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	<title>François Montagut &#187; Forex Trading</title>
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		<title>Stopa zwrotu co to takiego? Jak ją obliczyć? Polskie ePłatności</title>
		<link>http://www.francoismontagut.com/?p=37955</link>
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		<pubDate>Fri, 04 Apr 2025 19:55:30 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[Oznacza to, że w ciągu roku akcje będą generować przychód w wysokości 1% swoich kosztów. To dość niska stopa i może być oznaką trudności gospodarczych emitenta akcji. Dzięki dywidendom (rentowność dywidendowa) niektórzy emitenci regularnie dystrybuują część wpływów do akcjonariuszy. Każdy emitent ustala wysokość i warunki płatności według własnego uznania. Jeśli finanse firmy rosną, wysokość dywidendy może z czasem wzrosnąć. Przy okazji, od 1 stycznia 2024 roku zmienił się sposób, w jaki osoby fizyczne inwestujące w fundusze, będą rozliczać podatek od zysków kapitałowych. Od 2024 roku inwestorki i inwestorzy indywidualni mogą kompensować zyski i straty z funduszy inwestycyjnych z zyskami i stratami z innych inwestycji kapitałowych, na przykład z akcji. Jeśli [...]]]></description>
				<content:encoded><![CDATA[<p>Oznacza to, że w ciągu roku akcje będą generować przychód w wysokości 1% swoich kosztów. To dość niska stopa i może być oznaką trudności gospodarczych emitenta akcji. Dzięki dywidendom (rentowność dywidendowa) niektórzy emitenci regularnie dystrybuują część wpływów do akcjonariuszy. Każdy emitent ustala wysokość i warunki płatności według własnego uznania. Jeśli finanse firmy rosną, wysokość dywidendy może z czasem wzrosnąć.</p>
<p>Przy okazji, od 1 stycznia 2024 roku zmienił się sposób, w jaki osoby fizyczne inwestujące w fundusze, będą rozliczać podatek od zysków kapitałowych. Od 2024 roku inwestorki i inwestorzy indywidualni mogą kompensować zyski i straty z funduszy inwestycyjnych z zyskami i stratami z innych inwestycji kapitałowych, na przykład z akcji. Jeśli przy rozliczeniu podatku, strata przewyższy zysk, wtedy podatku nie będzie. O tym, czy zapłacisz podatek, czy nie, dowiesz się dopiero przy rozliczeniu swoich inwestycji w rocznym PIT-38.</p>
<p>Historyczna zaś pochodzi z różnych okresów działania inwestycji lub instrumentu finansowego. Przede wszystkim po to, aby określić rentowność inwestycji i porównać ją do innych. Ujemna stopa zwrotu informuje nas o tym, że zanotowaliśmy stratę. Dodatnia stopa zwrotu mówi nam, że osiągnęliśmy zysk – a stopa zwrotu równa 0 zwraca uwagę, że wynik nie zmienił się w stosunku do poprzedniego okresu.</p>
<ul>
<li>Zdanie Zwrot YTD na akcjach wynosił 20% oznacza, że akcje od początku roku do dzisiaj podrożały o 20%.</li>
<li>Realna stopa zwrotu uwzględnia wpływ inflacji na Twoje zyski.</li>
<li>Fundusze inwestycyjne, ETF-y, akcje, obligacje, nieruchomości, grunt czy kryptowaluty.</li>
<li>Dywersyfikacja to jedna z najlepszych strategii służąca minimalizacji ryzyka inwestycyjnego.</li>
<li>Im wyższa jest ta wartość, tym bardziej opłacalna jest inwestycja.</li>
</ul>
<p>Aby porównać poziom opłacalności inwestycji w&nbsp;różne instrumenty finansowe (np. lokata bankowa, obligacje skarbowe itd.), należy zastosować uniwersalny miernik. W tym celu powszechnie stosuje się stopę zwrotu z&nbsp;inwestycji. Podstawowym celem obliczania stopy zwrotu jest ocena rentowności inwestycji.</p>
<p>Średnia stopa zwrotu może również pomóc inwestorom prognozować przyszłe zyski. Jeśli inwestycja miała wysoką średnią stopę zwrotu w przeszłości, istnieje większe prawdopodobieństwo, że będzie ona przynosić dobre zyski w przyszłości. Jednak należy pamiętać, że przeszłe wyniki nie gwarantują przyszłych zysków. Średnia stopa zwrotu jest miarą, która informuje nas o przeciętnym zwrocie z inwestycji. Im wyższa jest ta wartość, tym bardziej opłacalna jest inwestycja. Jednak należy pamiętać, że średnia stopa zwrotu nie uwzględnia zmienności inwestycji.</p>
<h2>Stopa zwrotu z&nbsp;inwestycji – istota zagadnienia</h2>
<p>To oznacza, że taki wynik wypracował nasz fundusz w okresie 5 lat od 30 kwietnia 2019 roku do 30 <a href="https://www.tradebot.online/fidelity-digital-assets-to-provide-custody-for-bitcoin-derivatives-yield-fund-2-2/">Fidelity Digital Assets w celu zapewnienia opieki nad Funduszem Rentowności Instrumentów Pochodnych Bitcoin</a> kwietnia 2024 roku. Uwzględnianie inflacji jest kluczowe dla oceny faktycznej rentowności inwestycji. Umożliwia realistyczne porównywanie inwestycji w różnych okresach ekonomicznych. Realna stopa zwrotu to nominalna stopa zwrotu pomniejszona o inflację. Ryzyko inwestycyjne jest zwykle proporcjonalne do potencjalnych zysków. Stopy procentowe wpływają na atrakcyjność różnych inwestycji.</p>
