute square off trades automatically when specific conditions or criteria are met. This automation enables algo traders to capitalise on short-term price fluctuations, exploit trading opportunities, and manage risks more efficiently compared to manual trading.</p>
<h2>Rollover of contracts</h2>
<p>This can help you avoid unnecessary expenses which can impact the percentage of your profit. Yes, you make a profit or loss when <a href="https://www.forex-world.net/blog/forex-trading-scams-is-your-business-vulnerable-to/">Forex trading scams</a> you square off your position by selling your Options in the market. Your profit or loss will be the difference between the premium at which you purchased the Options and the premium at which you sold them. Square-off and sell-off both pronounce a little bit similar, but both are two different terms.</p>
<ul>
<li>Market conditions can change rapidly, and traders must be prepared to adapt their strategies accordingly.</li>
<li>If you initially bought shares, you would sell them to square off, and if you initially sold shares, you would buy them back.</li>
<li>The share market can be a volatile and unpredictable place, and traders need to stay on their toes to make profits.</li>
<li>Square off in share market can be done manually by the trader, or automatically by the broker, based on certain conditions.</li>
<li>One of the biggest pitfalls for traders is overlooking changing market conditions.</li>
</ul>
<h2>Risk Management and Portfolio Optimisation</h2>
<p>By having a neutral position, traders can protect themselves from unforeseen market movements. However, it is essential to carefully assess market conditions and implement risk management strategies. With thorough analysis and proper risk management, traders can maximize their chances of profitability in the forex market. By the end of the trading session, traders must square off any open positions, meaning they must close all <a href="https://www.forex-world.net/">https://www.forex-world.net/</a> trades. This can be done manually through the trading platform, or the broker may automatically square off positions to prevent holding overnight.</p>
<p>When trading intraday, it’s important to have sufficient time on your hands. It not only ensures the required earnings, but it also saves the payment of needless fees. It is no denying that our emotions can sometimes get in the way of good trading decisions. You can stick to a disciplined approach, and follow a solid trading plan.</p>
<h2>Market Trends of Squaring Off</h2>
<p>For example, if you bought shares earlier in the day, you would sell them to square off. The salient merit of Intraday trading in F&amp;O is the leverage it gives the trader with square-off trading, limiting the risk downside. You choose to sell your shares for Rs. 12 a share when the market price of the shares you purchased in the morning rose to Rs. 12. A Market Order is an order to buy or sell at the current market price, while a Limit Order is an order to buy or sell at a specified price or better. If you fail to square off your position within the prescribed limit time in the market, the broker will square off your position on your behalf, for which he imposes a penalty fee on you. The advantage to automatic square-offs is that you don&#8217;t need to monitor them yourself, allowing you more time for other things like analyzing charts or performing manual trades in different markets.</p>
<div style='text-align:center'><iframe width='564' height='312' src='https://www.youtube.com/embed/FGF-b9qYNVk' frameborder='0' alt='what is square trading at' allowfullscreen></iframe></div>
]]></content:encoded>
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		<title>How To Start Day Trading With Just $100</title>
		<link>http://canviamusic.com/how-to-start-day-trading-with-just-100/</link>
		<comments>http://canviamusic.com/how-to-start-day-trading-with-just-100/#comments</comments>
		<pubDate>Tue, 19 Mar 2024 08:26:45 +0000</pubDate>
		<dc:creator><![CDATA[CanVia]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://canviamusic.com/?p=16440</guid>
		<description><![CDATA[Finally, the one pair you traded gives an exit signal and you close it with a gain of just 1%. You decide to not let that happen again so the next time a buy signal hits you buy just 1 standard lot (no leverage). But...]]></description>
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width="600px" alt="can i start forex with $100"/></p>
<p>
<p>Finally, the one pair you traded gives an exit signal and you close it with a gain of just 1%. You decide to not let that happen again so the next time a buy signal hits you buy just 1 standard lot (no leverage). But because of the small position size it grants you another 1%. For a long time you trade with almost no leverage as one or two trades come along and you get tired of this and decide to put on another trade worth 10 to 1 on the account.</p>
</p>
<p>
<p>Imagine you are now a full-time trader earning a living from trading the global forex markets. In order to open a forex account you must show a government-issued ID, a bank or credit card statement and meet the required minimum deposit of the broker. The forex platforms provided by these brokers generally have comprehensive technical analysis tools such as charting and indicators that incorporate into the chart. If the broker supports the popular MetaTrader 4 platform developed by MetaQuotes, then you can automate your trading  with expert advisor (EA) software you can buy or develop yourself.</p>
</p>
<p>
<p>As you determine a trading strategy, you should endeavor to learn as much as possible. You can register for alerts from active traders or even join a chatroom with other traders. Eagle Investors even shares statistics related to its recommendations, demonstrating how well the platform works. You can achieve higher gains on securities with higher volatility. Since the currency market is the biggest in the world, its trading volume causes very high volatility. Because of this, currency pairs are suitable securities to trade with a small amount of money.</p>
</p>
<p>
<h2>Know what affects the markets you are trading</h2>
</p>
<p>
<p>That means you can afford to lose the entire amount without it affecting your day to day life. It gave Forex brokers access to clients who are unable to fund a standard account due to financial constraints. To those with limited funds, the flexible position sizes and small minimum deposits may seem like the ideal solution.</p>
</p>
<p>
