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	<title>C.P.E.I.P.S. San Martín de Porres &#187; Forex Trading</title>
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	<description>Centro Privado Educación Infantil Primaria Secundaria - Las Palmas de Gran Canaria</description>
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		<title>Doji Candle: What Is It and How Does It Work</title>
		<link>http://www.csmporres.com/doji-candle-what-is-it-and-how-does-it-work-2/</link>
		<comments>http://www.csmporres.com/doji-candle-what-is-it-and-how-does-it-work-2/#comments</comments>
		<pubDate>Fri, 27 Dec 2024 16:12:24 +0000</pubDate>
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				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[The primary disadvantage of using doji candlesticks is their tendency to produce false positives. Soji can also signify a pause in the trend or indecision in the market sentiment. Investors usually use doji candlesticks along with other technical indicators to avoid incurring losses. As depicted in the image, the dragonfly doji pattern has its open, [...]]]></description>
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" width="606px" alt="types of doji"/></p>
<p>
<p>The primary disadvantage of using doji candlesticks is their tendency to produce false positives. Soji can also signify a pause in the trend or indecision in the market sentiment. Investors usually use doji candlesticks along with other technical indicators to avoid incurring losses. As depicted in the image, the dragonfly doji pattern has its open, close and low price falling very close to one another at the top of the candlestick. The low price falls much further away from the rest, at the tip of the long lower shadow. The long lower shadow stands for the buyers who dominated the sellers and pushed the price higher throughout the day.</p>
</p>
<p><img 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" width="602px" alt="types of doji"/></p>
<p>
<h2>When is the best time to Trade using Doji Candlestick Pattern?</h2>
</p>
<p>
<ol>
<li>This rare variation has open, close, high, and low prices simultaneously, showing an absolute balance and lack of volatility.</li>
<li>The reversal implications of a dragonfly Doji depend on previous price action and future confirmation.</li>
<li>It can be combined with momentum indicators like the RSI or MCD to identify potential market tops and bottoms.</li>
<li>The below price chart for US SPX 500 index shows a bearish star doji marked the start of a short-term down move, following a rally in price.</li>
<li>These unique candlestick patterns are characterized by their distinctive shape, where the opening and closing prices are almost identical, resulting in a candle with little to no real body.</li>
<li>4-price dojis are easy to spot using their distinct shape which is a mere horizontal line.</li>
</ol>
<p>
<p>Long-legged doji appear ahead of continuation while a spinning top or bottom is followed by a reversal. When doji appear as a cluster, the indecision is even more significant. Because doji candles represent indecision in general, they are more noteworthy when they appear during a strong trend. A lack of trend signifies extended periods of indecision and a sideways market, so doji during these phases are less effective to trade.</p>
</p>
<p>
<h2>How to Trade the Three White Soldiers Chart Pattern</h2>
</p>
<p><img 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" width="609px" alt="types of doji"/></p>
<p>
<p>As depicted in the image above, a dragonfly doji is spotted by its distinct shape, with a long lower shadow and a small or almost absent upper shadow. Other popular candlestick patterns include spinning top, shooting star, hammer, hanging man, evening star etc. A doji candlestick can be identified by its distinct shape which resembles a plus sign or a cross symbol. Investors and traders make interpretations about price movements when they witness the cross or plus-shaped doji candlestick. The image below depicts the three kinds of doji patterns and their colours based on opening and closing prices. A doji appearing near a resistance zone in an uptrend suggests that the buying momentum is weakening and a potential bearish reversal can be expected.</p>
</p>
<p>
<h2>Difference Between Doji and Spinning Top</h2>
</p>
<p>
<ol>
<li>Candlestick traders use this information to make decisions and devise trading strategies​​.</li>
<li>After a long uptrend, long white candlestick or at resistance, the long lower shadow could foreshadow a potential bearish reversal or top.</li>
<li>The image depicts the shape of the standard doji that resembles the plus or cross symbol.</li>
<li>If the price is in the middle of the trading range, and the shadows have equal length, such a candlestick is called Rickshaw.</li>
<li>These tug of wars can have varying volatility, with either small or large shadows extending to either side.</li>
<li>Standard doji is always interpreted depending on the patterns that come before and after it.</li>
</ol>
<p>
<p>Such a confirmation could be a Doji morning star pattern composed of three candlesticks. Doji is a potentially reversal pattern consisting of one candlestick that gave it it&#8217;s name. It does not have a normal body because it&#8217;s opening and closing prices nearly coincide, with a maximum difference of a couple of points. Reading a doji involves finding a candlestick with a small real body with an opening and closing price that is virtually the same. A doji will also have a small upper and lower shadow, or else it is a spinning top or a long-legged doji.</p>
</p>
<p>
<p>Upon a break higher above the top of the doji, the AUDCAD trend continued to follow through another 150 pips. The 4-hour USDCHF chart example above represents the doji formation at the nearest support zone, where the price indicates strong bullish momentum after its formation. Below, you can see the support and resistance levels in the H4 timeframe; I also marked the local high.</p>
</p>
<p>
<p>Doji patterns, very often, signify indecision and pauses in market price trends, making them less reliable when used in isolation. To use Doji candlestick patterns, traders should wait for the next candle or combine them with other indicators to get a better signal. If a Doji candle forms in key support areas, it could signal a bull’s trend reversal, and traders can place buy orders slightly above the highest price. This shape suggests a significant level of indecisiveness in the market, with neither buyer nor seller gaining control. Traders interpret this as a sign of potential trend reversal or consolidation. It could indicate a market turning point, with a breakout in either direction.</p>
</p>
<p>
<p>This pattern has longer upper and lower shadows; this shows considerable degree of uncertainty in the market. Suggesting that the market faced great fluctuations but eventually ended up closing close to its opening price. Doji Candlesticks can be either bullish or bearish, indicating bearish or bullish reversal signals, respectively.</p>
</p>
<p>
<p>The first step to trading with doji candlestick patterns is to identify the stock doji on the stock price chart. A doji is a candlestick in which the open  and close prices either coincide or fall very close to one another. The length of the upper and lower shadows varies depending on the type of doji pattern.</p>
</p>
<p>
<p>Alternatively, the formation of a doji at a resistance level could indicate a potential price reversal. Highlighted above is a doji candlestick forming at a resistance level. This tells us that the buyers do not have enough strength to push past the resistance zone. It also hints at selling pressure potentially being able to push prices lower. A Doji candlestick is formed when a security’s open and close prices for the period are  virtually the same.</p>
</p>
<p>
<p>This guide will cover doji candles, their different types, and their roles in stock trading, along with practical tips. A Doji Candlestick helps traders in technical analysis by indicating that there is an upcoming reversal in the market. It tells the price at which a currency pair has opened, at which it has closed and the subsequent low and high prices of the same. A bearish Doji <a href="https://g-markets.net/helpful-articles/the-5-different-types-of-doji-candlestick-patterns/">types of doji</a> indicates a downtrend reversal, and a bullish Doji indicates an uptrend reversal, enabling traders to make short or long trade decisions accordingly. Apply one of the top candlestick patterns, Doji, to monitor the current market price movement once you decide the currency pair(s) you want to trade. The placement of the Doji Candlesticks will provide you with long or short signals in the market, on the basis of which you can decide your next trading step.</p></p>
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		<title>How to Structure a B2B Marketplace Venture MIT Initiative on the Digital Economy</title>
		<link>http://www.csmporres.com/how-to-structure-a-b2b-marketplace-venture-mit-2/</link>
		<comments>http://www.csmporres.com/how-to-structure-a-b2b-marketplace-venture-mit-2/#comments</comments>
		<pubDate>Thu, 19 Dec 2024 18:30:39 +0000</pubDate>
		<dc:creator>43254979Y</dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.csmporres.com/?p=57266</guid>
		<description><![CDATA[Overall, Empire Flippers is a well-established and reputable marketplace for people looking to buy or sell high-quality online businesses. However, it’s important to fully understand the process and&#160;sourcing fees&#160;involved before engaging in a transaction. Empire Flippers aims to be the premier curated marketplace for legitimate online businesses valued at $50K and up. Where To Buy [...]]]></description>
				<content:encoded><![CDATA[<p>Overall, Empire Flippers is a well-established and reputable marketplace for people looking to buy or sell high-quality online businesses. However, it’s important to fully understand the process and&nbsp;sourcing fees&nbsp;involved before engaging in a transaction. Empire Flippers aims to be the premier curated marketplace for legitimate online businesses valued at $50K and up.</p>
<div style='text-align:center'><iframe width='566' height='310' src='https://www.youtube.com/embed/JTE3wjeSRg8' frameborder='0' alt='online business marketplace' allowfullscreen></iframe></div>
<h2>Where To Buy And Sell Online Business? (The Ultimate Guide)</h2>
<p>Flippa is a leading marketplace for buying and selling digital assets, including websites, apps, and domains. Since its launch in 2009, Flippa has become a go-to platform for entrepreneurs looking to acquire affordable online businesses. AcquireBase is another great option to buy and sell online businesses—and with AcquireBase, you can sell for free!</p>
<p>While it may not be the perfect fit for everyone, its track record and affordable pricing make it worth exploring for many small business owners looking to exit. Choosing the right marketplace is crucial to finding a business that aligns with your goals. Below, we’ve reviewed the top 10 online marketplaces for buying a business in  2024, highlighting their unique features, strengths, and ideal use cases. Given these advantages, it’s no wonder that online marketplaces have become a go-to resource for M&amp;A participants looking to acquire or sell a business. Now you’re prepared with the knowledge and information you need to know to find an online business for sale or to put your own online business for sale.</p>
<p>It offers significant assistance to facilitate deals and has a strong track record. Empire Flippers is a premier marketplace for buying and selling profitable digital businesses. Founded in 2011, the platform has facilitated over $422 million in business transactions and is known for its rigorous vetting process. BizBuySell is one of the most well-known and widely used online marketplaces for buying a business.</p>
<h2>Offering</h2>