<h2>Zastosowanie średniej stopy zwrotu</h2>
<div style='text-align:center'><iframe width='569' height='310' src='https://www.youtube.com/embed/OFkitjPrHl4' frameborder='0' alt='średnia stopa zwrotu' allowfullscreen></iframe></div>
<p>Współczynnik beta, który pokazuje zależność rentowności akcji danej spółki oraz&nbsp;rentowności dla&nbsp;segmentu lub&nbsp;całego rynku. Rynkowa stopa zwrotu pozwala na&nbsp;porównanie wybranej inwestycji z&nbsp;aktualnymi warunkami rynkowymi. Warto wspomnieć, że można mówić o stopie “faktycznej”, “oczekiwanej” lub “historycznej”. Oczekiwana stopa to jedynie prognoza wartości inwestycji, która musi uwzględniać istnienie ryzyka inwestycyjnego. Faktyczna stopa zwrotu jest realną wartością, obliczoną w oparciu o aktualne informacje.</p>
<p>## PodsumowanieW dzisiejszym artykule omówiliśmy, jak obliczyć średnią stopę zwrotu. Średnia stopa zwrotu jest ważnym narzędziem w analizie inwestycji i pomaga inwestorom ocenić efektywność swoich portfeli. Przedstawiliśmy różne metody obliczania średniej stopy zwrotu oraz omówiliśmy, jak można ją interpretować. Pamiętaj, że średnia stopa zwrotu nie jest jedynym czynnikiem, który należy brać pod uwagę przy podejmowaniu decyzji inwestycyjnych.</p>
<div style='text-align:center'><iframe width='565' height='315' src='https://www.youtube.com/embed/jDt9Fwug5SI' frameborder='0' alt='średnia stopa zwrotu' allowfullscreen></iframe></div>
<p>Ponadto, efektywna stopa procentowa uwzględnia wszelkiego rodzaju opłaty, koszty administracyjne itp. Zadaniem indeksu efektywnego jest urealnienie stopy nominalnej. Teraz zobaczmy, w jaki sposób inflacja pomniejszyła początkową wartość naszej inwestycji. W praktyce oznacza to, że realna wartość pierwotnie odłożonej na lokacie kwoty jest mniejsza niż rok wcześniej. Przez rok siła nabywcza Twoich pieniędzy spadła prawie o 1%, choć nominalnie (bez uwzględnienia inflacji) kwota wzrosła o 5%. Wysokie opłaty mogą znacząco zmniejszyć rentowność inwestycji.</p>
<h2>Jak obliczyć stopę zwrotu z inwestycji — wzór na stopę zwrotu</h2>
<p>CAGR, czyli Compound Annual Growth Rate, to średnia roczna stopa zwrotu inwestycji przy założeniu, że zyski z niej są reinwestowane, czyli cały czas pracują, a nie są wypłacane. Jeśli znamy początkową i końcową wartość inwestycji, a do tego czas inwestycji, to możemy policzyć, jaka była średnia roczna stopa zwrotu. Podpowiemy, jak policzyć średnioroczną stopę zwrotu, i jak obliczyć stopę zwrotu z uwzględnieniem inflacji. To powinno pomóc Ci w analizie wyników Twoich inwestycji, na przykład w fundusze inwestycyjne.</p>
<h2>Kalkulator stopy zwrotu</h2>
<p>Na podstawie średniej stopy zwrotu inwestor może zdecydować, czy warto zainwestować w daną firmę, nieruchomość lub obligacje. Realna stopa zwrotu uwzględnia wpływ inflacji na Twoje zyski. Aby ją obliczyć, musisz odjąć wskaźnik inflacji od nominalnej stopy zwrotu. Dzięki temu dowiesz się, jaka jest rzeczywista wartość Twoich zysków, uwzględniając zmiany wartości pieniądza w czasie. Wystarczy podzielić roczny przychód z inwestycji przez wszystkie poniesione nakłady inwestycyjne, a następnie pomnożyć wynik przez 100%. Otrzymana wartość to Twoja roczna stopa zwrotu z inwestycji.</p>
<p>Stopa zwrotu to <a href="https://forexdata.info/szef-banku-rosji-elvira-nabiullina-udzielil-wywiadu-tc-russia-24/">Szef banku Rosji Elvira Nabiullina udzielił wywiadu TC Russia 24</a> dla inwestora dobre zobrazowanie tego jak zachowuje się inwestycja oraz narzędzie do kontrolowania jej przebiegu. Jeśli przykładowo jeden fundusz inwestycyjny miał stopę +26% w ciągu roku, a drugi -15% – to optymalnie łatwo ocenić, która inwestycja okazała się bardziej rentowna. Należy jednak mieć na uwadze, że wartości historyczne nie mogą być odnośnikiem do przyszłych inwestycji.</p>
<ul>
<li>Wystarczy podzielić roczny przychód z inwestycji przez wszystkie poniesione nakłady inwestycyjne, a następnie pomnożyć wynik przez 100%.</li>
<li>Podstawowym celem obliczania stopy zwrotu jest ocena rentowności inwestycji.</li>
<li>Obliczenie stopy zwrotu z inwestycji jest kluczowe dla oceny jej opłacalności.</li>