<p>If you answered yes, you could entertain opening a live account with that amount of money but only after you’ve built up some confidence through your demo account. If you answered no, you may want to stick with a demo account and work on stabilizing your financial situation first. My point here is that you should only consider trading Forex – or any market for that matter – &nbsp;once you can afford to lose money. Since you’re a big baller shot caller, you deposit $100 into your trading account. You can always consider a different strategy where you trade with less risk (1-2%), invest less in a single trade (25%-30%) and open more than one trade. If your account grows by 7% per 10 trades, your $100 bankroll will grow to more than $80,000 after 1,000 trades.</p>
</p>
<p>
<p>But wait – you may only ever lose 20 trades in a row, but it is likely that your net losing trades within any major drawdown will be approximately double that, with a few winners mixed in. This implies that you probably should risk no more than 0.5% of your account on a single trade. You are also going to need to think about how big your typical trade stop loss is going to be. Adam Lemon began his role at DailyForex in 2013 when he was brought in as an in-house Chief Analyst. Adam trades Forex, stocks and other instruments in his own account.</p>
</p>
<p>
<h2>Minimum Capital for Trading Forex</h2>
</p>
<p>
<p>Options trading involves contracts that give you the right to buy or sell an underlying asset at a specific price and date. One advantage of options trading is the potential to start with less capital than in other markets. In addition, options provide the potential for leveraged returns, meaning you can control a larger position with less capital. Don’t ever make a stop loss smaller than you really want it to be just because you can’t “afford” it with your account size. Either put more money in your account, find a Forex broker that allows trading in nano lots, or consider switching to a style of trading which typically requires tighter stop losses. The three styles of Forex trading are position trading, Swing Trading, and scalping, and we’ll consider them each in turn.</p>
</p>
<p><img 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" width="603px" alt="can i start forex with $100"/></p>
<p>
<p>If you plan to open many trades, consider a standard account with a 0.5-pip floating spread. To start trading forex, you’ll need to make sure there is enough capital in your trading account. There is no enforced minimum, but it is often suggested that traders shouldn’t risk more than 1% of their account on each trade. For example, if your account contains $10,000, then you may decide not to risk more than $100 <a href="https://g-markets.net/helpful-articles/can-you-start-trading-forex-with-just-100-2/">can i start forex with $100</a> on a single trade. A demo account at LiteFinance can be opened without registration or verification. You can pay any virtual sum into your demo account on the web platform, open trades, and explore the social trading service and the&nbsp;traders&#8217; ratings.</p>
</p>
<p>
<ol>
<li>A demo account is a copy of a real Forex account with the same functions and options.</li>
<li>If you are a good trader you may be able to average a dollar or two per day on the high end (see How Much Money Forex Day Traders Make).</li>
<li>For swing trading, assume that you’ll need to risk at least 20 pips on a trade.</li>
<li>If you want to succeed in Forex trading with 100 Dollars, it’s important to know a few things about each method of analysis.</li>
<li>Position traders look for trades which take several days or even weeks or months to complete, and so usually need to use stop losses of about 100 to 150 pips.</li>
<li>Information presented by tastyfx should not be construed nor interpreted as financial advice.</li>
</ol>
<p>
<p>For example, when the London markets and the U.S. markets are both open since that will be when the forex pairs are most volatile. When trading with small sums, aim for higher gains, otherwise your accounts will grow at a painfully slow rate. The higher the volatility of the instrument the higher the gains you can achieve. As the biggest market in the world, the currency market trading volumes cause very high volatility making it a good market to trade in with small amounts of money. You can teach yourself to trade Forex, there is a great deal of useful and free material available on the internet such as this website. It is important to check whether Forex trading strategies include evidence of long-term profitable returns in the past before risking your money with them.</p>
</p>
<p>
<p>Aim for higher gains when trading small amounts of money; otherwise, your account will grow at a very slow pace. We did not manage to break above it last time, so we may just be pulling back a bit to build up the necessary inertia to get going above there. Get the latest news on investing, money, and more with our free newsletter. Whether you buy or sell a pair depends on how you expect the currency values to change in relation to one another.</p>
</p>
<p>
<ol>
<li>You likely already do this when evaluating trade setups, but it’s just as important, if not more so when deciding the starting size of your account.</li>
<li>If you want to trade forex with $100, you&#8217;d better not train with a demo deposit of $100,000.</li>
<li>We’ll discuss the various account types and position sizes and I’ll also share some tips on how to determine the right account size.</li>
<li>If you’re a beginner or just starting out, your primary goal should be to gain something even more valuable from this $100 investment.</li>
<li>Indicators help determine specific market conditions and discover trends.</li>
</ol>
<p>
<p>Because these pairs attract the most traders, they often see the most movement. Forex, or foreign exchange, involves trading currencies with the aim of making a profit. The amount of money needed to start trading depends on various factors, including the broker’s requirements, the trading strategy, and the level of risk an individual is comfortable with. You might then diversify your portfolio, adjust your position sizes for larger trades, and explore new markets or strategies aligned with your risk profile. This could include exploring different asset classes, such as futures, options, or cryptocurrencies, or implementing more sophisticated trading strategies like spread or market-neutral trading.</p>
</p>
<p>
<h2>Trading costs on our pro account</h2>
</p>
<p>
<p>GOBankingRates&#8217; editorial team is committed to bringing you unbiased reviews and information. We use data-driven methodologies to evaluate financial products and services &#8211; our reviews and ratings are not influenced by advertisers. You can read more about our editorial guidelines and our products and services review methodology. BUT what arbitrager is saying is correct –If you want a place to start &#8211; there is a whole list of “strategies” here &#8211; try some on demo only &#8211; and see what you think about  them. $200 is theoretically the least amount of money you want to swing trade with.</p>