<p>They don’t charge users anything to create a listing, and they take 0% commission on successful sales. Online business&nbsp;sales on AcquireBase are facilitated through their partnership with Escrow.com which ensures that transactions are secure and payments are transfered easily. Microns.io aims to carve out a niche in the micro startup acquisition space by providing a curated marketplace with zero seller fees. The platform’s focus on smaller online businesses, subscription model for buyers, and emphasis on simplicity and transparency differentiate it from some other options. In today’s digital age, finding the right business to buy is no longer limited to local connections, classified ads, or word-of-mouth referrals. The rise of online marketplaces has revolutionized the way entrepreneurs buy and sell businesses, offering a vast array of opportunities all in one place.</p>
<div style='text-align:center'><iframe width='568' height='310' src='https://www.youtube.com/embed/wcS0_UUy4iE' frameborder='0' alt='online business marketplace' allowfullscreen></iframe></div>
<h2>The Top 10 Marketplaces for Buying or Selling Your Business</h2>
<div style='text-align:center'><iframe width='562' height='314' src='https://www.youtube.com/embed/JTE3wjeSRg8' frameborder='0' alt='online business marketplace' allowfullscreen></iframe></div>
<p>It’s designed to connect serious buyers with significant business opportunities, offering a platform for larger and more complex acquisitions. Little Exits aims to fill a gap for indie hackers, developers, and creators looking to sell side projects and small online businesses. By focusing on acquisitions under $100,000, it provides a niche platform to quickly liquidate and exit projects that no longer fit a creator’s plans. Little Exits, formerly known as Tiny Acquisitions, is a niche marketplace focused on micro-businesses and small digital projects. It’s an excellent platform for entrepreneurs looking to acquire small, manageable businesses with growth potential. For anyone looking to buy or sell an online business, Flippa is likely the first and most compelling marketplace to explore.</p>
<h2>Shopify Exchange</h2>
<p>While there are several websites you can go to buy or sell an online business, each one has certain qualities that impact the buying and selling process which makes it a slightly different experience. When buying an online business for sale, you’re putting yourself in the position to invest in online property in a similar way as if you were to invest in physical property like real estate. When buying an online business, entrepreneurs have the ability to buy into a company that’s already proven to be profitable and the products are already in demand which means it’s a valuable asset to gain. Entrepreneurs can also buy into existing businesses to gain more market share in an industry they already exist in, making them a more fierce competitor and giving them a greater opportunity to dominate. To own and operate your own online business doesn’t mean you have to necessarily build a business from scratch. Many entrepreneurs do because they have the time, skills, and energy to, but another option exists.</p>
<p>Receive new business listings, industry news and success <a href="https://trading-market.org/1-online-business-marketplace-to-buy-and-sell/">online business marketplace</a> stories every Tuesday. While not the platform for larger acquisitions, Little Exits appears to serve its target market of indie project exits well. The rebranding and domain acquisition of LittleExits.com should help cement its positioning. Based on third-party sources, the service can range from a few thousand dollars per month up to $8,000 or more depending on the level of features and support.</p>
<ul>
<li>Buyers can contact sellers through the platform to request more information or make an offer.</li>
<li>While there are several websites you can go to buy or sell an online business, each one has certain qualities that impact the buying and selling process which makes it a slightly different experience.</li>
<li>All websites and businesses listed over Empire Flippers come with google analytics’s approval for at least six months.</li>
<li>Empire Flippers have an 88% success rate with selling and buying businesses.</li>
<li>These businesses have over $100,000 annual profit and are ready for a new owner.</li>
</ul>
<h2>The #1 Curated Online Business Marketplace</h2>
<p>For buyers, the site allows searching and viewing detailed listings of businesses for sale. Buyers can contact sellers through the platform to request more information or make an offer. For business owners and M&amp;A advisors looking to discreetly market deals to a large pool of qualified buyers, Axial serves as a powerful and cost-effective tool. For investors and acquirers seeking proprietary deal flow, Axial provides a unique avenue to source opportunities specifically matching their criteria from a wide range of sellers.</p>
<p>We hold your hand through the process, step-by-step, and weed out non-serious buyers. Join thousands of customers around the globe who’ve bought and sold over $530M+ worth of online businesses. From internal units and corporate spinoffs to independent startups, there are several ways to structure a B2B marketplace, each with its unique advantages and challenges.</p>
<p>If the company appears to be going downhill but the owner assures you things will improve, believe the numbers. If your business comes with employees, you have a premade team ready and waiting and don’t need to worry as much about hiring employees. Not only can the existing team help you run your new business, but they’re also a valuable source of information about the business.</p>
<ul>
<li>The fastest online business to make money involves dropshipping or selling digital products.</li>
<li>Not only can the existing team help you run your new business, but they’re also a valuable source of information about the business.</li>
<li>Register your free account today to gain full access to our industry-leading marketplace.</li>
<li>Internal marketplaces offer the security of being part of a larger corporation but can face channel conflicts.</li>
<li>The independent professionals and boutique firms that we work with specialize in M&#038;A advisory, due diligence, and post-acquisition value creation.</li>
<li>Never leave a side project abandoned again, just use SideProjectors to transfer the assets and operations to someone willing to pick up the task.</li>
<li>Flippa also offers its own escrow service for secure payment processing, and they offer a free valuation service for sellers so they can discover what their business is worth.</li>
</ul>
<p>Buying and selling businesses&nbsp;are now as common as buying and selling real estate. However, it presents many technicalities since websites essentially represent internet real estate. For sellers, PrivSource provides a free avenue to discreetly access a larger pool of relevant buyers. Microns is a specialized marketplace dedicated to the sale of micro-SaaS businesses and tiny software projects. It’s an emerging platform that caters to entrepreneurs looking to invest in smaller SaaS businesses with growth potential.</p>
<p>Founded in 1996, it has grown to feature over 65,000 active listings annually, making it a go-to platform for a wide range of buyers. Axial is a private deal network that caters to professionals involved in the lower middle market. It’s a platform designed for serious buyers, sellers, and advisors looking to connect on more substantial business transactions. As a newer entrant, Acquire.com still has room to build its track record.</p>
<p>Specializing in assisting with the sale of large tech companies, they know their stuff when it comes to maximizing the value of a business and getting the best possible price for it. Try Shopify for free, and explore all the tools you need to start, run, and grow your business. Join millions of self-starters in getting business resources, tips, and inspiring stories in your inbox. There’s lots of paperwork involved in buying a business, and a lawyer can translate legal jargon to help you understand the terms of the sale. A trusted legal professional can also assist with contracts or agreements you may take on as part of the sale. One advantage of buying an existing business is that you can see its performance history.</p>
<p>These businesses have over $100,000 annual profit and are ready for a new owner. A blog based on social media with good backlinks and high growth potential. Highly profitable and reputable SaaS business in the reputation management space, established in 2018 with impressive revenue and profit margins. B2B AI SaaS research automation platform with proven product-market fit, serving high-profile corporate and government clients like KPMG and J.P.</p>
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		<title>UseCrypt Messenger w Plusie co potrafi ten komunikator?</title>
		<link>http://www.csmporres.com/usecrypt-messenger-w-plusie-co-potrafi-ten/</link>
		<comments>http://www.csmporres.com/usecrypt-messenger-w-plusie-co-potrafi-ten/#comments</comments>
		<pubDate>Mon, 16 Dec 2024 13:07:33 +0000</pubDate>
		<dc:creator>43254979Y</dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.csmporres.com/?p=33455</guid>
		<description><![CDATA[UseCrypt Messenger Jordan Ross Belfort jest prawdziwym Wilk Wall Street kontroluje bezpieczeństwo urządzenia. Sprawdza, czy mikrofon, głośnik i kamera w Twoim urządzeniu nie są wykorzystywane do podsłuchiwania Ciebie. Dzięki tej aplikacji możesz prowadzić ważne rozmowy bez obaw, że telefon dyskretnie szpieguje Cię z kieszeni. Co więcej, UseCrypt Messenger monitoruje system operacyjny pod kątem obecności złośliwych [...]]]></description>
				<content:encoded><![CDATA[<p>UseCrypt Messenger <a href="https://www.forexbrokerslist.site/jordan-ross-belfort-jest-a-prawdziwy-wall-street-wolf/">Jordan Ross Belfort jest prawdziwym Wilk Wall Street</a> kontroluje bezpieczeństwo urządzenia. Sprawdza, czy mikrofon, głośnik i kamera w Twoim urządzeniu nie są wykorzystywane do podsłuchiwania Ciebie. Dzięki tej aplikacji możesz prowadzić ważne rozmowy bez obaw, że telefon dyskretnie szpieguje Cię z kieszeni. Co więcej, UseCrypt Messenger monitoruje system operacyjny pod kątem obecności złośliwych oprogramowań oraz śledzi, czy połączenie internetowe jest bezpieczne. Producent udostępnia nie&nbsp;tylko&nbsp;aplikację, ale&nbsp;też swoją technologię.</p>
<p>Od&nbsp;użytkownika końcowego zależy, czy&nbsp;chce przechowywać ich lokalną kopię w&nbsp;sposób jawny. Istotne dane przechowywane na&nbsp;dysku komputera powinny być zaszyfrowane lub przechowywane tylko&nbsp;na&nbsp;serwerze w&nbsp;chmurze, gdzie replikowanie danych pozwoli zabezpieczyć informacje przed&nbsp;awarią serwera. Daną wiadomość może przeczytać tylko jej nadawca i odbiorca, który otrzymuje &#8220;drugą połowę klucza&#8221;.</p>
<p>Aplikacja Usecrypt Messenger jest już dostępna w Google Play oraz AppStore. Jak już wspomniano, na potrzeby każdej rozmowy generowany jest inny, losowy klucz. Zaraz po zakończeniu rozmowy jest on kasowany z pamięci.</p>
<p>Link wykorzystujący tę usługę miał być wysyłany do znajomych danego użytkownika jako zaproszenie do korzystania z UseCrypt. Autor artykułu z sukcesem przejął kontrolę nad autofwd.com/ucmessenger, co haker mógłby wykorzystać do przekierowywania potencjalnych użytkowników do klona komunikatora. To oczywiście mogłoby pozwolić na kopiowanie danych danego użytkownika, jak i na inne niezbyt dobre rzeczy. Aplikacja do bezpiecznej komunikacji UseCrypt Messenger gwarantuje pełną anonimowość i bezkompromisową poufność rozmów.</p>
<p>UseCrypt Messenger posiada bazę serwerową zlokalizowaną <a href="https://www.forexpulse.info/tfi-markets-forex-broker-przeglad-i-informacje-o-rynkach-tfi/">TFI Markets Forex Broker-przegląd i informacje o rynkach TFI</a> w&nbsp;Europie, która&nbsp;nie&nbsp;podlega jurysdykcji USA. Dodatkowo na&nbsp;żądanie klienta dla największych instytucji możliwe jest wdrożenie serwera w&nbsp;infrastrukturze klienta. Pozwoli to&nbsp;osiągnąć pełną kontrolę nad&nbsp;przepływanymi informacji.</p>