<li>Załóżmy, że jest 30 kwietnia 2024 roku i w tabeli w kolumnie „60M” widnieje stopa zwrotu na poziomie 30%.</li>
<li>Bez względu na rodzaj inwestycji, jeśli znasz pierwotną i obecną wycenę swojej inwestycji, to możesz policzyć stopę zwrotu.</li>
<li>Średnia stopa zwrotu jest ważnym narzędziem w analizie inwestycji i pomaga inwestorom ocenić efektywność swoich portfeli.</li>
</ul>
<h2>Metody obliczania średniorocznej stopy zwrotu</h2>
<p>Inwestowanie w nieruchomości to popularny sposób na pomnażanie kapitału. Jednak, aby wiedzieć, czy nasze inwestycje są opłacalne, kluczowe jest zrozumienie, jak obliczyć stopę zwrotu. Ten wskaźnik pozwala ocenić, czy inwestycja przynosi oczekiwane zyski. Dowiedz się, czym jest stopa zwrotu, jakie są jej rodzaje i jak ją obliczyć, aby móc podejmować świadome <a href="https://www.dowjonesrisk.com/market-update-september-9-usd-hold-bid-as-equities-slip-again/">Aktualizacja rynku 9 września USD Wstrzymaj ofertę, ponieważ akcje ponownie spadają</a> decyzje inwestycyjne. Średnia stopa zwrotu to wskaźnik, który mierzy przeciętny procentowy zysk lub stratę z inwestycji w określonym okresie czasu. Jest to ważne narzędzie dla inwestorów, którzy chcą ocenić efektywność swoich inwestycji i porównać je z innymi możliwościami inwestycyjnymi.</p>
<p>Z kolei niska średnia stopa zwrotu może sugerować, że nasze inwestycje nie są tak efektywne, jakbyśmy tego oczekiwali. Najprostszym sposobem obliczenia średniej stopy zwrotu jest użycie prostej średniej arytmetycznej. W tym przypadku sumujemy wszystkie zwroty z inwestycji w określonym okresie czasu, a następnie dzielimy tę sumę przez liczbę okresów. Na przykład, jeśli mamy dane dotyczące zwrotów z inwestycji w ciągu pięciu lat, dodajemy te zwroty i dzielimy przez pięć, aby uzyskać średnią stopę zwrotu.</p>
<p>Średnia stopa zwrotu jest miarą, która informuje nas o przeciętnym zysku lub straty z inwestycji w określonym okresie czasu. Jest to wskaźnik, który jest szeroko stosowany w finansach, zarówno przez profesjonalistów, jak i przez indywidualnych inwestorów. Obliczanie średniej stopy zwrotu jest istotne z kilku powodów. Po pierwsze, pozwala nam ocenić efektywność naszych inwestycji. Jeśli średnia stopa zwrotu jest wysoka, oznacza to, że nasze inwestycje są opłacalne i przynoszą nam zyski.</p>
<p>Dzięki temu będziesz mógł podejmować lepsze decyzje inwestycyjne i maksymalizować zyski z inwestycji w nieruchomości. Rzeczywista stopa zwrotu jest bardziej szczegółowa, ponieważ poza inflacją uwzględnia również wszystkie inne koszty związane z inwestycją, takie jak podatki i prowizje. Aby obliczyć rzeczywistą stopę zwrotu, od nominalnej stopy zwrotu odejmujesz zarówno wskaźnik inflacji, jak i inne dodatkowe koszty.</p>
<div style='text-align:center'><iframe width='564' height='315' src='https://www.youtube.com/embed/Lq1Vo0-nnCs' frameborder='0' alt='średnia stopa zwrotu' allowfullscreen></iframe></div>
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		<title>W RAZIE POTRZEBY po angielsku Tłumaczenie polski-angielski PONS</title>
		<link>http://www.francoismontagut.com/?p=37634</link>
		<comments>http://www.francoismontagut.com/?p=37634#comments</comments>
		<pubDate>Mon, 10 Feb 2025 12:15:06 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[Twój komentarz i nasza odpowiedź pojawią się po moderacji, najcześciej w ciągu 1 godziny. Nasza redakcja bezpłatnie i szybko odpowiada na wszystkie pytania językowe! Twój komentarz i nasza odpowiedź pojawią się po moderacji, najcześciej w ciągu 1 godziny. Twój komentarz i nasza odpowiedź pojawią się po moderacji, najcześciej w ciągu 1 godziny. Wątpliwości językowe i wyjaśnianie pisowni trudnych wyrazów. Powiązane zwroty — &#8220;w razie potrzeby&#8221; Wątpliwości językowe i wyjaśnianie pisowni trudnych wyrazów. Znajdziesz tutaj informacje o zasadach pisowni, ortografii i regułach obowiązujących przy danym wyrazie, lub wyrażeniu. Twój komentarz i nasza odpowiedź pojawią się po moderacji, najcześciej w ciągu 1 godziny. Wątpliwości językowe i wyjaśnianie pisowni trudnych wyrazów. Znajdziesz tutaj [...]]]></description>
				<content:encoded><![CDATA[<p>Twój komentarz i nasza odpowiedź pojawią się po moderacji, najcześciej w ciągu 1 godziny.</p>
<ul>
<li>Nasza redakcja bezpłatnie i szybko odpowiada na wszystkie pytania językowe!</li>
<li>Twój komentarz i nasza odpowiedź pojawią się po moderacji, najcześciej w ciągu 1 godziny.</li>
<li>Twój komentarz i nasza odpowiedź pojawią się po moderacji, najcześciej w ciągu 1 godziny.</li>