</p>
<p>
<h2>List of Forex Brokers That Accept $100 Deposits</h2>
</p>
<p>
<p>This will help you learn from your mistakes as well as your successes. With big session price ranges the pairs you are in are volatile but trading sideways for days. You watch your balance weaving 20% up and down each day and feel ill. That makes you ride the other positions longer as all the profits turn to losses and you are now down 20% in just days. You just about vomit on your keyboard as you close the final position and all the news goes back to Kim Kardashian’s ass.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>What is the number 1 rule of forex?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>1. Let the money flow. Trading Forex with flowing profits requires informed decisions based on objective indicators rather than gut feelings. So, the first rule of trading stocks or other instruments is to close deals strategically while mitigating risks.</p>
</div></div>
</div>
<p>
<p>But you don’t want to be trading at such high levels of leverage. In this article, we’ll be talking about sensible risk management ideas to help minimise your exposure to wild equity swings. The allure of trading forex, due to the leverage you get access to, is that you don’t need a lot of capital to get started. Trading the forex markets requires a lot of skill, patience, and the ability to learn quickly from your mistakes. And yes, even professional traders make mistakes from time to time. Starting with a small trading account, like $100, is one of the most accessible ways to dip your toes into the world of forex trading.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>Can I buy stocks with $100?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>You can invest &#x24;100 in several high-risk ways, including: Individual stocks. In addition to their volatility and risk, individual stocks can also provide high returns.</p>
</div></div>
</div>
]]></content:encoded>
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		<title>worldtradex MetaTrader free download Windows version</title>
		<link>http://canviamusic.com/worldtradex-metatrader-free-download-windows-4/</link>
		<comments>http://canviamusic.com/worldtradex-metatrader-free-download-windows-4/#comments</comments>
		<pubDate>Fri, 17 Nov 2023 16:10:56 +0000</pubDate>
		<dc:creator><![CDATA[CanVia]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://canviamusic.com/?p=16603</guid>
		<description><![CDATA[worldtradex customers can choose from a good range of deposit and withdrawal methods. worldtradex’s MetaTrader 4 trading platform is available via a mobile app for Android and iOS devices. Traders can use the free MT4 download to install the platform on desktop devices, including Mac....]]></description>
				<content:encoded><![CDATA[<p>worldtradex customers can choose from a good range of deposit and withdrawal methods. worldtradex’s MetaTrader 4 trading platform is available via a mobile app for Android and iOS devices. Traders can use the free MT4 download to install the platform on desktop devices, including Mac. The company’s past and present sponsorships with global brands, such as the Korean diving team and sailing athlete Marilena Makri, have set it apart from other brokers. One of the standout features is its freeware license, allowing anyone interested to download the program at no cost. This makes it an accessible option for all, from novices to professionals in investment domains.</p>
<ul>
<li>The platform’s performance can be enhanced with the MT4 Advanced add-on.</li>
<li>The program comes with several executable files including terminal.exe, MetaEditor.exe, MT4.EXE, multiterminal.exe, and terminal64.exe.</li>
<li>In my opinion, MT4 is best suited for automated trading via Expert Advisors (EAs).</li>
<li>worldtradex offers 83 forex pairs and 340 tradeable symbols, providing a decent range of trading options.</li>
<li>worldtradex also offers futures trading, allowing traders to speculate on the future price of assets such as commodities, indices, and currencies.</li>
<li>One of worldtradex’s standout features is its comprehensive and insightful research and educational content.</li>
</ul>
<p>With over a decade of industry experience and more than 1.5 million clients globally, worldtradex is a well-established broker. It offers a range of safety features, including negative balance protection to shield traders from losses exceeding their deposits. Additionally, the platform employs SSL encryption to secure all transactions and customer data, further enhancing the overall security of trading with worldtradex. I found worldtradex’s selection of tradable instruments diverse enough to accommodate most trading strategies. The broker offers gold and silver CFDs denominated in EUR and USD so that traders whose accounts are also denominated in the same currencies do not have to pay a conversion fee. worldtradex could improve its offering by including vanilla options or Asian stocks.</p>
<p>Tempting trading conditionsHowever, my attention to worldtradex was captivated by its outstanding reputation with traders. Trading according to the market analysis has really helped me increase my profit, for sure worldtradex is really the main deal!! worldtradex also offers an economic calendar while a VPS is available for $30 per month or with a minimum deposit of $5,000.</p>
<p>worldtradex’s glossary of trading terms is an essential resource for new traders who need to familiarize themselves with industry jargon. The glossary provides clear definitions of common trading terms, ensuring that traders have a strong grasp of the language used in the financial markets. This resource is especially useful for beginners who are just starting their trading journey. I tested the desktop version of the MetaTrader 4 platform, which features multiple essential tools, such as one-click trading, an alarm setting option, and a market depth tool. These allow traders to examine market developments from different angles and exploit the underlying trading opportunities in multiple ways.</p>
<p>Participants can join these events and compete for top spots, earning valuable rewards along the way. worldtradex provides a wide range of deposit and withdrawal methods, including bank wires, credit/debit cards, e-wallets, and local payment solutions. However, certain payment methods may have geographic restrictions, but the worldtradex back office will display only the available options for each trader’s location.</p>
<h2>Popular Forex Reviews</h2>