<p>Wystarczy wskazać plik i&nbsp;wybrać odbiorcę z&nbsp;listy kontaktów (czyli znajomych, którzy&nbsp;mają konto UseCrypt Safe). Tylko&nbsp;w&nbsp;taki sposób możliwe jest automatyczne przekazanie drugiej osobie klucza kryptograficznego potrzebnego do&nbsp;odszyfrowania wiadomości. Facebook od&nbsp;lat pozwala zewnętrznym firmom uzyskiwać dostęp do&nbsp;danych użytkowników, np. Wyciek ten doprowadził do&nbsp;ponownego zbadania przepisów chroniących dane użytkowników w&nbsp;USA i&nbsp;Europie. Informacje, które nie&nbsp;umożliwiają identyfikacji konkretnej osoby, możemy udostępniać zarówno publicznie, jak i&nbsp;naszym partnerom, na&nbsp;przykład wydawcom, reklamodawcom, programistom czy&nbsp;właścicielom praw. Możemy na&nbsp;przykład udostępnić informacje publicznie, by&nbsp;pokazać trendy w&nbsp;ogólnym korzystaniu z&nbsp;naszych usług.</p>
<p>Taki nieprawidłowy dobór parametrów w&nbsp;Signalu powodował możliwość szybszego określenia klucza sesji wykorzystywanego do&nbsp;ochrony rozmowy. Wprowadzenie kodeka HD Voice spowodowało konieczność dodania do&nbsp;kodu aplikacji zmian pozwalających na&nbsp;obsługę wyższej przepływności i&nbsp;jakości rozmów. Usunięto wszelkie mechanizmy bibliotek zewnętrznych mające na&nbsp;celu korekcję uzyskiwanego dźwięku. Usecrypt Messenger jako jedyny komunikator na&nbsp;rynku nie&nbsp;pozwoli na&nbsp;nawiązanie połączenia głosowego, w&nbsp;przypadku gdy&nbsp;inna aplikacja wykorzystuje mikrofon urządzenia. Ma&nbsp;to&nbsp;na&nbsp;celu chronić przed&nbsp;podsłuchem użytkownika z&nbsp;wykorzystaniem aplikacji przechwytujących dźwięk. Poza powyższymi, w&nbsp;aplikacji dokonano poprawy bardzo dużej ilości błędów, skutkujących np.</p>
<p>Oprócz komunikatora producent posiada aplikację UseCrypt Safe, która&nbsp;służy do&nbsp;bezpiecznego przechowywania plików i&nbsp;dokumentów (przez&nbsp;30 dni można testować za&nbsp;darmo). Pozwala dzielić się zaszyfrowanymi plikami w&nbsp;ramach utworzonych grup ze&nbsp;współpracownikami. Oczywiście po&nbsp;obu stronach konieczne jest posiadanie UseCrypt Safe. Technologia wykorzystywana w&nbsp;UseCyrpt Safe została wdrożona na&nbsp;komputerach firmy Dell, które posiadają fabrycznie zainstalowaną aplikację.</p>
<p>Uzyskiwanie dostępu do&nbsp;informacji zgromadzonych przez&nbsp;klienta usługi często nie&nbsp;jest transparentne. Algorytmy analizujące maile i&nbsp;dzielące się informacjami z&nbsp;firmami reklamowymi (lub służbami), a&nbsp;także administrator serwera poczty. Kilka tygodni temu szczegółowo przyjrzeliśmy się polskiemu komunikatorowi UseCrypt Messenger, który&nbsp;wszechstronnie okazał się lepszy niż Signal, Facebook Messenger, Telegram czy&nbsp;Viber. I&nbsp;bylibyśmy hipokrytami, gdybyśmy nie&nbsp;wyszczególnili wad i&nbsp;zalet efektu pracy polskich inżynierów. Tych drugich jest zdecydowanie więcej, dlatego pod&nbsp;względem bezpieczeństwa UseCrypt Messenger zwyciężył w&nbsp;naszym rankingu. Tym razem przeanalizowaliśmy aplikację UseCrypt Safe rozwijaną przez&nbsp;spółkę UseCrypt S.A.</p>
<p>Dodatkowo Usecrypt Messenger, jako jedyna aplikacja sprawdza czy telefon nie został zhackowany. Tak jak pisałem wcześniej, utrzymanie infrastruktury nie jest tanie, ale jeśli komuś zależy na&nbsp;prywatności, to&nbsp;warto pobrać testową wersję i samemu sprawdzić UseCrypt Messenger. Co więcej UseCrypt Messenger w przypadku dezinstalacji usuwa klucz z urządzenia oraz wiadomości. Tak jak pisałem wcześniej, utrzymanie infrastruktury nie jest tanie, ale jeśli komuś zależy na prywatności, to warto pobrać testową wersję i samemu sprawdzić UseCrypt Messenger. Usecrypt Messenger posiada własny serwer obsługujący komunikację głosową, zaimplementowany od&nbsp;podstaw.</p>
<p>Nadal musimy się pilnować w sieci <a href="https://www.forexformula.net/fetch-they-themselves-paid/">Zarabiaj na ankietach darmowe witryny ankietowe i spraw, aby Twoja opinia się liczyła</a> i uważać co pobieramy, co oglądamy i co instalujemy. Wielokrotnie na łamach ROOTBLOG-a wspominam o tym, że zamknięty kod Telegrama to jego ogromna wada. Tutaj też Signal ma ogromną (według mnie jedyną) przewagę nad Telegramem. Na szczęście Telegram powoli się otwiera i udostępnia kod swoich klientów.</p>
<p>Makowski podczas rozmowy wspomina jeszcze o rozwiązaniu alarmowym, czyli przycisku &#8220;paniki&#8221;. Podczas logowania do aplikacji na telefonie użytkownik może wpisać specjalny kod, który doprowadzi do skasowania wszystkich danych. W połowie czerwca serwis ArsTechnica informował, że z telefonu adwokata prezydenta Trumpa FBI udało się odzyskać 731 stron wiadomości pochodzących z &#8220;szyfrowanych&#8221; komunikatorów, czyli WhatsAppa i Signala. Służbom udało się też obejrzeć 16 stron zniszczonych dokumentów. Przyjrzeliśmy się szczegółowo polskiemu komunikatorowi UseCrypt Messenger, który – jak zapowiadają twórcy – jest przełomem w nowoczesnej komunikacji telefonicznej. Czy faktycznie powstała bezpieczna alternatywna dla komunikatorów typu Signal, Facebook Messenger, Telegram czy Viber?</p>
<p>UseCrypt Messenger nie zapisuje na serwerach informacji o swoich użytkownikach, nie przekazuje też ich innym podmiotom. Baza danych rozmów jest szyfrowana, aplikacja ma zabezpieczenie hasłem niezależnym od systemu operacyjnego telefonu. W założeniu nawet niepowołana osoba, która odblokuje nasz telefon, nie zapozna się z naszymi konwersacjami. Po jego wpisaniu wszystkie dane z komunikatora zostaną usunięte.</p>
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		<title>Jak obliczać wpłaty do PPK za pracownika, z którym jednocześnie zawarto umowę zlecenia Infor pl</title>
		<link>http://www.csmporres.com/jak-oblicza-wpaty-do-ppk-za-pracownika-z-ktorym/</link>
		<comments>http://www.csmporres.com/jak-oblicza-wpaty-do-ppk-za-pracownika-z-ktorym/#comments</comments>
		<pubDate>Thu, 15 Aug 2024 20:04:11 +0000</pubDate>
		<dc:creator>43254979Y</dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.csmporres.com/?p=56477</guid>
		<description><![CDATA[W przypadku niskich wynagrodzeń pracownika, który jest zatrudniony w niepełnym wymiarze czasu pracy może dojść do sytuacji, że składka zdrowotna będzie ograniczona do wysokości zaliczki na podatek dochodowy. Wpłaty na PPK w części finansowanej Dowmarkets &#8211; czy to oszustwo czy dobry broker Forex przez podmiot zatrudniający jako koszty pracownicze ujmuje się po stronie Wn konta [...]]]></description>
				<content:encoded><![CDATA[<p>W przypadku niskich wynagrodzeń pracownika, który jest zatrudniony w niepełnym wymiarze czasu pracy może dojść do sytuacji, że składka zdrowotna będzie ograniczona do wysokości zaliczki na podatek dochodowy. Wpłaty na PPK w części finansowanej <a href="https://forexdreamland.com/forex-brokerzy/dowmarkets/">Dowmarkets &#8211; czy to oszustwo czy dobry broker Forex</a> przez podmiot zatrudniający jako koszty pracownicze ujmuje się po stronie Wn konta 405 „Ubezpieczenia społeczne i inne świadczenia”. Zazwyczaj jednostki w ramach konta 405 „Ubezpieczenia społeczne i inne świadczenia” wyodrębniają odpowiednie konta analityczne dotyczące poszczególnych świadczeń. W związku z dokonywanymi wpłatami na PPK można zatem prowadzić dodatkową analitykę dotyczącą tych wpłat, np. Należy wówczas pamiętać o dokonaniu odpowiednich zapisów w zakładowym planie kont stanowiącym element zasad (polityki) rachunkowości jednostki.</p>
<p>Przede wszystkim należy upewnić się, że&nbsp;składki będą odprowadzane regularnie i&nbsp;terminowo oraz&nbsp;że&nbsp;będzie można je&nbsp;odpisać od&nbsp;podatku. Pracownicy i&nbsp;pracodawcy mogą skorzystać z&nbsp;wielu korzyści związanych z&nbsp;Programem Pracowniczych Planów Kapitałowych (PPK). Przede wszystkim, pracownicy otrzymują możliwość oszczędzania na&nbsp;emeryturę, co&nbsp;pozwala im&nbsp;na&nbsp;lepsze przygotowanie się do&nbsp;życia po&nbsp;zakończeniu aktywności zawodowej. Pracodawcy natomiast mogą skorzystać z&nbsp;ulg podatkowych, które są&nbsp;oferowane w&nbsp;ramach PPK. Ponadto, program ten może być uznany jako atrakcyjny benefit dla pracowników i&nbsp;pomóc w&nbsp;budowaniu lojalności wobec firmy. Aby skutecznie zarządzać umowami zlecenia w&nbsp;ramach Pracowniczych Planów Kapitałowych (PPK), należy przestrzegać kilku ważnych kroków.</p>
<p>W przypadku większej ilości pracowników, konieczne jest samodzielne ustalenie stopy procentowej. Wówczas wysokość składki zależna jest od rodzaju działalności gospodarczej (kod PKD w CEIDG) np. Ubezpieczenie wypadkowe wypłacane jest przez ZUS w sytuacji, kiedy dojdzie do wypadku lub innego nieszczęśliwego zdarzenia, które miało miejsce bez woli człowieka. Skutkiem takiego wypadku jest wystąpienie uszczerbku na zdrowiu. Podsumowując, Pracownicze Plany Kapitałowe są&nbsp;doskonałym sposobem na&nbsp;oszczędzanie na&nbsp;emeryturę dla osób zatrudnionych na&nbsp;umowie zlecenie. Program oferuje wygodne i&nbsp;bezpieczne rozwiązanie, które pozwala pracownikom zarabiać i&nbsp;jednocześnie odkładać pieniądze na&nbsp;przyszłość.</p>
<h2>Umowa zlecenie i o pracę a PPK</h2>
<p>Zwykle przelew jest mniejszy niż kwota zapisana na umowie. Taka sytuacja może niepokoić wiele osób, jednak nie ma w tym żadnego błędu. Dlatego warto znać podstawowe rozróżnienie między kwotami brutto a netto, dzięki temu można zapobiec ewentualnym przykrym niedomówieniom, a wiedza pozwoli dokładnie obliczyć swoje wynagrodzenie.</p>
<h2>Utrata przez uczestnika PPK statusu osoby zatrudnionej to nie koniec oszczędzania w PPK Przykłady</h2>
<p>Na rachunki PPK pracowników odprowadzane są wpłaty w wysokości podstawowej, finansowane zarówno przez pracodawcę, jak i pracownika. Wpłaty dokonywane do PPK są finansowane częściowo przez podmiot zatrudniający i częściowo przez uczestnika PPK. Wpłaty na PPK finansowane przez podmiot zatrudniający w księgach rachunkowych jednostki ewidencjonuje się analogicznie jak składki na ubezpieczenia społeczne przekazywane do ZUS-u.</p>
<p>Z takim przypadkiem spotkamy się niekiedy podczas zawierania umowy zlecenia. Przystąpienie zleceniobiorcy do PPK ma spory wpływ na wyliczenie wynagrodzenia. (&#8230;) pracodawca, ustalając podstawę wymiaru składek na ubezpieczenie społeczne z tytułu stosunku pracy, powinien (…) zsumować wynagrodzenie z umowy cywilnoprawnej z wynagrodzeniem ze stosunku pracy. „Zapisanie” zleceniobiorcy do PPK może nastąpić tylko wtedy, gdy podlega z tytułu tego zlecenia obowiązkowo ubezpieczeniom emerytalnemu i rentowym. Jeżeli obie <a href="https://forexdata.info/adres-janet-yellen-szef-amerykanskiego-systemu-rezerwy-federalnej-14-12-2016/">Adres Janet Yellen</a> umowy zawarte z pracownikiem spełniają wymagania zawarte w art. 2 ust.</p>
<p>Zleceniodawca dokonuje wypłat wynagrodzenia za dany miesiąc 3&nbsp;dnia następnego miesiąca. Pracodawca ma&nbsp;obowiązek informować zleceniobiorców o&nbsp;ich prawach i&nbsp;obowiązkach, a&nbsp;także o&nbsp;możliwości skorzystania z&nbsp;PPK oraz&nbsp;o&nbsp;konsekwencjach niewykonania lub nienależytego wykonania umowy. Multiagencja ubezpieczeniowa CUK Ubezpieczenia opublikowała 8 kwietnia 2025 r. Raport dotyczący cen ubezpieczeń AC i OC dla kierowców.</p>
<ul>
<li>Projektowana nowelizacja Kodeksu pracy ma zmienić zasady obliczania stażu pracy.</li>
<li>Przede wszystkim należy upewnić się, że składki będą odprowadzane regularnie i terminowo oraz że będzie można je odpisać od podatku.</li>
<li>Należy jednak wyjaśnić, że przystąpienie zleceniobiorcy do PPK nie nastąpi z pierwszym dniem zatrudnienia.</li>
<li>Od tego momentu po upływie 3 miesięcy okresu zatrudnienia, pracownik może zostać wpisany na listę uczestników PPK.</li>
<li>Od stażu pracy – zarówno zakładowego, jak i ogólnego – zależne są uprawnie pracownicze.</li>
</ul>
<h2>ZUS uznał dzieło za zlecenie. A co z wpłatą na PPK?</h2>