<li>Wątpliwości językowe i wyjaśnianie pisowni trudnych wyrazów.</li>
</ul>
<h2>Powiązane zwroty — &#8220;w razie potrzeby&#8221;</h2>
<ul>
<li>Wątpliwości językowe i wyjaśnianie pisowni trudnych wyrazów.</li>
<li>Znajdziesz tutaj informacje o zasadach						pisowni, ortografii i regułach obowiązujących przy danym wyrazie,						lub wyrażeniu.</li>
<li>Twój komentarz i nasza odpowiedź pojawią się po moderacji, najcześciej w ciągu 1 godziny.</li>
<li>Wątpliwości językowe i wyjaśnianie pisowni trudnych wyrazów.</li>
<li>Znajdziesz tutaj informacje o zasadach						pisowni, ortografii i regułach obowiązujących przy danym wyrazie,						lub wyrażeniu.</li>
</ul>
<p>Wątpliwości językowe <a href="https://forexdata.info/posiedzenie-zarzadu-rezerwy-federalnej-stanow-zjednoczonych-podjeto-decyzje-o-podniesieniu-stawki/">Posiedzenie zarządu Rezerwy Federalnej Stanów Zjednoczonych</a> i wyjaśnianie pisowni trudnych wyrazów. Znajdziesz <a href="https://www.dowjonesrisk.com/market-update-september-3-nfp-day/">Aktualizacja rynku 3 września dzień NFP</a> tutaj informacje <a href="https://www.investorynews.com/tradeallcrypto-opinie-o-innowacyjnym-brokerze-kryptowalutowym/">Uwaga! Koniecznie poznaj te opinie o Tradeallcrypto</a> o zasadach						pisowni, ortografii i regułach obowiązujących przy danym wyrazie,						lub wyrażeniu. Nasza redakcja bezpłatnie i szybko odpowiada na wszystkie pytania językowe!</p>
<div style='text-align:center'><iframe width='561' height='317' src='https://www.youtube.com/embed/ZwXtYqo2fpE' frameborder='0' alt='w razie potrzeby' allowfullscreen></iframe></div>
<div style='text-align:center'><iframe width='568' height='315' src='https://www.youtube.com/embed/v8mC2khLpL8' frameborder='0' alt='w razie potrzeby' allowfullscreen></iframe></div>
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		<title>Network Engineer Job Description Template</title>
		<link>http://www.francoismontagut.com/?p=38649</link>
		<comments>http://www.francoismontagut.com/?p=38649#comments</comments>
		<pubDate>Tue, 10 Dec 2024 11:31:56 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.francoismontagut.com/?p=38649</guid>
		<description><![CDATA[For instance, by clicking on the apply button at the top of the job listing, or by filling out an application on the company’s website. Intro Paragraph The best way to get your network engineer job description off to a good start is by explaining to candidates why they would want to work for your company. Give job seekers a good sense of the employee brand and how the strength of the brand is what makes it an ideal workplace. This section provides a comprehensive template for a Network Engineer job description, outlining the essential components that should be included to attract qualified candidates. Below is a structured format that [...]]]></description>
				<content:encoded><![CDATA[<p>For instance, by clicking on the apply button at the top of the job listing, or by filling out an application on the company’s website. Intro Paragraph The best way to get your network engineer job description off to a good start is by explaining to candidates why they would want to work for your company. Give job seekers a good sense of the employee brand and how the strength of the brand is what makes it an ideal workplace. This section provides a comprehensive template for a Network Engineer job description, outlining the essential components that should be included to attract qualified candidates. Below is a structured format that highlights the key responsibilities, required skills, and qualifications necessary for this role.</p>
<div style='text-align:center'><iframe width='561' height='318' src='https://www.youtube.com/embed/W2yxy5fn6U4' frameborder='0' alt='network engineer job description template' allowfullscreen></iframe></div>
<div style='text-align:center'><iframe width='561' height='315' src='https://www.youtube.com/embed/BbCEorZ5968' frameborder='0' alt='network engineer job description template' allowfullscreen></iframe></div>
<p>When dealing with customers, Network Engineers often explain technical concepts in layman&#8217;s terms, addressing any concerns regarding network reliability and performance. For entry-level Network Engineer roles, employers often require a minimum of 1 to 2 years of experience, typically gained through internships or part-time roles in network support or systems administration. Specialized training may also be required, particularly for roles that focus on specific technologies or vendors. Additionally, certifications such as Cisco Certified Network Professional (CCNP) or Certified Information Systems Security Professional (CISSP) can be advantageous for those looking to advance their careers.</p>