<p>If you have experience trading with worldtradex please share your personal review of the broker and what you think are strong and weak points. If you have traded with worldtradex we would really like to know about your experience &#8211; please submit your own review. This average customer rating is based on 21 worldtradex customer reviews submitted by our visitors. Expert Advisors (EAs) are supported on the MetaTrader 4 platform, so automated trading is possible. There are no deposit fees (coverage for wire transfer charges for deposits over 10k USD).</p>
<h2>Popular Forex Guides</h2>
<p>Its 200+ instruments and multiple platforms are accessible in 180+ countries with 50,000+ retail traders worldwide. It should not be assumed that the methods, techniques, or indicators presented in these products will be profitable, or that they will not result in losses. worldtradex offers 83 forex pairs and 340 tradeable symbols, providing a decent range of trading options. However, its total tradeable symbols are far below the industry average of 3,623.</p>
<h2>Is worldtradex a market maker?</h2>
<p>Over 200 data points are considered, from minimum deposits and trading fees to the platforms and apps available. Our broker ratings are <a href="https://worldtradex.space/">https://worldtradex.space/</a> also informed by the experience of our researchers during the evaluation process. The broker charges an inactivity fee and requires a minimum deposit, but it also offers discounts for active traders. The average spread cost for the EUR/USD pair is 1.2, slightly above the industry average of 1.08.</p>
<h2>Trading Webinars</h2>
<div style='text-align:center'><iframe width='565' height='312' src='https://www.youtube.com/embed/Nwqrl9QiTTI' frameborder='0' alt='worldtradex metatrader' allowfullscreen></iframe></div>
<p>While it offers a range of supporting tools, it had above-average spreads on instruments like GBPJPY and US30 during my test and lacks an alternative to MT4. Additionally, researching what the MT4 platform offers in terms of features and tools will help in making an informed decision. It introduces traders to the broker’s services and allows them to tweak their strategies in a risk-free environment. The market is continually evolving and never static, so it is important to hone your skills in a safe environment. You can set up a demo account for yourself prior to or alongside your live CFD account.</p>
<h2>Platforms and Tools</h2>
<p>Trading metals can serve as a diversification strategy and a way to hedge against currency fluctuations and inflation. worldtradex offers a variety of commodities for trading, including precious metals, energy products, and agricultural goods. Popular choices include gold, silver, crude oil, natural gas, and coffee.</p>
<ul>
<li>It offers a range of safety features, including negative balance protection to shield traders from losses exceeding their deposits.</li>
<li>Armed with account login details, you will get straightforward order execution, with instant execution and pending orders available.</li>
<li>A key advantage of trading CFDs is the ability to enter and exit the market almost instantly, enabling traders to capitalize on even minor price fluctuations in the derivative.</li>
<li>worldtradex offers trading in both gold and silver, with competitive spreads and flexible leverage options.</li>
</ul>
<p>All BrokerNotes content is researched, fact-checked, and edited by the research team. This ensures that worldtradex adheres to strict regulatory standards for client protection and transparency. Staying informed about major economic events is crucial for successful trading. worldtradex provides an up-to-date economic calendar that highlights important economic releases, central bank meetings, and other events that may impact the markets.</p>
<p>All content on this site is for informational purposes only and does not constitute financial advice. Consult relevant financial professionals in your country of residence to get personalized advice before you make any trading or investing decisions. DayTrading.com may receive compensation from the brands or services mentioned on this website.</p>
<p>Home to a breadth of content presented in courses, webinars, videos, podcasts and eBooks, it offers a complete trading experience for traders of all levels. Spreads also get more competitive as you move up the account tier structure, with the VIP account offering the best value for money. worldtradex provides a diverse range of highly informative educational materials in both written and video formats. The broker has published multiple eBooks and hosted hundreds of webinars, along with maintaining a podcast with regular episodes. Its educational content is thoughtfully designed to cater to traders of all experience levels.</p>
<p>worldtradex offers eight distinct account types to cater to various trading styles and preferences, with most requiring a minimum deposit of $0, making them highly accessible. Traders can choose between Live and STP/ECN accounts, both providing access to the industry-leading MetaTrader 4 (MT4) platform. Additionally, multiple trading accounts can be registered through the worldtradex Client Portal, allowing for greater flexibility when managing different strategies <a href="https://worldtradex.space/">Worldtradex official site</a> or products.</p>
<div style='text-align:center'><iframe width='560' height='316' src='https://www.youtube.com/embed/djzA4bDBcXk' frameborder='0' alt='worldtradex metatrader' allowfullscreen></iframe></div>
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		<title>Władze Bank BNP Paribas</title>
		<link>http://canviamusic.com/wadze-bank-bnp-paribas-2/</link>
		<comments>http://canviamusic.com/wadze-bank-bnp-paribas-2/#comments</comments>
		<pubDate>Wed, 12 Jul 2023 11:21:13 +0000</pubDate>
		<dc:creator><![CDATA[CanVia]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://canviamusic.com/?p=16686</guid>
		<description><![CDATA[Włodarze Fortis Banku podpisali umowę z Dominet Bankiem, która była wstępem do działań mających umożliwić połączenie obu podmiotów. Przekształcenia kapitałowe, jakie odbyły się w 2009 r. Sprawiły, że Fortis Bank, połączywszy się uprzednio z Dominet Bankiem, zmienił nazwę w BNP Paribas Fortis. W 1996 roku...]]></description>
				<content:encoded><![CDATA[<p>Włodarze Fortis Banku podpisali umowę z Dominet Bankiem, która była wstępem do działań mających umożliwić połączenie obu podmiotów. Przekształcenia kapitałowe, jakie odbyły się w 2009 r. Sprawiły, że Fortis Bank, połączywszy się uprzednio z Dominet Bankiem, zmienił nazwę w BNP Paribas Fortis. W 1996 roku Bank Gospodarki Żywnościowej udostępnił usługi z zakresu bankowości elektronicznej typu HOME BANKING klientom oddziałów Banku. Również w 1996 roku Bank Gospodarki Żywnościowej uzyskał członkostwo dwóch międzynarodowych systemów kartowych Europay Int.</p>