<p>Jest to całkowita suma zapisana w umowie, która uwzględnia zarówno składki na ubezpieczenie społeczne, ubezpieczenie zdrowotne, jak i podatek dochodowy. W praktyce oznacza to, że płaca brutto pomniejszona o obowiązkowe potrącenia daje wartość wynagrodzenia netto – czyli kwotę, którą pracownik otrzyma na konto. W obliczeniach należy także uwzględnić koszty uzyskania przychodu, które mogą wpłynąć na wysokość zaliczki na podatek. W przypadku trudności z wyliczeniem pomocny będzie kalkulator wynagrodzeń brutto netto, który automatycznie uwzględni wszystkie aktualne stawki i ulgi. Jak zostało już wspomniane powyżej, pracownicze plany kapitałowe obejmują zatrudnionych zarówno w ramach umowy o pracę, jak i zlecenie, gdy od tych umów odprowadzane są obowiązkowe składki emerytalno-rentowe. Wątpliwości w zakresie wpłat do PPK mogą się pojawić, gdy umowa o pracę i umowa zlecenie zostały zawarte z tym samym pracodawcą.</p>
<ul>
<li>Inwestowanie środków zgromadzonych w Pracowniczych Planach Kapitałowych (PPK) jest ważnym elementem planowania finansowego.</li>
<li>1 pkt 18 ustawy o PPK, czyli pracownik jest uznawany za osobę zatrudnioną w rozumieniu tego przepisu, to wpłaty do PPK są wówczas naliczane i pobierane od wynagrodzenia wypłacanemu pracownikowi zarówno z umowy o pracę, jak i umowy zlecenie.</li>
<li>Wówczas wysokość składki zależna jest od rodzaju działalności gospodarczej (kod PKD w CEIDG) np.</li>
<li>Miesięczne zarobki są dla większości osób najważniejszą motywacją do pracy.</li>
</ul>
<p>Ostatnim ważnym czynnikiem jest to, czy&nbsp;plan oferuje możliwość uzyskania pomocy finansowej po&nbsp;zakończeniu okresu składkowego. Po&nbsp;przeanalizowaniu tych czynników będzie można dokonać świadomego wyboru najlepszego planu PPK dla osób na&nbsp;umowie zlecenie. Zleceniobiorcy pierwsze wypłaty wynagrodzeń po&nbsp;zawarciu umowy o&nbsp;prowadzenie PPK otrzymali 6&nbsp;grudnia 2020. Podmiot zatrudniający ma obowiązek obliczyć/pobrać wpłaty i&nbsp;przekazać je na rachunek instytucji finansowej nie później niż do&nbsp;15 stycznia 2021. Umowa powinna określać obowiązek odprowadzenia składek na&nbsp;ubezpieczenie społeczne oraz&nbsp;podatek dochodowy od&nbsp;osób fizycznych (PIT). Istotne jest to, że osoby, których wynagrodzenie nie przekracza 1,2-krotności minimalnego wynagrodzenia, mają możliwość obniżenia wpłaty podstawowej do 0,5% wynagrodzenia.</p>
<div style='text-align:center'><iframe width='564' height='313' src='https://www.youtube.com/embed/kIpyLaRxXXE' frameborder='0' alt='ppk a zlecenie' allowfullscreen></iframe></div>
<h2>Odpowiedzialność pracodawcy za prawidłowe pobieranie…</h2>
<p>Wówczas możliwe jest oszczędzanie w PPK tylko z jednego tytułu (np. wyłącznie ze stosunku pracy). Należy podkreślić, iż Kodeks pracy zalicza powyższe dwie grupy osób do pracowników. Na potrzeby ustawy o PPK wyłącza się je jednak spod pojęcia „osób zatrudnionych”. W związku z tym, ani młodociani, ani pracownicy przebywający na urlopach górniczych i urlopach dla pracowników zakładu przeróbki mechanicznej węgla nie będą mogli przystąpić do Pracowniczych Planów Kapitałowych. Zakwalifikowanie danej umowy zlecenie pod kątem obowiązkowego ubezpieczenia emerytalnego i rentowego wymaga każdorazowo analizy jeżeli u pracownika nastąpił zbieg tytułów do ubezpieczeń.</p>
<p>Zdobyte doświadczenia pozwalają na łączenie wiedzy teoretycznej z wieloletnią praktyką w zawodzie. Pewna grupa zawodowa ma możliwość korzystania z urlopu regeneracyjnego po spełnieniu odpowiednich warunków. Czy urlop regeneracyjny będzie dostępny dla każdego pracownika?</p>
<p>Sprawdź czy są objęci obowiązkiem uczestnictwa w PPK. Każda osoba zatrudniona w dowolnym momencie może zrezygnować z odprowadzania składek do PPK, podpisując deklarację rezygnacji. Zatrudniony, który podjął decyzję o rezygnacji z dokonywania wpłat do PPK, w dowolnym momencie może wrócić do oszczędzania, należy wówczas złożyć wniosek o dokonywanie wpłat do PPK. Portal MojePPK.pl jest jedynym oficjalnym źródłem informacji o Pracowniczych Planach Kapitałowych, prowadzonym na mocy Ustawy o PPK przez operatora &#8211; PFR Portal PPK sp. Z o.o., spółkę zależną Polskiego Funduszu Rozwoju SA.Treści zawarte na Portalu PPK mają charakter wyłącznie informacyjny i są aktualne na dzień ich zamieszczenia. Treści te nie zastępują obowiązujących przepisów prawa i każdorazowo powinny być interpretowane oraz stosowane z uwzględnieniem aktualnie obowiązujących przepisów prawa.</p>
<h2>Jak oszczędzać na&nbsp;artykułach biurowych bez&nbsp;utraty jakości?</h2>
<p>Powyższy kalkulator ma charakter wyłącznie ilustracyjny i edukacyjny, zatem prezentowane wyniki nie stanowią oferty doradztwa inwestycyjnego oraz nie stanowią prognozy przyszłych zysków. Parametry takie jak oczekiwany roczny zysk, wysokość wpłat, okres dokonywania wpłat oraz okres wypłat określane <a href="https://www.dowjonesrisk.com/market-news-nvidia-dropped-after-hours-equities-mixed-dollar-pared-some-losses/">Market News Nvidia dropped after hours; Equities mixed; Dollar pared some losses</a> są przez użytkownika. Goldman Sachs Towarzystwo Funduszy Inwestycyjnych S.A. I Fundusze Inwestycyjne Goldman Sachs nie gwarantują osiągnięcia celów inwestycyjnych funduszy i subfunduszy ani uzyskania podobnych wyników w przyszłości. Inwestycje w Fundusze Inwestycyjne Goldman Sachs są obarczone ryzykiem inwestycyjnym, a Uczestnik musi liczyć się z istnieniem możliwości utraty części zainwestowanych środków.</p>
<div style='text-align:center'><iframe width='564' height='315' src='https://www.youtube.com/embed/zvefRjO2QUA' frameborder='0' alt='ppk a zlecenie' allowfullscreen></iframe></div>
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		<item>
		<title>Poczta Polska wprowadza specjalną aplikację  Ma dać klientom nowe możliwości</title>
		<link>http://www.csmporres.com/poczta-polska-wprowadza-specjaln-aplikacj-ma-da/</link>
		<comments>http://www.csmporres.com/poczta-polska-wprowadza-specjaln-aplikacj-ma-da/#comments</comments>
		<pubDate>Fri, 02 Aug 2024 18:50:57 +0000</pubDate>
		<dc:creator>43254979Y</dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.csmporres.com/?p=56421</guid>
		<description><![CDATA[Z Pocztex Mobile zdalnie otworzysz skrytkę w automatach Pocztex AUTOMAT. Aplikacja jest bezpłatna i&#160;nie zawiera reklam, chyba że użytkownik wyrazi zgodę na otrzymywanie komunikatów marketingowych. Brak zgody na otrzymywanie takich komunikatów nie blokuje jednak możliwości korzystania z&#160;aplikacji. Dla osób, które pobrały aplikację i&#160;założyły konto, ale z&#160;różnych powodów nie mają dostępu do telefonu, a&#160;chcą korzystać z&#160;funkcjonalności [...]]]></description>
				<content:encoded><![CDATA[<p>Z Pocztex Mobile zdalnie otworzysz skrytkę w automatach Pocztex AUTOMAT.</p>
<p>Aplikacja jest bezpłatna i&nbsp;nie zawiera reklam, chyba że użytkownik wyrazi zgodę na otrzymywanie komunikatów marketingowych. Brak zgody na otrzymywanie takich komunikatów nie blokuje jednak możliwości korzystania z&nbsp;aplikacji. Dla osób, które pobrały aplikację i&nbsp;założyły konto, ale z&nbsp;różnych powodów nie mają dostępu do telefonu, a&nbsp;chcą korzystać z&nbsp;funkcjonalności Pocztex Mobile, Poczta Polska uruchomiła stronę aplikacja.pocztex.pl. Strona ta ma taką samą funkcjonalność jak aplikacja mobilna i&nbsp;można się do niej zalogować za pomocą tych samych danych. Korzystanie z aplikacji wymaga wcześniejszej rejestracji – ustanowienia hasła i loginu, podania danych kontaktowych, akceptacji regulaminów i logowania – za pośrednictwem maila hasła albo poprzez konta Google, Apple, Facebook lub Envelo. Gdy przy rejestracji użytkownik poda swój numer telefonu, informacje o jego przesyłkach pojawią się w aplikacji automatycznie.</p>
<p>Andrzej Bodziony, wiceprezes Poczty Polskiej, podkreśla, że Poczta Polska stara się być jak najbliżej swoich klientów, a&nbsp;większość z&nbsp;nich korzysta z&nbsp;urządzeń mobilnych. Aplikacja mobilna Pocztex MobileZ aplikacją nadawaj, śledź i odbieraj przesyłki. • Zdalne otwieranie skrytek Z Pocztex Mobile możesz zdalnie otwierać skrytki w automatach paczkowych Pocztex AUTOMAT. Znajdziesz tu mapę wszystkich punktów odbioru oraz automatów paczkowych, z których możesz odebrać przesyłki. • Oszczędność czasu Aplikacja Pocztex Mobile to oszczędność czasu. W automatach Pocztex AUTOMAT możesz odebrać swoje przesyłki zdalnie albo przy pomocy kodu odbioru QR.• Powiadomienia o statusie przesyłek Dzięki powiadomieniom dostajesz informacje o zmianach statusów przesyłek.</p>
<div style='text-align:center'><iframe width='568' height='318' src='https://www.youtube.com/embed/4Cgixg8o8gY' frameborder='0' alt='poczta polska aplikacja' allowfullscreen></iframe></div>
<p>W aplikacji znajdzie informacje o już odebranych przesyłkach (zakładka „archiwum”), śledzonych wcześniej z wykorzystaniem aplikacji. Podstawową funkcjonalnością nowej aplikacji Pocztex Mobile jest śledzenie paczek użytkownika, które są przypisane do konta na podstawie numeru telefonu. Dotyczy to zarówno odbieranych przesyłek, jak i tych nadawanych przez nas do innych osób. Ponadto istnieje możliwość sprawdzania paczek należących do znajomych czy rodziny. Natomiast wszystkie wcześniej odebrane przesyłki trafiają do sekcji Archiwum.</p>
<div style='text-align:center'><iframe width='569' height='311' src='https://www.youtube.com/embed/jgaA1WSitsI' frameborder='0' alt='poczta polska aplikacja' allowfullscreen></iframe></div>
<h2>Poczta Polska zaprezentowała własną aplikację. Pocztex Mobile to ich odpowiedź na InPost Mobile</h2>
<p>W aplikacji możemy nie tylko monitorować szczegóły dostawy, ale także sprawdzać lokalizację paczki na bieżąco, czy też skorzystać z archiwum, w którym znajdziemy starsze przesyłki. Poczta Polska udostępnia dziś&nbsp; swoją aplikację mobilną na Androida i iOS. Aplikacja nosi nazwę Pocztex Mobile i wreszcie jest dostępna dla użytkowników – jej premierę Poczta zapowiadała bowiem bardzo długo. Wszyscy, którzy wyślą swoje przesyłki usługą Paczka+ przy wykorzystaniu aplikacji elektronicznej mogą liczyć na dodatkowy rabat.</p>
<p>Z czasem obowiązek ten będzie rozszerzany na inne podmioty. Czyli wdrażanie systemu e-Doręczeń, oznacza początek końca papierowego awizo. Poczta Polska bardzo długo kazała czekać nam na aplikację Pocztex Mobile, ponieważ po raz pierwszy zapowiedziano jej wydanie już w… listopadzie 2021 roku. W sierpniu 2022 roku usłyszeliśmy o niej po raz kolejny, ponieważ w Biuletynie Urzędu Patentowego odnaleziono informację o zastrzeżeniu znaku towarowego Pocztex mobile. Ponad rok później program znów wraca na tapet, bo dziś <a href="https://www.forexexpo.info/european-akcje-tepid-przed-brexit-rozmowy-wznowic/">Europejski letnią akcji przed rozmowach Brexit wznowić</a> oficjalnie poinformowano o jego udostępnieniu.</p>
<p>Skorzystanie z aplikacji pozwala skrócić czas wizyty na poczcie, tym samym zwiększając bezpieczeństwo. Systematycznie będą się w niej pojawiać nowe funkcjonalności, w tym możliwość nadawania przesyłek. Aplikację od Poczty Polskiej zapowiadano od jakiegoś czasu. Mamy w niej oczywiście dostęp do informacji na temat naszych przesyłek Pocztex – zarówno tych do odbioru, jak i tych nadanych przez nas. Poczta Polska rozwinęła aplikację Nadaj Przesyłkę o kolejne funkcjonalności.</p>
<h2>Poczta Polska wprowadza specjalną aplikację. Ma&nbsp;dać klientom nowe możliwości</h2>
<ul>
<li>Podstawową funkcjonalnością nowej aplikacji Pocztex Mobile jest śledzenie paczek użytkownika, które są przypisane do konta na podstawie numeru telefonu.</li>
<li>Jest narodowym operatorem pocztowym oraz jednym z polskich liderów usług komunikacyjnych, paczkowo-kurierskich i logistycznych.</li>
<li>W apce znajdziemy też wyszukiwarkę kodów pocztowych, placówek pocztowych, punktów partnerskich oraz automatów paczkowych Pocztex Automat.</li>
<li>Ponad rok później program znów wraca na tapet, bo dziś oficjalnie poinformowano o jego udostępnieniu.</li>
<li>Umożliwia ona śledzenie przesyłek Pocztex oraz ich obsługę za pośrednictwem urządzeń mobilnych.</li>
</ul>
<p>Klienci Poczty Polskiej mogą już monitorować nadane przesyłki także poprzez smartfony. Jest to możliwe dzięki internetowej <a href="https://forexdreamland.com/forex-brokerzy/intertrader-opinie-i-recenzja-forex-brokera/">InterTrader</a> aplikacji mobilnej,&nbsp; która umożliwia ciągły i zdalny dostęp do informacji o przesyłkach. Dzięki temu rozwiązaniu można także sprawdzić lokalizację najbliższej placówki pocztowej.</p>