<h2>What skills are essential for a Network Engineer?</h2>
<p>Network Engineers are primarily responsible for the design, implementation, and maintenance of computer networks within an organization. In the interconnected era, the need for network engineers has never been more vital. Network engineers commonly work in multidisciplinary teams handling various projects; therefore, he/she must have a great deal of interpersonal skills.</p>
<p>Network Engineers typically require a bachelor’s degree in network administration, computer science, systems engineering, or a related field. They may also have leadership experience, having supervised teams or managed projects in their previous roles. Network Engineers, also known as network architects, work within a company’s information technology (IT) team to create and maintain the systems that allow for internal and external communications. As technology advances, the demand for proficient professionals who can design, implement, and manage our digital networks grows stronger. Create a Monster+ Free account and post a new vacancy every 30 days – no credit card needed!</p>
<h2>Technical Writer job description</h2>
<ul>
<li>As technology advances, the demand for proficient professionals who can design, implement, and manage our digital networks grows stronger.</li>
<li>Additionally, they may provide support and guidance to help staff troubleshoot connectivity issues, ensuring that employees can effectively perform their tasks without interruption.</li>
<li>Today, we’ve revealed the intricate layers that make up the life of a network engineer.</li>
<li>We are looking for a Network Engineer to design, implement, maintain, and support our growing network infrastructure.</li>
<li>The IT network engineer in an organization has the responsibility to coordinate all activities regarding networking infrastructure in the organization.</li>
<li>Additionally, certifications such as Cisco Certified Network Professional (CCNP) or Certified Information Systems Security Professional (CISSP) can be advantageous for those looking to advance their careers.</li>
</ul>
<p>He/she is responsible for developing test plans and documentation as well as designing solutions and completing projects. His/her duties also entails taking responsibility for all areas of providing network support, including performing changes, configuration, support, and operations. The network engineer in charge of IT serves as the senior technical resource and escalation point for all services relating to network in the organization. To excel as a Network Engineer, a combination of technical expertise and soft skills is essential for effective problem-solving and collaboration within teams. It’s your next stop for crafting laser-sharp job listings or refining your resume to brilliance.</p>
<ul>
<li>Ultimately, the role of the Network Engineer is to build and maintain high performance networks that meet our company’s needs.</li>
<li>Their primary responsibility is to ensure the seamless operation of data communication systems, which directly impacts the efficiency and productivity of a company.</li>
<li>His/her role also involves carrying out administrative, clerical, and networking activities to support the IT department of his/her company.</li>
<li>When hiring for the role of IT network engineer, employers general require interested candidates to possess certain skills, abilities, knowledge, experience, and education to qualify to seek the position.</li>
<li>Network engineers are responsible for designing, implementing, maintaining, and supporting network infrastructure.</li>
<li>You will be responsible for maintaining the stability and security of our infrastructure while ensuring seamless communication across systems.</li>
<li>As a skilled Network Engineer at our organization, you will have the power to design, implement, manage, and maintain our sophisticated and advanced computer networks daily.</li>
</ul>