<div style='text-align:center'><iframe width='564' height='314' src='https://www.youtube.com/embed/WSkPWoDeFds' frameborder='0' alt='bnp paribas właściciel' allowfullscreen></iframe></div>
<p>BNP Paribas w prawie 90% jest w rękach francuskich. O ile w przypadku banków często słyszymy o ich repolonizacji, w tym przypadku niestety obserwujemy depolonizację. Bank, który powstał z połączenia BNP Paribas i Banku Gospodarki Żywnościowej decyzją akcjonariuszy zdecydował o usunięciu z nazwy pozostałości po tym drugim. BGŻ właśnie zniknął z oficjalnej nazwy banku. Niegdyś znany jako Westdeutsche Landesbank Polska S.A. Obecny Nest Bank wyspecjalizował się w świadczeniu produktów bankowych dla rodzin oraz mikroprzedsiębiorców.</p>
<h2>Santander Bank Polska</h2>
<p>Kolejne 0,75 mld zł uzyskają polskie OFE i TFI, zaś zagraniczni inwestorzy i polscy indywidualni zgarną 70 mln zł. Amerykanie z Citi Handlowego, mający 75 proc. Akcji, uzyskają z tegorocznej dywidendy niemal 1 mld zł brutto. Kolejne 0,21 mld zł popłynie do OFE i TFI, a do zagranicznych i polskich inwestorów indywidualnych około 0,12 mld zł. Choć NEST Bank mógłby się kojarzyć z polskim bankiem, bo przez Polaka został założony, to od niedawna przestał nim być.</p>
<p>Bank prowadził obsługę finansową programu „ropa za żywność” w Iraku. W 2011 zmianie uległa nazwa prawna banku oraz marka handlowa. Obie otrzymały brzmienie BNP Paribas Bank Polska6.</p>
<h2>Do kogo należy Credit Agricole Bank Polska</h2>
<p>Nieco ponad połowę (50,09%) akcji Banku Millennium posiada portugalski Banco Comercial Portugues. Znaczącymi akcjonariuszami są również NN OFE (8,90%) oraz Allianz Polska OFE (7,97%). Sam Bank Millennium powstał po fuzji BIG SA i Banku Gdańskiego SA i był początkowo znany jako BIG Bank Gdański. Bank Polska Kasa Opieki <a href="https://www.dowjonesrisk.com/market-update-june-18-the-fed-still-dominates/">Aktualizacja rynku 18 czerwca FED nadal dominuje</a> S.A., lepiej znany jako Pekao lub „bank z żubrem”, należy w 20,00% do PZU S.A.</p>
<p>Jest to jeden z nielicznych banków mających siedzibę poza wielkimi miastami. Siedzibą Banku Pocztowego jest bowiem Bydgoszcz. Gdyby zrobić sondę z pytaniem o to, który bank jest „czysto” Polski, to zdecydowanym wygranym byłby bank PKO BP.</p>
<h2>Bank BNP Paribas</h2>
<ul>
<li>Bank, który powstał z połączenia BNP Paribas i Banku Gospodarki Żywnościowej decyzją akcjonariuszy zdecydował o usunięciu z nazwy pozostałości po tym drugim.</li>
<li>Z ziemi włoskiej do polskiej można by rzec.</li>
<li>To samo logo spotkamy w Portugalii, Mozambiku, Szwajcarii czy Rumunii.</li>
<li>W początkach swojej działalności był bankiem państwowym, wyłonionym ze struktur NBP.</li>
</ul>
<p>Dodatkowo, choć to akurat nie jest policzalne, „polskość” PKO BP objawia się w podejściu do zadłużonych klientów banku. Chęć zawarcia ugody z dłużnikiem jest elementem wyróżniającym ten bank na tle innych – niestety w niektórych <a href="https://www.tradebot.online/psychologia-handlu/">Psychologia handlu &#8211; Wskazówki dotyczące rynku forex</a> przypadkach również oznaczonych biało-czerwoną flagą przy nazwie. Zgodnie ze swoją nazwą bank ma w ofercie kredyty na projekty ekologiczne, np.</p>
<p>Głównym akcjonariuszem BPS są zrzeszone banki spółdzielcze w liczbie aż 355. To sprawia, że pod względem wielkości aktywów BPS stoi w jednej linii z Credit Agricole czy BOŚ. Dominacja wśród udziałowców małych polskich banków spółdzielczych działających lokalnie sprawa, że BPS można (i trzeba) nazwać bankiem czysto polskim. Bank Polskiej Spółdzielczości jest największym polskim bankiem zrzeszającym banki spółdzielcze. Wcześniej działał jako Gospodarczy Bank Południowo-Zachodni S.A. Około 80% akcji banku należy do zrzeszonych banków spółdzielczych. Właścicielem SGB Bank SA jest 196 małych banków spółdzielczych rozsianych po całym kraju.</p>
<p>Jest to instytucja z tradycjami, należąca do grupy kapitałowej PZU. Notowany na Giełdzie Papierów Wartościowych od 1998 roku. Warto odnotować, że bank posiada na terenie polski oddziały w bardzo pięknych, zabytkowych budynkach, np. W Bydgoszczy, Jeleniej Górze czy Radomiu. Ciekawostką może być fakt, że został założony w 1919 roku jako pierwszy nowożytny bank polski dekretem naczelnika Józefa Piłsudskiego.</p>
<ul>
<li>Commerzbankjest obecnie właścicielem blisko 70 proc.</li>
<li>Znany wcześniej jako Bank BGŻ BNP Paribas S.A. Jest to bank uniwersalny z siedzibą w Warszawie.</li>
<li>Jej celem jest definiowanie strategii ESG i dbałość o to, aby jej założenia były obecne w naszych kompetencjach i ofercie.</li>
<li>Swoje zgarnie też fiskus — podatek od dywidend wynosi bowiem — podobnie jak od innych zysków kapitałowych (np. z lokat czy sprzedaży akcji) wynosi 19 proc.</li>
</ul>
<h2>Kto jest właścicielem SGB Bank?</h2>
<p>Podmiot powstał w wyniku fuzjiBanku Handlowego w Warszawie z Citibank Poland. ObecnieAlior Bank należy do PZU – jest to największyudziałowiec (32 proc. udziałów) Alior Banku. PZU jest kontrolowaneprzez <a href="https://forexdata.info/wyniki-posiedzenia-amerykanskiego-systemu-rezerwy-federalnej-19-20-wrzesnia-2017/">Wyniki posiedzenia amerykańskiego systemu Rezerwy Federalnej 19-20 września 2017</a> Skarb Państwa, a więc Alior Bankjest obecnie związany głównie z polskim kapitałem.</p>
<p>BOŚ Bank należy doNarodowego Funduszu Ochrony Środowiska i Gospodarki Wodnej. BOŚ Bank, podobnie jak jego właściciel,realizuje politykę proekologiczną poprzez preferencyjne finansowanieprzedsięwzięć proekologicznych. W ostatnim czasie BNP Paribas przejął część Raiffeisen Polbanku i Sygma Banku. BNP Paribas Bank Polska należy do Francuzów –87,40 proc.</p>
<p>Posiadał swoje liczne filie zagraniczne, np. Nie przestał funkcjonować zarówno w trakcie trwania I jak i II wojny światowej. Obecnie Citi Handlowy należy do amerykańskiego właściciela. Właścicielem 69,17% akcji mBanku, powstałego w wyniku prywatyzacji państwowego Banku Rozwoju Eksportu, jest Commerzbank AG – drugi największy bank w Niemczech. Znany wcześniej jako Bank Zachodni WBK, Santander Bank Polska należy w 67,40% do hiszpańskiej grupy Banco Santander, a w 5,34% do NN OFE. 75% akcji ING Banku Śląskiego posiada ING Bank NV należący do holenderskiej grupy finansowej ING Groep.</p>
<p>Inteligo jestinternetową marką bankową należącą do PKO Banku Polskiego. Początki Banku Millennium sięgają 1997 roku, kiedyprzeprowadzono fuzję BIG SA i Banku Gdańskiego SA. Powstały BIG Bank Gdańskiprzekształcono w 2003 roku w Bank Millennium. Głównym akcjonariuszem Banku Millennium jest Banco Comercial Portugues.Marka Millennium powstała w Polsce i stała się główną marką całej portugalskiejgrupy. To samo logo spotkamy w Portugalii, Mozambiku, Szwajcarii czy Rumunii. Alior Bank zostałzałożony w 2008 roku przez włoską grupę Carlo Tassara.</p>