<p>Co więcej, użytkownicy mogą też włączyć nawigację do nich, co zdecydowanie może ułatwić bezproblemowe i szybkie dotarcie do ww. Wyszukiwanie kodów pocztowych, placówek pocztowych, punktów partnerskich oraz automatów paczkowych Pocztex Automat. Ciekawą opcją jest również system nawigacji, który prowadzi użytkownika do konkretnego punktu należącego do Poczty Polskiej lub jej partnerów. Aby skorzystać z&nbsp;aplikacji, konieczna jest wcześniejsza rejestracja -&nbsp;ustanowienie hasła i&nbsp;loginu, podanie danych kontaktowych, akceptacja regulaminów i&nbsp;logowanie -&nbsp;za pośrednictwem maila hasła lub poprzez konta Google, Apple, Facebook lub Envelo. Jeśli podczas rejestracji użytkownik poda swój numer telefonu, informacje o&nbsp;jego przesyłkach pojawią się w&nbsp;aplikacji automatycznie. W&nbsp;przeciwnym razie, użytkownik może wyszukać przesyłki i&nbsp;nimi zarządzać, wpisując ich numer.</p>
<ul>
<li>Sprowadza się jedynie do przekazania paczki pracownikowi, który wczyta kod przesyłki i bez dodatkowych formalności przyjmie przesyłkę oraz opłatę.</li>
<li>Sieć ponad 7,5 tysiąca placówek i ogromne zaufanie społeczne do Pocztowców to ogromny kapitał, w oparciu o który Spółka chce budować przyszłość.</li>
<li>Dla osób, które pobrały aplikację i założyły konto, ale z różnych powodów nie mają dostępu do telefonu a chcą korzystać z funkcjonalności Pocztex Mobile, Poczta Polska uruchomiła stronę aplikacja.pocztex.pl.</li>
</ul>
<h2>Apple wymyśliło oryginalny sposób na aktualizowanie iPhone’ów</h2>
<p>To kolejny krok w stronę nowoczesnych i wygodnych rozwiązań, których oczekują nasi użytkownicy – komentuje Piotr Szajczyk, Wiceprezes Zarządu Poczty Polskiej ds. Osoby, które mają pytania dotyczące korzystania z&nbsp;aplikacji Pocztex Mobile lub usługi kurierskiej, mogą skorzystać z&nbsp;bazy odpowiedzi (zakładka &#8220;pomoc&#8221;) lub skontaktować się z&nbsp;konsultantami Poczty Polskiej -&nbsp;telefonicznie lub za pośrednictwem maila. Aby korzystać z&nbsp;aplikacji należy wcześniej się zarejestrować i&nbsp;ustawić hasło wraz z&nbsp;loginem, podać dane kontaktowe, zaakceptować regulamin, za pośrednictwem maila lub poprzez konta Google, Apple, Facebook lub Envelo. Aplikacja, podobnie jak Allegro czy InPost Mobile, pozwala zdalnie otworzyć skrytkę Pocztex 24/7 czy wybrać strefę ułatwionego odbioru lub podejrzeć usługi i godziny pracy wybranej placówki pocztowej. Możemy także szybko sprawdzić gdzie znajduje się najbliższy punkt Poczty Polskiej (automat paczkowy, filia PP lub punkt partnerski) czy kod pocztowy. Jest to bardzo ciekawa opcja, która powinna pozwolić ominąć kolejki, które w niektórych placówkach Poczty potrafią być długie.</p>
<h2>Zarządzaj przesyłkami mobilnie dzięki aplikacji Poczty Polskiej”</h2>
<p>✅Aplikację mobilną można pobrać za pośrednictwem App Store (iOS) lub Google Play (Android). Aplikacja mobilna Poczty Polskiej została oparta na platformie internetowej i nowoczesnych technologiach. Działa na każdym urządzeniu posiadającym nowoczesną przeglądarkę internetową. Jest również tak zaprojektowana, aby mogli z niej korzystać użytkownicy tabletów. Deweloper (Poczta Polska) wskazał, że zasady ochrony prywatności w&nbsp;aplikacji mogą obejmować opisane poniżej metody przetwarzania danych. Aby dowiedzieć się więcej, zapoznaj się z&nbsp;zasadami ochrony prywatności dewelopera.</p>
<h2>Poczta Polska udostępniła nową aplikację do obsługi przesyłek kurierskich</h2>
<p>Poczta Polska poinformowała o dostępności nowej aplikacji mobilnej na telefony. To Pocztex Mobile, które zostało udostępnione na urządzenia z systemami Android oraz iOS. Rewolucji nie ma i widać dosyć duże inspirowanie się rozwiązaniami, które ma&nbsp;konkurencja.</p>
<p>Jeśli wierzyć państwowemu operatorowi przesyłek, to w niedługim czasie apka ma dawać podobne możliwości do tych, które oferuje komercyjna konkurencja. E-doręczenia to usługa umożliwiająca elektroniczną wymianę dokumentów z potwierdzeniem odbioru, oparta na Ustawie z dnia 18 listopada 2020 r. Usługa ta zapewnia równoważność prawną doręczeń elektronicznych i tradycyjnych, gwarantując użytkownikom bezpieczną i wiarygodną formę korespondencji. E-Doręczenia to oszczędność czasu i pieniędzy – wysyłanie i odbieranie dokumentów online, bez konieczności wychodzenia z domu.</p>
<p>Dotychczas Klienci mogli samodzielnie przygotowywać i generować etykiety przesyłek kurierskich Pocztex oraz Paczka+, teraz zyskali taką możliwość również dla przesyłek krajowych nadawanych w usłudze Paczka pocztowa. Dzięki nowemu rozwiązaniu Klienci mają możliwość wyboru w ofercie dogodnej opcji wysyłki w&nbsp;zależności od potrzeb w cenie już od 8,99 zł. Ponadto przypominamy, że Klienci cyfrowi płacą mniej i oszczędzają czas nadając w jednym z 550 okienek dedykowanych do obsługi Klientów korzystających z usług elektronicznych. Systematycznie będą się w&nbsp;niej pojawiać nowe funkcjonalności, w&nbsp;tym możliwość nadawania przesyłek.</p>
<h2>Mapa punktów i automatów paczkowych</h2>
<p>Z aplikacją Pocztex Mobile Poczty Polskiej śledź <a href="https://www.dowjonesrisk.com/market-update-may-14-stocks-rebound-at-the-end-of-the-week/">Aktualizacja rynku 14 maja Akcje odbijają się pod koniec tygodnia</a> i odbieraj przesyłki. Szybko znajdziesz najbliższy punkt, placówkę – Pocztex PUNKT lub automat – Pocztex AUTOMAT, w których możesz zarówno wysłać jak i odebrać swoje paczki na terenie całego kraju. Poczta Polska uruchomiła swoją własną aplikację mobilną o nazwie Pocztex Mobile. Jej funkcje nie powalają, jednak obecna wersja programu to dopiero początek.</p>
<div style='text-align:center'><iframe width='569' height='319' src='https://www.youtube.com/embed/9R8DIzfgn4k' frameborder='0' alt='poczta polska aplikacja' allowfullscreen></iframe></div>
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		<title>Charles Schwab vs  E*TRADE 2025 Pros and Cons Compared</title>
		<link>http://www.csmporres.com/charles-schwab-vs-e-trade-2025-pros-and-cons/</link>
		<comments>http://www.csmporres.com/charles-schwab-vs-e-trade-2025-pros-and-cons/#comments</comments>
		<pubDate>Tue, 25 Jun 2024 20:10:55 +0000</pubDate>
		<dc:creator>43254979Y</dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.csmporres.com/?p=57308</guid>
		<description><![CDATA[Charles Schwab got its start in 1971 and has always been a big part of the discount brokerage industry. They are notable for offering low prices for their customers as well as fast order execution. In 2020, Charles Schwab acquired TD Ameritrade, expanding its reach and influence in the market. It’s one of the best [...]]]></description>
				<content:encoded><![CDATA[<p>Charles Schwab got its start in 1971 and has always been a big part of the discount brokerage industry. They are notable for offering low prices for their customers as well as fast order execution. In 2020, Charles Schwab acquired TD Ameritrade, expanding its reach and influence in the market. It’s one of the best options for newer investors and traders who are looking for lower fees and commissions that work with a limited budget. ETrade is best for long-term investors and active traders alike, but it is just okay compared <a href="https://trading-market.org/charles-schwab-vs-e-trade/">charles schwab vs etrade</a> to other platforms. If you are a long-term investor, ETrade is great, but it doesn’t offer as much flexibility with fractional shares.</p>
<div style='text-align:center'><iframe width='560' height='317' src='https://www.youtube.com/embed/ClAOlPujcA8' frameborder='0' alt='charles schwab vs etrade' allowfullscreen></iframe></div>
<h2>Why would I want to use an online stock trading platform?</h2>
<p>The web versions and mobile apps for the Charles Schwab and its thinkorswim platforms are generally easy to use and have intuitive designs. The site and the app have simple menus, clear layouts, and easy-to-use functions. Another notable point of praise is that the Charles  Schwab app is designed to function like the website it’s based on.</p>
<p>Customers have complained of extra fees, being unable to withdraw their own money, and customer service representatives being incompetent. We cannot recommend E Trade as anything but a not-quite-average stock trading platform. Charles Schwab has been around for over 50 years and is a trusted name in stock trading platforms. They became well-known early on for their quick trading practices and their low fees. They are welcoming to beginning traders and offer several plans that appeal to just about any level of experience.</p>
<h2>Money</h2>
<p>Additionally, they offer banking services, retirement accounts, and access to financial advisors. For active traders, the best platforms will have advanced charting capabilities, responsive customer service, robust toolkits, and they will also offer high-quality research resources. We highly recommend those platforms that allow for backtesting &#8211; a way to put in a particular strategy simulation and see how it might play out before committing to the trade in real life. Be sure to ask questions and double-check that whatever stock trading platform you use, they will have the tools that fit your particular needs. What it really comes down to is learning how to conduct trades and how different features of the app or website work, which can be learned over time using the “Knowledge” tab. Charles Schwab offers stock and ETF trades at $0 commission and options trading at $0 commission + $0.65 per contract.</p>
<p>Stock trading involves buying and selling shares in public companies — called stocks — to try to make money. You can earn a profit by buying stocks at a lower value than when you&#8230; For stocks and ETFs at Fidelity, for example, you specify the account you want to trade in, and then the number of shares or dollar amount you want to purchase.</p>
<h2>Is it expensive to trade stocks online?</h2>
<p>While Charles Schwab offers stock and ETF trades at $0 commission and options trading at $0 commission + $0.65 per contract. ETrade offers competitive pricing for derivative trading and offers a trading platform for charting and analysis. This trading platform is best for newer traders and those with some baseline or intermediate experience with online trading. Charles Schwab is also notable for being a good option for traders who want to prioritize customization and access advanced tools for continual learning and improvement in their trading routine. There is currently no dedicated forum section on the Charles Schwab website or mobile app. However, Charles Schwab is highly active on their social media platforms which provides an avenue for traders and investors to share ideas or ask questions about the Charles Schwab trading platform.</p>
<p>For beginning traders, there are platforms that have devoted a big part of their online presence into education. Some have partnered with banks so you can do all of your investing along with your banking. Or, are you someone who has had a lot of experience in investing and wants to get back into the game or take your game to the next level? Are you wanting to take high risks, or are you more conservative in your approach? There are plenty of options out there and there are some who focus on everything and some who specialize in one or two niche markets.</p>
<h2>Is online stock trading trustworthy?</h2>
<ul>
<li>Most advisor accounts (robo or personal) involve you completing a questionnaire and/or a phone call that considers your time frame, financial goals, and risk tolerance.</li>
<li>For stocks and ETFs at Fidelity, for example, you specify the account you want to trade in, and then the number of shares or dollar amount you want to purchase.</li>
<li>We’ve just gone through seven types of available accounts and the great news is that there aren’t any initial deposits required and no opening or maintenance fees.</li>