<p>They also need to be able to implement, administer, and troubleshoot network devices including WAPs, firewalls, routers, switches, and controllers. Continued education and training are also necessary to stay current with ever-changing technology trends and security issues. Candidates may also gain valuable practical experience from working in related roles such as IT Support Technician or System Administrator.</p>
<h2>Network Engineer Responsibilities &amp; Duties</h2>
<p>In their role, Network Engineers frequently interact with both technical staff and non-technical customers. They collaborate with IT teams to integrate new technologies and ensure seamless connectivity across all systems. Additionally, they may provide support and guidance to help staff troubleshoot connectivity issues, ensuring that employees can effectively perform their tasks without interruption.</p>
<p>Salary data is provided by Web Scribble and comes from the Department of Labor and thousands of companies’ job postings. They should be problem solvers who are proficient at troubleshooting and enjoy  the challenge of working with complex computer systems. You should also look for experience with local area network (LAN), wide area network (WAN), and cloud network implementation. Many also prefer candidates who have earned network certifications such as the Cisco CCNA or CCNP.</p>
<h2>What qualifications are typically required for a Network Engineer?</h2>
<p>They also manage network configurations, perform system upgrades, and troubleshoot network issues when they arise. He has over 15 years of experience in career development, recruiting, resume writing, research, journalism, and human resources. Network engineers perform common tasks, duties, and responsibilities in various companies/organizations with some variation to reflect the peculiar nature of the organization. For further assistance, explore our resume templates, utilize our resume builder, check out some resume examples, and enhance your application with our cover letter templates. The actual earnings can vary based on the individual’s experience, certifications, the size and type of their employer, and the region in which they work.</p>
<p>We are looking for a skilled Network Engineer to design, implement, and manage the network systems that power our organization. You will be responsible for maintaining the stability and security of our infrastructure while ensuring seamless communication across systems. With our trusty network engineer job description template and real-world examples, you’re ready to take the leap. IT network engineers perform various functions in ensuring quality support and oversight, as well as growth of organizations’ network infrastructure to meet the organization and user requirements.</p>
<p>A well-written network engineer job description and salary range will help you attract qualified candidates who may be a good fit. A Network Engineer is responsible for designing, implementing, and maintaining an organization&#8217;s network infrastructure. On a day-to-day basis, they oversee the installation and configuration of network hardware and software, ensuring that all systems operate efficiently and securely. This includes monitoring network performance, troubleshooting issues, and optimizing network configurations to enhance speed and reliability. Network Engineers also conduct regular assessments of network security to protect against potential threats and vulnerabilities.</p>
<h2>Interview Guy</h2>
<p>His/her responsibilities include installing and supporting systems from documented specifications and requirements. The IT network engineer in an organization has the responsibility to coordinate all activities regarding networking infrastructure in the organization. Typically, a Network Engineer is expected to have several years of experience in the field of network management and design.</p>
<h2>Network Engineer duties and responsibilities</h2>
<p>Some employers may also prefer candidates with state-specific certifications or training that align with local regulations and standards, which can further enhance job prospects in the field. With our user-friendly platform, you can create a compelling job description and start receiving applications right away. Network Engineer is an IT professional responsible for for analyzing, designing, installing, configuring, maintaining and repairing of network infrastructure and application components. In addition, practical experience, often gained through internships or entry-level positions, is highly valuable as it provides hands-on understanding of the intricacies of network operations and management. Those applying for intermediate roles should ideally have 3 to 5 years of experience, gained from working in junior or entry-level network engineering roles.</p>