<p>Także w 1919 roku powstała centrala finansowa dla istniejących kas oszczędnościowo – pożyczkowych &#8211; Centralna Kasa Spółek Rolniczych w Warszawie. W 1957 roku powołano do istnienia Związek Spółdzielni Oszczędnościowo – Pożyczkowych (Związek SOP). Od tej pory Bank wzmacnia siły, skutecznie łącząc innowacyjność z tradycją obecności w Polsce. W 2018 roku BGŻ BNP Paribas przejął działalność podstawową Raiffeisen Bank Polska. W ten sposób nasza organizacja dołączyła do grona polskich banków z aktywami powyżej 100 mld zł. Bank BGŻ BNP Paribas powstał w 2015 roku, poprzez połączenie BNP Paribas Polska i Banku Gospodarki Żywnościowej – dwóch podmiotów o długiej, blisko stuletniej historii obecności na polskim rynku bankowym.</p>
<p>Z początkiem grudnia 2015 Bank BGŻ BNP Paribas wykupił od BNP Paribas Personal Finance całościowy pakiet akcji Sygma Bank Polska, ogłaszając jednocześnie zamiar likwidacji marki Sygma Bank11. Była to realizacja strategii połączenia wszystkich instytucji bankowych grupy BNP Paribas działających w Polsce w ramach jednego podmiotu i utworzenie banku uniwersalnego12. W październiku 2014 BNP Paribas dokupił dodatkowe 14,39% udziałów w Banku BGŻ. Było to zgodne z podejściem banku przejmującego do identyfikacji wizualnej połączonego banku na wszystkich rynkach4. Przejęcie było jednym z następstw ogólnoświatowego kryzysu finansowego5.</p>
<div style='text-align:center'><iframe width='564' height='318' src='https://www.youtube.com/embed/GJ1RmTJ38JM' frameborder='0' alt='bnp paribas właściciel' allowfullscreen></iframe></div>
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		<title>Ally Invest Review Low-Cost Trades on Stocks &amp; Other Investments</title>
		<link>http://canviamusic.com/ally-invest-review-low-cost-trades-on-stocks-other/</link>
		<comments>http://canviamusic.com/ally-invest-review-low-cost-trades-on-stocks-other/#comments</comments>
		<pubDate>Fri, 09 Jun 2023 10:24:00 +0000</pubDate>
		<dc:creator><![CDATA[CanVia]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://canviamusic.com/?p=16698</guid>
		<description><![CDATA[You can begin trading with a $0 account minimum, and margin rates and options trading are affordable. Ally Invest is great for beginners and budget traders because they have no account minimum. Securities that can be traded are stocks, bonds, mutual funds, ETFs (exchange-traded funds),...]]></description>
				<content:encoded><![CDATA[<p>You can begin trading with a $0 account minimum, and margin rates and options trading are affordable. Ally Invest is great for beginners and budget traders because they have no account minimum. Securities that can be traded are stocks, bonds, mutual funds, ETFs (exchange-traded funds), options, and Forex. Interactive Brokers continues to strengthen its offering with access to worldwide markets, improved trading platforms and more no-transaction-fee mutual funds.</p>
<div style='text-align:center'><iframe width='564' height='319' src='https://www.youtube.com/embed/GAl38vLUroE' frameborder='0' alt='ally invest review' allowfullscreen></iframe></div>
<h2>Mobile app</h2>
<p>Ally Invest is the brokerage division of Ally Financial, a company best known for its online banking services, including high-yield savings accounts, checking accounts, mortgages, and loans. It provides a platform for investing in stocks, ETFs, options, mutual funds, and fixed-income products, making it a natural extension for Ally Bank customers looking to start investing. Ally Invest offers commission-free trading on stocks, ETFs, and no-load mutual funds, making it a cost-effective choice for most investors. Stocks priced under $2, such as penny stocks, come with a minimum commission of $4.95 per trade, with fees capped at 5% of the trade&#8217;s total value.</p>
<h2>Traditional Brokerage Accounts</h2>
<p>Business Insider compared Ally Invest to the best stock trading apps and found it to be an industry leader for banking and stock trading on the same platform. Most other brokers operate M-F and have skeleton support on the weekends (typically when people actually have time to call in for help), if at all. Ally Invest offers low fees and $0 commissions — perfect for anyone looking to create their first account to save for retirement. Let’s take a look at what you might expect to pay when you invest with Ally. We put all of the tools available to traders to the test and give you first-hand experience in stock trading you won’t find elsewhere.</p>
<h2>Ally Invest Self-Directed Brokerage Account</h2>
<p>For additional information regarding conflicts, please see Items 5, 12 and 14 of Atomic Invest&#8217;s Form ADV Part 2A. For more details about Atomic Brokerage, please see the Form CRS, the Atomic Brokerage General Disclosures, and the Privacy Policy. Fees such as regulatory fees, transaction fees, fund expenses, brokerage commissions and services fees may apply to your brokerage account. SteamOS 3.8 has been successfully tested on the ROG Ally X, by ETA Prime marking a significant milestone in the evolution of handheld gaming.</p>
<p>Open-box units are available at reduced prices, providing an accessible entry point into the world of portable gaming. This affordability, combined with the device’s impressive capabilities, makes it an attractive choice for budget-conscious gamers. Ally Invest’s managed account is similar to Wealthfront’s robo-advisor. However, Wealthfront allows you to manage all your external bank accounts in one place. Once you link them with Wealthfront, you can also get investment recommendations based on your financial picture. Investing requires due diligence to ensure you’re making a wise financial choice.</p>
<ul>
<li>Following Ally Invest’s 60-day review, bonuses are deposited within 10 business days.</li>
<li>By optimizing resource usage, SteamOS ensures that the ROG Ally X can deliver a consistent gaming experience while maintaining energy efficiency.</li>
<li>You could also use Ally to open a checking or savings account, get mortgage refinancing or vehicle financing, or take out a personal loan.</li>
<li>It’s important to treat day trading stocks, options, futures, and swing trading like you would with getting a professional degree, a new trade, or starting any new career.</li>
<li>A few years ago, I moved a Traditional and Roth IRA account from E-Trade to Ally Invest (formerly known as “TradeKing” at the time, prior to it being acquired by Ally Financial).</li>
<li>Ally Invest has a robo-advisor vertical known as Cash-Enhanced Managed Portfolios.</li>
<li>Let’s take a look at a few of our favorite features offered by the broker.</li>
</ul>
<h2>Research Tools</h2>