<li>The stock market itself is a lot to take in, and picking the right brokerage platform while learning the ropes can seem like an impossible task.</li>
<li>ETrade offers competitive pricing for derivative trading and offers a trading platform for charting and analysis.</li>
<li>Unfortunately, this merger seems to have gone a little less smoothly than desired, with many customers recently complaining of glitches, outages, and terrible customer service.</li>
<li>You can earn a profit by buying stocks at a lower value than when you&#8230;</li>
</ul>
<p>Seasoned traders really like the Thinkorswim trading platform, a product of Charles Schwab&#8217;s merger with TD AmeriTrade. Unfortunately, this merger seems to have gone a little less smoothly than desired, with many customers recently complaining of glitches, outages, and terrible customer service. Charles Schwab is a well-established brokerage firm known for its wide range of investment products and services. Schwab also provides a user-friendly online platform and mobile app, along with educational resources to help clients make informed investment decisions.</p>
<h2>Charles Schwab User Feedback</h2>
<p>The stock market itself is a lot to take in, and picking the right brokerage platform while learning the ropes can seem like an impossible task. Trading is buying and selling investments, such as stocks, bonds, commodities, and other types of assets, with the goal of making a profit. With an active investing strategy, you&#8217;re hoping to outperform the market by buying and selling frequently—on a monthly, weekly, daily, or even hourly basis.</p>
<div style='text-align:center'><iframe width='564' height='318' src='https://www.youtube.com/embed/1TZ0rN_FZcg' frameborder='0' alt='charles schwab vs etrade' allowfullscreen></iframe></div>
<p>Since you&#8217;re interested in Online Stock Trading Platforms, here are some other reviews you might find interesting.</p>
<p>It is also not the broker of choice for active traders, since much better platforms like tastytrade and thinkorswim are available. Charles Schwab offers some special pricing and handling for large block transactions (orders of 10,000 shares or more), specifically for traders who are using the Pro Plan. Taking advantage of the Pro Plan’s tiered pricing, high-volume traders can enjoy discounts on per-contract options trading. This platform comes with a wide range of options-specific features like strategy builders and profit-loss calculators as well as some unique charting tools or technical analysis aids for options. For example, if you are going to be trading mostly on your mobile phone, you will want to make sure the stock trading company you choose has a strong mobile platform.</p>
<ul>
<li>If you enjoyed this side by side matchup be sure to check out our other trading platform comparisons.</li>
<li>Some companies do a bare-bones mobile app, and that would not be a suitable fit.</li>
<li>As you’ll see, there are good and bad reviews for each, so we included a mix to give you an idea of the experiences that traders have had in the past using these services.</li>
<li>However, Charles Schwab is highly active on their social media platforms which provides an avenue for traders and investors to share ideas or ask questions about the Charles Schwab trading platform.</li>
<li>We highly recommend those platforms that allow for backtesting &#8211; a way to put in a particular strategy simulation and see how it might play out before committing to the trade in real life.</li>
<li>For active traders, the best platforms will have advanced charting capabilities, responsive customer service, robust toolkits, and they will also offer high-quality research resources.</li>
</ul>
<p>Around for almost as long as the internet, E Trade was the pioneer of online stock trading platforms. It has several robust platforms to choose from and lots of plans with no minimums and $0 commissions. However, upon being acquired by Morgan Stanley, customer reviews indicate that the company&#8217;s platforms began experiencing crashes and glitches, and the company&#8217;s customer service decreased substantially. In addition, when trying to close accounts, customers get ignored or have to wait on hold for long stretches of time.</p>
<h2>Free Stock Trading App</h2>
<p>On those types of accounts, you can find options with no fees, and the ones that do charge fees are usually much less expensive than working with a human advisor one-on-one. Are you the kind of investor who doesn&#8217;t want to actually pull the trigger on choosing which stocks to buy on your own? You might want to look into robo-advisors or a dedicated financial advisor or team of advisors. Not only have we tested both of these trading apps and websites, but we took the time to consult some review sites to see how the public feels toward these platforms.</p>
<p>Most advisor accounts (robo or personal) involve you completing a questionnaire and/or a phone call that considers your time frame, financial goals, and risk tolerance. From there, the company will create a portfolio matching the information you gave. This portfolio will be rebalanced automatically, and you don&#8217;t have to do a thing.</p>
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		<title></title>
		<link>http://www.csmporres.com/page-13-2/</link>
		<comments>http://www.csmporres.com/page-13-2/#comments</comments>
		<pubDate>Fri, 14 Jun 2024 18:18:05 +0000</pubDate>
		<dc:creator>43254979Y</dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.csmporres.com/?p=56508</guid>
		<description><![CDATA[Nasi pracownicy są naszymi najlepszymi ambasadorami. Dbamy o to, żeby każda z ponad tysiąca zatrudnionych osób miała wiedzę nt. Funkcjonowania spółki i zapewnioną możliwość rozwoju zawodowego. Zapewniamy szkolenia podnoszące kwalifikacje, szeroki pakiet benefitów pozapłacowych, np. Prywatną opiekę medyczną, dofinansowanie do wypoczynku oraz ubezpieczenie Co to jest impuls do Forex? Cechy handlu grupowe na preferencyjnych warunkach. [...]]]></description>
				<content:encoded><![CDATA[<p>Nasi pracownicy są naszymi najlepszymi ambasadorami. Dbamy o to, żeby każda z ponad tysiąca zatrudnionych osób miała wiedzę nt. Funkcjonowania spółki i zapewnioną możliwość rozwoju zawodowego. Zapewniamy szkolenia podnoszące kwalifikacje, szeroki pakiet benefitów pozapłacowych, np. Prywatną opiekę medyczną, dofinansowanie do wypoczynku oraz ubezpieczenie <a href="https://forexdata.info/co-to-jest-impuls-do-forex-cechy-handlu/">Co to jest impuls do Forex? Cechy handlu</a> grupowe na preferencyjnych warunkach.</p>
<ul>
<li>Buraki są przez nas przetwarzane niemal w 100%.</li>
<li>Prywatną opiekę medyczną, dofinansowanie do wypoczynku oraz ubezpieczenie grupowe na preferencyjnych warunkach.</li>
<li>Średni promień dostaw buraków do naszych cukrowni wynosi 42 km w Wielkopolsce i 68 km w obrębie Cukrowni Glinojeck.</li>
<li>Uprawy znajdują się w bezpośrednim sąsiedztwie naszych cukrowni, dzięki czemu nasz transport jest mało uciążliwy.</li>
<li>Dbamy o to, żeby każda z ponad tysiąca zatrudnionych osób miała wiedzę nt.</li>
<li>Krótkie kursy aut to mniejszy ślad węglowy i wpływ na środowisko.Więcej o współpracy z plantatorami przeczytasz tutaj.</li>
</ul>
<h2>ZAKŁADY PRODUKCYJNEPosiadamy cztery cukrownie: Glinojeck, Gostyń, Miejska Górka oraz Środa Wielkopolska.</h2>
<p>Jesteśmy <a href="https://forexdreamland.com/forex-brokerzy/alior-trader-opinie-i-recenzja-forex-brokera/">Alior Trader</a> jednym z największych producentów cukru w Polsce sprzedawanego pod znaną marką Diamant. Ton cukru, który każdego dnia trafia do polskich rodzin. Z naszych produktów korzystają również mali i średni przedsiębiorcy oraz duże polskie i międzynarodowe korporacje.</p>
<h2>Liny PFEIFER – doświadczenie i bezpieczeństwo</h2>
<ul>
<li>Zapewniamy szkolenia podnoszące kwalifikacje, szeroki pakiet benefitów pozapłacowych, np.</li>
<li>Ton cukru, który każdego dnia trafia do polskich rodzin.</li>
<li>Z naszych produktów korzystają również mali i średni przedsiębiorcy oraz duże polskie i międzynarodowe korporacje.</li>
<li>Funkcjonowania spółki i zapewnioną możliwość rozwoju zawodowego.</li>
<li>Stale poprawiamy bezpieczeństwo pracy w naszych cukrowniach poprzez szkolenia dla pracowników oraz prowadzenie regularnych audytów z zakresu BHP.</li>
</ul>
<p>Stale poprawiamy bezpieczeństwo pracy w naszych cukrowniach poprzez szkolenia dla pracowników oraz prowadzenie regularnych audytów z zakresu BHP. Nasze buraki kupujemy wyłącznie z polskich, lokalnych upraw, a nasi plantatorzy oferują kolejne miejsca pracy okolicznym mieszkańcom. Uprawy znajdują się w bezpośrednim sąsiedztwie naszych cukrowni, dzięki czemu nasz transport jest mało uciążliwy.</p>
<div style='text-align:center'><iframe width='564' height='316' src='https://www.youtube.com/embed/1R-eCvFo170' frameborder='0' alt='pfeifer &#038; langen polska' allowfullscreen></iframe></div>
<h2>Liny PFEIFER – doświadczenie i bezpieczeństwo</h2>
<p>Średni promień dostaw buraków do naszych cukrowni wynosi 42 km <a href="https://www.dowjonesrisk.com/nvidia-boosts-nasdaq-again-but-are-signals-suggesting-a-change/">NVIDIA Boosts NASDAQ Again, But Are Signals Suggesting a Change?</a> w Wielkopolsce i 68 km w obrębie Cukrowni Glinojeck. Krótkie kursy aut to mniejszy ślad węglowy i wpływ na środowisko.Więcej o współpracy z plantatorami przeczytasz tutaj. Buraki są przez nas przetwarzane niemal w 100%. Odzyskaną z nich wodę wykorzystujemy ponownie – w zamkniętych obiegach, przy produkcji cukru.Więcej o ultranowoczesnych i przyjaznych środowisku metodach naszej pracy przeczytasz tutaj .</p>
<div style='text-align:center'><iframe width='566' height='319' src='https://www.youtube.com/embed/yOpzX_5D-48' frameborder='0' alt='pfeifer &#038; langen polska' allowfullscreen></iframe></div>
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		<title>What Is the Hanging Man Candlestick Pattern, and How Can You Trade It? Market Pulse</title>
		<link>http://www.csmporres.com/what-is-the-hanging-man-candlestick-pattern-and-2/</link>
		<comments>http://www.csmporres.com/what-is-the-hanging-man-candlestick-pattern-and-2/#comments</comments>
		<pubDate>Wed, 05 Jun 2024 07:30:05 +0000</pubDate>
		<dc:creator>43254979Y</dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.csmporres.com/?p=28386</guid>
		<description><![CDATA[Candlestick pattern analysis can be applied to various timeframes and assets. The choice of timeframe and asset depends on your trading style, preferences, and goals. According to the Encyclopedia of Candlestick Charts by Thomas N. Bulkowski (link), the Hanging Man candlestick pattern has a success rate of 59%. Hanging Man&#160;Candle I How to Trade the&#160;Hanging [...]]]></description>
				<content:encoded><![CDATA[<p><img 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" width="606px" alt="hanging man candlestick pattern"/></p>
<p>
<p>Candlestick pattern analysis can be applied to various timeframes and assets. The choice of timeframe and asset depends on your trading style, preferences, and goals. According to the Encyclopedia of Candlestick Charts by Thomas N. Bulkowski (link), the Hanging Man candlestick pattern has a success rate of 59%.</p>
</p>
<p><img 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" width="609px" alt="hanging man candlestick pattern"/></p>
<p>
<h2>Hanging Man&nbsp;Candle I How to Trade the&nbsp;Hanging Man&nbsp;candlestick pattern</h2>
</p>
<p>
<p>According to Bulkowski, such occurrences foreshadow a further pricing reversal up to  70% of the time. Because it is <a href="https://g-markets.net/helpful-articles/hanging-man-candlestick-pattern/">hanging man candlestick pattern</a> a reversal pattern, there must be a trend of some length before the appearance of the pattern. The market doesn't need to be in a long uptrend, but there must be a recognizable price rise preceding the pattern. This has been confirmed with the downtrend price movement in the direction of the bearish pattern formation.</p>
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<p>