<p>She sold Fusion Home in 2013 and set out to retire early and travel the world with her daughters. Her story was featured in Time magazine, which led to a press tour of national radio shows to retell her unique story. She started writing about her journey to financial freedom and continues to write about financial literacy today.</p>
<p>In addition, <a href="https://trading-market.org/ally-invest-review-for-2021/">ally invest review</a> Robinhood may not have as many securities available, but you can buy and sell cryptocurrency. To summarize, Ally Invest has a low fee trading structure, no maintenance/inactivity fees, and strong customer service support. You can trade stocks, bonds, funds, options and other equities through Ally Invest.</p>
<p>With tools like Decky Loader and the Simple TDP Control plugin, users can fine-tune power consumption and performance. These tools allow for TDP adjustments ranging from 4W to 40W, providing the flexibility to optimize the device for either extended battery life or maximum performance. This level of customization ensures that the ROG Ally X can cater to a wide range of gaming preferences, from casual play to intensive gaming sessions. Explore how your money works for you—whether you’re investing for the short or long term. Qualifying deposits must be made within 60 days of account opening. Following Ally Invest’s 60-day review, bonuses are deposited within 10 business days.</p>
<ul>
<li>Neither of its retirement accounts charges annual fees, monthly maintenance fees, transfer fees for rollovers, or commissions for US-listed stocks, ETFs, and options.</li>
<li>Considering fractional investing is widely available at many other competitors, this omission feels outdated.</li>
<li>When you’re ready you can join our chat rooms and access our Next Level training library.</li>
<li>You’ll need to make a minimum investment of at least $100 before commissions before Ally executes your order.</li>
<li>Many traders spend more time doing research than they would trading the equity.</li>
<li>These buckets make it easy to separate your emergency fund from your vacation fund.</li>
</ul>
<p>Regulators have proposed potential reforms around PFOF; it involves market-making firms paying brokers to route customer orders through them0. Although its effects are negligible for most investors, it&#8217;s possible PFOF brokers could execute orders slightly slower or at slightly worse prices than non-PFOF brokers. &#8216;It took me a minute to figure out how to place the trade and there weren’t built in educational steps to figure out what stocks or funds I should buy. You also have to search for a company by its symbol — you can’t search by its name.</p>
<h2>SteamOS 3.8 on ROG Ally X : Gaming Benchmarks and Performance Review</h2>
<div style='text-align:center'><iframe width='560' height='311' src='https://www.youtube.com/embed/nBsCPYC4hzc' frameborder='0' alt='ally invest review' allowfullscreen></iframe></div>
<p>He heads research for all U.S.-based brokerages on StockBrokers.com and is respected by executives as the leading expert covering the online broker industry. Blain’s insights have been featured in the New York Times, Wall Street Journal, Forbes, and the Chicago Tribune, among other media outlets. Ally Invest’s mobile app is a part of the larger Ally Bank app, and lets users access holdings, the trading platform, research, screeners, a stocks watchlist and more. As for fees, Ally Invest charges $50 for a full or partial transfer of your securities out of your account (called an ACAT transfer). Often brokers charge a reduced fee for a partial transfer, but in general, $50 isn’t as high as some other brokerages. For gamers seeking a high-performance  handheld gaming device at an affordable price, the ROG Ally X offers a compelling option.</p>
<p>Our analysis scores these criteria separately and weighs them evenly when factored into the broker’s overall score. Still, if it is clunky to use or the process of opening an account is unnecessarily arduous, their score will reflect that. It offers quick trading capabilities, real-time streaming quotes and data, a customizable dashboard, and access to all of the broker&#8217;s tools.</p>
<p>What I found was solid enough for casual or buy-and-hold investors, but left me longing for more advanced insights. And honestly, that’s okay — not every platform is built with the power user in mind. The 120Hz high-refresh-rate display with VRR support further improves the gaming experience, providing sharp visuals and reduced motion blur. SteamOS, as the operating system, optimizes resource usage and ensures a lightweight, efficient platform for gaming. Together, these features position the ROG Ally X as a powerful and versatile handheld gaming solution, capable of meeting the demands of both casual and hardcore gamers.</p>
<p>Ally Invest gives you access to a great education that can turn you into a self-directed trader and investor. As a result, our Ally Invest review examines what they offer and what you can expect. Leaving the world of adult investing for a moment, another feature that caught my attention is the Financial Education Programs designed specifically for kids. As a mother, I know firsthand how valuable it is to introduce healthy money habits early. I tried a quick “investing IQ” quiz and was proclaimed an investing wizard, only to be nudged to find an advisor.</p>
<p>The system displays current wait times, so you can plan your calls accordingly. Unlike Ally’s IRAs, traditional brokerage accounts are not tax-advantaged. If you’re in the market for a new brokerage or less than thrilled with your current investing experience, Ally Invest is definitely worth a closer look. Securities that cost less than $2 per share are subject to a $4.95 trade fee and $0.01 per share.</p>
<p>Its robo-advisor is solid, and active traders can benefit from competitively priced trades on U.S.-listed securities. Sarah Horvath is a seasoned financial writer with a specialization in investing content. With a keen eye for market trends and a deep understanding of investment strategies, Sarah delivers insightful and informative articles tailored to investors. Her dedication to providing valuable content empowers readers to make informed decisions in the dynamic world of finance.</p>
]]></content:encoded>
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		<title>Extended Trading: How It Works, Risks, and Hours</title>
		<link>http://canviamusic.com/extended-trading-how-it-works-risks-and-hours/</link>
		<comments>http://canviamusic.com/extended-trading-how-it-works-risks-and-hours/#comments</comments>
		<pubDate>Fri, 09 Jun 2023 09:10:57 +0000</pubDate>
		<dc:creator><![CDATA[CanVia]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://canviamusic.com/?p=16464</guid>