<p>Effective risk management necessitates a thorough understanding of the hanging man pattern. Recognizing this pattern allows traders to protect their investments and anticipate market changes. In this article, we will explore the formation, significance, and successful trading strategies of the hanging man candlestick pattern. Yes, both the Hanging Man candlestick and the Shooting Star candlestick are reversal patterns in a price chart that indicate a potential trend reversal. The Hanging Man and Shooting Star candlesticks are similar in appearance, with a small body at the top of the candle, a long lower shadow, and little or no upper shadow.</p>
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<p>
<h2>Is the Hanging Man Pattern Reliable?</h2>
</p>
<p>
<p>There is no perfect entry point, which is why a stop loss was invented. However, it is important to open trades only after full confirmation that the market is bearish. This is the price reversal, after which the market sentiment finally becomes bearish. There is no difference between the red and green hanging man since only the candle's structure is important. However, the red color emphasizes the distinctive bearish sentiment.</p>
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<p>
<p>The hanging man is represented by a small body near the top of the candlestick, a long lower shadow, and little to no upper shadow. Identifying the Hanging Man pattern is an essential skill for traders looking to spot potential trend reversals. This action creates a candle with a small body and a long lower shadow. The formation reflects a scenario where sellers were able to push the price down, but buyers managed to pull it back up slightly, raising questions about the strength of the uptrend. The Hanging Man candlestick pattern forms when, during an uptrend, the price opens, trades significantly lower, but then rallies to close near the opening price.</p>
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<h3>Is bearish buy or sell?</h3>
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<p>To take a bearish position, many traders will short sell. Short-selling is a way of trading that returns a profit if an asset drops in price. Traditionally, if you were short-selling stock, for example, you would borrow some stock from your broker, and immediately sell it at the current market price.</p>
</div></div>
</div>
<p>
<p>These include waiting for confirmation, such as a bullish candlestick or a price close above the high of the hammer candle. The hanging man candle has become a key part  of a bearish trend reversal for most technical analysts who want to trade this pattern. The price action can be very effective when this candlestick pattern is identified properly. The hanging man is probably one of the better known candlestick patterns, but it does not work as many expect. Candle theory says it acts as a bearish reversal of the prevailing price trend,but my tests show that it is really a bullish continuation 59% of the time.</p>
</p>
<p>
<ol>
<li>Doji patterns come in a variety of shapes and sizes, including the standard Doji, long-legged Doji, dragonfly Doji, gravestone Doji, and four-price Doji.</li>
<li>Candlestick pattern traders believe the Hanging Man is a bearish reversal indicator.</li>
<li>The GBP/JPY chart above illustrates this, with the price making higher highs while the Relative Strength Index (RSI) makes lower highs, creating the desired divergence.</li>
<li>This article represents the opinion of the Companies operating under the FXOpen brand only.</li>
<li>Pivot Points are automatic support and resistance levels calculated using math formulas.</li>
</ol>
<p>
<h2>Bearish Harami Candlestick Pattern</h2>
</p>
<p>
<ol>
<li>Among the many setups, the hanging man holds particular significance.</li>
<li>What makes a pattern valid is not just the shape, but also the location where it appears.</li>
<li>It’s a reversal pattern because before the Hanging Man appears we want to see the price going up, thus it’s also a frequent signal of the end of a trend.</li>
<li>The Hanging Man pattern is typically considered bearish, especially when it appears during an uptrend, signaling a potential reversal to a downtrend.</li>
<li>Spinning tops also form components of other candle stick patterns, such as the Morning Star and Evening Star.</li>
</ol>
<p>
<p>After a sustained uptrend, the appearance of this pattern indicates that buyers are losing momentum. The long lower shadow shows that sellers were able to push prices down significantly during the trading session. Although buyers managed to drive prices back up, the close near the open price suggests weakening bullish sentiment. This pattern signals that selling pressure is increasing, potentially leading to a bearish reversal as confidence among buyers diminishes.</p>
</p>
<p>
<h2>Step 2: Identify The Hanging Man Candlestick Pattern</h2>
</p>
<p>
<p>Sarah brings a unique approach by combining creativity with clarity, transforming complex concepts into content that's easy to grasp. It is possible to indicate three places as entry points, each of which is profitable. The hanging man looks like a "T", although the appearance of the candle is only a warning and not necessarily a reason to act.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h3>Is a hanging man bullish or bearish?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>A hanging man is a bearish reversal candlestick pattern that occurs after a price advance. The advance can be small or large, but should be composed of at least a few price bars moving higher overall. The candle must have a small real body and a long lower shadow that is at least twice the size as the real body.</p>
</div></div>
</div>
<p>
<p>In the world of technical analysis, candlestick patterns play a vital role in helping traders decipher market trends and potential reversals. Among the many setups, the hanging man holds particular significance. This distinctive formation captures traders' attention as it often serves as a warning sign of a possible trend reversal. This article will go through the technical analysis of the hanging man formation and explain how traders can trade with it. Bullish hammer is more effective since it does not always require confirmation with additional reversal signals.</p>
</p>
<p>
<p>This small body is a visual cue of the indecision between buyers and sellers during the trading session. The Hanging Man candlestick pattern is characterized by its small body, long lower wick, and position at the bottom end of the price range. This structure captures a moment of transition where the market’s upward momentum begins to stall, potentially heralding a shift in direction. Understanding and using candlestick patterns like the Hanging Man can increase trading confidence. It provides a solid basis for making informed decisions, reducing reliance on guesswork and emotional trading.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h3>What is a Marubozu candle?</h3>
</div>
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<p>The Marubozu candlestick trade pattern is known by the absence of wicks and shadows at the ends of the candle. The term 'Marubozu' translates to 'close-cropped' or 'bald head,' seen as one long body without any highs and lows at the open or close.</p>
</div></div>
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		<title>Нефть  Что такое, описание, как добывают, запасы, сорта, фото и видео Научно-популярный журнал: «Как и Почему»</title>
		<link>http://www.csmporres.com/neft%d1%8c-chto-takoe-opisanie-kak-dobyvajut-zapasy/</link>
		<comments>http://www.csmporres.com/neft%d1%8c-chto-takoe-opisanie-kak-dobyvajut-zapasy/#comments</comments>
		<pubDate>Fri, 24 May 2024 10:08:26 +0000</pubDate>
		<dc:creator>43254979Y</dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.csmporres.com/?p=33619</guid>
		<description><![CDATA[Два года спустя на Кудакинском месторождении закончили механическое бурение еще одной скважины. Биологическая очистка нефти основана на использовании микроорганизмов, способных разлагать примеси и загрязнения в нефти в процессе жизнедеятельности. На первый взгляд, многие думают, что вся нефть черного цвета, ведь мы все привыкли видеть ее именно такой. Но на самом деле, нефть может иметь различные [...]]]></description>
				<content:encoded><![CDATA[<p>Два года спустя на Кудакинском месторождении закончили механическое бурение еще одной скважины. Биологическая очистка нефти основана на использовании микроорганизмов, способных разлагать примеси и загрязнения в нефти в процессе жизнедеятельности. На первый взгляд, многие думают, что вся нефть черного цвета, ведь мы все привыкли видеть ее именно такой. Но на самом деле, нефть может иметь различные оттенки – от светло-желтого до черного. Ароматические соединения (арены) – циклические органические соединения, которые имеют в своём составе ароматическую систему.</p>
<p>Консистенция зависит от содержания легких и тяжелых углеводородов в <a href="https://fxdu.net/strategii-nae-foreks/">какие бывают стратегии торговли на рынке форекс</a> смеси. Цвет твердой нефти может варьировать от черного до коричневого или зеленого. Часто встречаются смеси цветов, что придает образцам неповторимый вид. Кристаллическая структура твердой нефти может преломлять свет, создавая разные оттенки и переливы. Температура замерзания нефти указывает на ее способность замерзать при понижении температуры.</p>
<p>С увеличением содержания растворенного газа в масле заметно снижается его вязкость. Для большинства видов нефти, добываемой в России, вязкость при полном выделении из них газа (при постоянной температуре) увеличивается в 2 — 4 раза и резко уменьшается с повышением температуры. Основным показателем товарного качества масла является его плотность (r) (соотношение массы и объема); служит для оценки качества. В Китае более 2000 лет назад небольшие ямы были пробурены с использованием бамбуковых стволов с металлическим наконечником. Колодцы изначально предназначались для добычи соленой воды, из которой добывали соль.</p>
<p>На сегодняшний день не существует энергетически эффективного способа получения водорода. По химическому составу и происхождению нефть близка к природным горючим газам и озокериту. Первичные работы не подразумевают изменения химической формулы, в этом случае происходит только физическое деление на фракции. Сегодня на планете насчитывается примерно 600 бассейнов с нефтью различной площади. На промышленный поток поставлены только 160 из них, остальные в разработке. Приверженцы неорганической гипотезы считают, что она образовалась в мантии при синтезе водорода и углерода под действием повышенного давления и температуры.</p>
<div style='text-align:center'><iframe width='562' height='310' src='https://www.youtube.com/embed/8P9z84Oq9H0' frameborder='0' alt='нефть как выглядит' allowfullscreen></iframe></div>
<h2>НЕФТЬ: состав, история, использование</h2>
<ul>
<li>Ее твёрдая консистенция затрудняет то, чтобы движение нефти по трубам и резервуарам происходило свободно и без помех.</li>
<li>В Санкт-Петербурге и в Москве тогда пользовались свечами, а в малых городах — лучинами.</li>
<li>Сера значительно ухудшает качество масла и разрушает окружающую среду.</li>
</ul>
<p>Мировые разведанные запасы нефти оценивались к началу 1973&nbsp;года в 100&nbsp;млрд т (570&nbsp;млрд баррелей). Начиная с 1984&nbsp;г., годовой объём мировой нефтедобычи превышает объём разведываемых запасов нефти67. По данным Министерства природных ресурсов и экологии РФ, стоимость суммарных запасов нефти в России составляет около 40 триллионов рублей. Объём нефтяных запасов в натуральном выражении&nbsp;— более 9 миллиардов тонн. Нефть является главной статьёй российского экспорта, составляя, по данным за 2009&nbsp;год, 33&nbsp;% экспорта в денежном выражении (вместе с нефтепродуктами&nbsp;— 49&nbsp;%).</p>
<h2>Цвет нефти</h2>
<p>Многие страны зависят от нефтегазового сектора, а миллионы людей находят в нем работу и источник дохода. Некоторые люди отмечают, что запах нефти напоминает битум или гнилые яйца. Однако, каждый индивидуально воспринимает запахи по-разному, поэтому он может вызывать различные ассоциации. Некоторые виды нефти могут быть густыми, похожими на мед или смолу. Они называются битуминозной нефтью и требуют специальных технологий для ее эксплуатации и переработки. Более легкая нефть может быть похожа на воду в своей консистенции и текучести.</p>
<p>По некоторым данным, первая в мире нефтяная скважина была пробурена в 1847 году недалеко от города Баку, на берегу Каспийского моря. Вскоре после этого в Баку, в то время входившем в состав Российской империи, было пробурено так много нефтяных скважин, что его стали называть Черным городом. В 1846 году канадский химик Абрахам Геснер открыл, как производить керосин из угля. Но нефть дала возможность получить более дешевый керосин и в гораздо больших количествах.</p>
<h2>Использование твердой нефти</h2>
<p>Но при определенных условиях может образовывать с водой стойкие эмульсии. Внешне нефть представляет собой легковоспламеняющуюся жидкость, цвет которой может быть черным, буро-коричневым, светло-коричневым, грязно-желтым, темно-коричневым, светлым жёлто-зелёным либо насыщенно-зелёным. Геологическое происхождение нефти связано с накоплением органических остатков и процессами их трансформации. Нефть находится под землей и добывается с использованием специализированного оборудования. Сейчас за ценой на нефть стоит обмен с колебаниями спроса и предложения, но, если оглянуться назад, до 1986 года только два картеля контролировали цены на нефть.</p>
<p>То есть она временно выпадает из общего круговорота, в то время как остальной углерод органического происхождения постоянно перемещается между оболочками земли и живыми организмами. Настоящая нефть – это драгоценный ресурс, который играет ключевую роль в нашей современной энергетике и промышленности. Ее важность трудно переоценить, ведь она используется в производстве бензина, пластиков, косметики и многих других товаров и материалов. Ответ на этот вопрос мы постараемся разобрать в данной статье.</p>
<p>Некоторые виды нефти могут иметь более светлый цвет, в то время как другие — более темный и насыщенный. По добыче сырой нефти Россия входит в первую десятку с показателем 554,3 млн тонн, что составляет 12,7% от общего объема перекачиваемого сырья в мире. Лидером в этом смысле является Саудовская Аравия, которая ежегодно поставляет на рынок около 585,6 млн тонн, что на долю составляет примерно 13,5%. Американские показатели составляют около 545 млн тонн, включая горючие сланцы (12,5%).</p>
<p>В них наливалось горное масло, которое было не чем иным, как смесью очищенной нефти с растительным маслом. Купец Набатов был единственным поставщиком очищенной нефти для соборов и монастырей. Севергина (1765—1826) в России нефть называли <a href="https://eduforex.info/obuchenie-kruglye-cenovye-urovni-na-foreks-html/">индикатор круглых уровней</a> «горное масло»17, затем&nbsp;— «каменное масло»18.</p>
<p>Таким образом, хотя запасы битуминозных песков огромны, добыча нефти из них в обозримом будущем (согласно нынешним прогнозам) будет удовлетворять всего несколько процентов от мировых потребностей нефти. Другие исследователи оценивают энергозатраты как всего 1/5 энергетического потенциала добытой нефти78. Нефть – это одно из самых важных природных ресурсов, который используется в различных промышленных отраслях.</p>
<p>Ее свойства и качество играют важную роль в различных сферах, таких как энергетика, промышленность и транспорт. Чистая нефть, отличающаяся высоким качеством и минимальным содержанием примесей, является особым сокровищем для нефтедобывающих компаний. Сегодня чистая нефть является важным источником дохода для многих стран и компаний.</p>
<p>Настоящая нефть состоит из органических соединений, которые образуются на протяжении миллионов лет природными процессами. Она содержит углеводороды – основные компоненты, которые состоят из атомов углерода и водорода. Наиболее распространенными типами углеводородов в нефти являются <a href="https://inet-zarabotok.org/stavki-na-darts/">как заработать на ставках на дартс</a> парафины, нафтены и ароматические соединения. Одним из основных мест, где твердая нефть может быть обнаружена, являются нефтяные месторождения в замерзших районах. Это связано с тем, что низкие температуры способствуют образованию твердой нефти.</p>
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		<title>worldtradex 2025 Review ️ Analyzing Trading Features, Fees, and Performance</title>
		<link>http://www.csmporres.com/worldtradex-2025-review-%ef%b8%8f-analyzing-trading-2/</link>
		<comments>http://www.csmporres.com/worldtradex-2025-review-%ef%b8%8f-analyzing-trading-2/#comments</comments>
		<pubDate>Wed, 24 Apr 2024 14:51:18 +0000</pubDate>
		<dc:creator>43254979Y</dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.csmporres.com/?p=24302</guid>
		<description><![CDATA[worldtradex is a reputable, high-leverage broker with forex, index, commodity and crypto CFDs available through the MT4 trading platform. Moreover, the firm combines ECN and STP execution models to provide a low spread, zero commission investment experience. However, some competitors may have an edge in terms of asset choice and regulation quality. This account features [...]]]></description>
				<content:encoded><![CDATA[<p>worldtradex is a reputable, high-leverage broker with forex, index, commodity and crypto CFDs available through the MT4 trading platform. Moreover, the firm combines ECN and STP execution models to provide a low spread, zero commission investment experience. However, some competitors may have an edge in terms of asset choice and regulation quality. This account features a hybrid ECN/STP execution system to provide zero commission trading while maintaining competitive spreads.</p>
<h2>Mobile Trading Platforms</h2>
<p>worldtradex runs on the most commonly used MetaTrader 4 (MT4) platform, which is well-known for dependability and sophisticated trading tools. worldtradex Broker is based on the ECN/ STP trading solution while all orders are routed and matched in the electronically configured network through the liquidity pools of institutional providers and market quotes. worldtradex applies a spread-based fee for forex trades, with no additional forex-specific charges. This comprehensive approach allows us to recommend the best brokers for different experience levels, trading styles and budgets. Whether you have withdrawal problems, require help using MT4 or have a general inquiry about the broker, speedy and effective customer service is a&nbsp;must.</p>
<ul>
<li>worldtradex is good for day trading thanks to its very tight spreads in the ECN account, leverage trading opportunities, and access to the fast and dependable MetaTrader 4 platform.</li>
<li>Anyway, after reading some reviews I decided to give it a shot and signed up for this company.</li>
<li>For clients that wish to monitor and add to positions on the go, worldtradex supports the MetaTrader 4 mobile app, which is available to download for both Android and iOS.</li>
<li>I think the client dashboard and website could do with an overhaul though – they are pretty dated.</li>
<li>Spreads are slightly higher on alternative products, while the withdrawal fee and inactivity penalty lower its fee rating somewhat.</li>
</ul>
<h2>What Can You Trade on worldtradex’s Platform?</h2>
<p>Implementing strong compliance and risk management strategies can protect your investments and reputation. Use tools and resources provided by your broker to ensure your trades comply with regulations and minimize risk exposure. For instance, if new rules increase margin requirements, you might need to allocate more funds or adjust your leverage. Industry regulations are the rules and laws set by governing bodies to ensure fair and transparent trading practices. These regulations are designed to protect investors, maintain market integrity,  and prevent fraud. It’s fine if you want a no-fuss trading experience but seriously lacking in the research tools, analysis features.</p>
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<h2>Guaranteed Stop Order Fee</h2>
<p>Serving both beginner and experienced traders, worldtradex has a variety of instructional materials meant to improve traders’ knowledge and skills. Basic e-books, educational articles, and a dictionary of key trading terms—which act as fundamental tools for understanding market dynamics—are available through the broker. Although the training materials are valuable, they are minimal compared to more all-encompassing offers from top brokers. worldtradex also includes demo accounts so users may hone their trading techniques free from financial risk.</p>
<h2>Trading Fees</h2>
<p>DailyForex.com adheres to strict guidelines to preserve editorial integrity to help you make decisions with confidence. Some of the reviews and content we feature on this site are supported by affiliate partnerships from which this website may receive money. This may impact how, where and which companies / services we review and write about. Our team of experts work to continually re-evaluate the reviews and information we provide on all the top Forex / CFD brokerages featured here.</p>
<ul>
<li>Additionally, they must disclose potential conflicts of interest, provide transparent pricing, and provide fair execution.</li>
<li>All things considered, worldtradex’s deposit options enable effective fund management, making it available to new and seasoned traders.</li>
<li>The swap fees are published alongside each instrument for both the long and short positions.</li>
<li>While an worldtradex no deposit bonus does not exist, worldtradex offers a 100% first deposit bonus with a $2,000 limit.</li>
<li>Notably, the payment service providers (PSPs) of worldtradex apply their withdrawal fees rather than directly by the broker.</li>
<li>Clients must rely solely on the reputation of worldtradex, as no additional measures exist to ensure client protection.</li>
</ul>
<p>worldtradex lacks stock and ETF trading options even if it provides tools and educational materials such as economic calendars and trading alerts. Also, Though its rather small asset range it may not fit all investors also only one platform MT4 is available, worldtradex is a good option for traders looking for low-cost forex and CFD trading in a safe atmosphere. However,  worldtradex does not provide ETFs or stock trading, also the range is rather with popular products in asset classes, thus reducing options for people looking for equity investments. Overall, even if worldtradex offers <a href="https://worldtradex.pro/">https://worldtradex.pro/</a> a fine selection of products for forex and CFD traders, yet the lack of advanced range may discourage those investors seeking a more all-around portfolio and larger portfolios.</p>
<h2>ECN Forex Trading</h2>
<p>Together with the NDD/ECN executions, the broker’s offer is far above the middle range of the industry. Some traders might not like the light level of regulation, but the trading conditions speak for themselves. worldtradex provides quality trading conditions for traders who focus on MT4 trading and mainly Currency Pairs provided with low costs. Based on our findings, the broker offers a good&nbsp; range of trading instruments with over 200 Trading products all based on FX and CFDs trading.</p>
<p>There&nbsp;is no account minimum and three available base currencies, GBP, USD and EUR. The Vanuatu Financial Services Commission (VFSC) provides worldtradex with a competitive regulatory environment for international clients. EEA-based traders manage their portfolios from a subsidiary that is authorized by the Cyprus Securities and Exchange Commission (CySEC). The Cyprus Investor Compensation Fund (ICF) protects retail trades in the event of insolvency up to €20,000. Client deposits remain segregated from corporate funds at both entities with leading international banks, but worldtradex does not list them.</p>
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