		<description><![CDATA[They may want to take positions as a result of news that breaks after the close of the stock exchange. Or, they may want to close out a position before they leave on vacation. The after-hours market experiences thinner liquidity and lower volume compared to...]]></description>
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" width="604px" alt="what is extended hours trading"/></p>
<p>
<p>They may want to take positions as a result of news that breaks after the close of the stock exchange. Or, they may want to close out a position before they leave on vacation. The after-hours market experiences thinner liquidity and lower volume compared to standard-hours trading, so traders must exercise caution and have an advanced understanding of market reactions and trends. Otherwise, they risk losses if market react differently than expected. While technology can affect the regular trading day, there may be more lags and delays during after-hours trading, meaning your trades may not even go through.</p>
</p>
<p>
<h2>When Can Investors Benefit from Extended Trading?</h2>
</p>
<p>
<p>This process may move the existing price of a stock after hours as each side sees what sentiments of a stock may be before its opening the following trading period. After-hours trading was used primarily by institutional investors&nbsp;until mid-1999, when ECN services&nbsp;became more widely available to retail investors. An ECN not only allows individual investors to interact electronically but also lets large institutional investors interact anonymously, thereby hiding their actions. Extended trading may take place on alternative trading systems operated by broker-dealers, exchanges, and other trading centers.</p>
</p>
<p>
<h2>Trading fractional shares during extended or overnight hours</h2>
</p>
<p>
<p>As a result, you may receive an inferior price when trading during extended or overnight hours as compared to regular market hours. The first place investors should look to find information about pre-market and after-hours activity is their brokerage account’s data service, if they have one. Brokerage information services often provide the most detailed off-hours market trading data and usually come free with a brokerage account. Traders will often be able to not only trade within this period but also see the current bid and ask prices for specific securities and the change in prices compared  to a previous period’s close. After-hours trading operates similarly to regular trading hours, with investors placing orders to buy or sell stocks. However, fewer traders participate in extended-hours trading, meaning lower liquidity and more price volatility.</p>
</p>
<p>
<h2>How does after-hours trading affect stock prices?</h2>
</p>
<p>
<ol>
<li>They may prefer trading with fewer market participants or their schedules may require it.</li>
<li>Examples are hypothetical, and we encourage you to seek personalized advice from qualified professionals regarding specific investment issues.</li>
<li>Robinhood Credit, Inc. (“RCT”), is a financial technology company, not a bank.</li>
<li>But if you see advantages in being able to trade when the market is closed, you may want to investigate extended-hours trading.</li>
</ol>
<p>
<p>Yes, after-hours trading can be riskier due to factors like lower liquidity, higher volatility, and wider bid-ask spreads. As with any investment approach, diving into after-hours trading requires thorough research, careful planning, and an honest assessment of one’s risk appetite. For many, sticking to traditional trading hours and adopting a long-term investment strategy might be the most reasonable choice. Engaging in after-hours trading allows investors to capitalize on these shifts, potentially leading <a href="https://www.currency-trading.org/software-development/troubleshooting-tools-in-a-network-engineers/">troubleshooting tools in a network engineers arsenal</a> to profitable outcomes.</p>
</p>
<p>
<p>There is more information on Western Australia’s retail trading hours’ laws on the Consumer Protection website. Looking ahead to 2025, trading for each of the New Year’s Day, Australia Day, Labour Day, Easter Monday, WA Day and King’s Birthday public holidays will be extended by four hours, from 8am to 6pm. “Our <a href="https://www.forex-world.net/software-development/5-essential-networking-commands/">5 essential networking commands</a> product safety team has flagged button batteries and toys for children under 36 months with small detachable parts as particularly risky products on online platforms,” Ms Blake said. When shopping elsewhere online, consumers should be alert to social media advertising and fake websites that may steal the identity of a well-known retailer or brand and offer items for sale at very low prices.</p>
</p>
<div style='text-align:center'><iframe width='560' height='319' src='https://www.youtube.com/embed/xFqlmj3YCu0' frameborder='0' alt='what is extended hours trading' allowfullscreen></iframe></div>
<p>
<p>The history of after-hours trading can be traced back to the early days of stock exchanges, but it became more accessible and formalized over time. After-hours trading often <a href="https://www.day-trading.info/profitable-gold-trading-strategy-risk-management/">Profitable gold trading strategy</a> has an impact on the opening price for a stock at the beginning of the next normal trading session. This is especially true if select events have occurred such as earnings release or extremely low liquidity. Since volume is thin and spreads are wide in after-hours trading, it is much easier to push prices higher or lower. Fewer shares and trades are needed to make a substantial impact on a stock&#8217;s price.</p>
</p>
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" width="600px" alt="what is extended hours trading"/></p>
<p>
<p>The spread refers to the difference between the price at which a security can be purchased and the price at which it can be sold. Lower liquidity and higher volatility in extended or overnight trading may result  in wider than normal spreads for a particular security, which in turn can cause you to receive an inferior price. If you are a new investor or looking for some extra information before starting to trade, head on over to our guide for the best stock trading platforms for beginners. If you&#8217;d like some practice before delving into the stock market or perhaps simulate trading after-hours, visit our guide to the best platforms for paper trading. Other markets, like forex and many futures contracts, trade 24 hours a day, five to six days a week, as a matter of normal operation. Check out our guide to the best forex brokers in the U.S. or our guide on how to trade futures for insight on these markets.</p>
</p>
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