<p>Additionally, knowledge of network monitoring tools, cloud computing, and virtualization technologies can be beneficial. Effective problem-solving skills and the ability to work collaboratively in a team are also important for success in this role. The primary responsibilities of a Network Engineer revolve around designing, implementing, and maintaining the organization&#8217;s networking infrastructure to ensure optimal performance and security. Unique to their position, Network Engineers may also be involved in planning network layouts, determining the optimal placement of hardware such as routers and switches to maximize coverage and efficiency. They may manage schedules for network maintenance or upgrades, coordinating downtime to minimize disruption to business operations.</p>
<h2>Network Engineer Qualifications and Skills</h2>
<p>Good communication skills are also important, as they often need to explain complex information in a way that team members with less technical expertise can <a href="https://trading-market.org/10-best-network-engineer-job-description-templates/">network engineer job description template</a> understand. Network Engineers need to monitor network performance and ensure its security from potential threats. Ultimately, the role of the Network Engineer is to build and maintain high performance networks that meet our company’s needs. It is a known fact that you can increase your chances of attracting the network engineer you are looking for by publishing a good description of the role in your organization. He/she also works with project managers and business analysts to work out the requirements of a given project.</p>
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		<title>Market Makers: Who They Are, How They Make Money, &amp; More</title>
		<link>http://www.francoismontagut.com/?p=10815</link>
		<comments>http://www.francoismontagut.com/?p=10815#comments</comments>
		<pubDate>Mon, 25 Nov 2024 09:11:46 +0000</pubDate>
		<dc:creator>admin</dc:creator>
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" width="604px" alt="what is market maker"/></p>
<p>
<p>We seek to be a force for positive change in market structure globally, strengthening investor confidence in market integrity and access to financial opportunity. We work closely with regulators in all of the markets in which we operate to understand their priorities and lend our knowledge and expertise. These activities contribute to the efficient flow of capital and broader economic growth. Profit and prosper with the best of Kiplinger&#8217;s advice on investing, taxes, retirement, personal finance and much more. Profit and prosper with the best of expert advice on investing, taxes, retirement, personal finance and more &#8211; straight to your e-mail. Specific companies and funds are mentioned in this article for educational purposes only and not as an endorsement.</p>
</p>
<p>
<p>One function of market makers is to ensure orderly trading of publicly listed securities, particularly during Initial Public Offerings (IPOs) or other capital raising activities. Market makers make it easier for investors to buy or sell a security quickly, or in large volumes. In financial terms, they deliver liquidity and depth to the market. In times of volatility, the relatively stable demand of market makers keeps the buying-and-selling process moving. A market maker is a firm or individual that stands ready to buy or sell a security. Investors may take the ability to buy and sell securities whenever they want for granted.</p>
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<p>
<ol>
<li>It would take considerably longer for buyers and sellers to be matched with one another.</li>
<li>Many exchanges use market makers who compete to set the best bid or offer.</li>
<li>In comparison, the same amount, invested on the same day, would have grown to only $560,000 in the S&#038;P 500 fund, $454,000 in the Dow fund, and less than $386,000 in the Russell fund.</li>
<li>A market maker participates in the market at all times, buying securities from sellers and selling securities to buyers.</li>
<li>The difference between these two prices, known as the spread, represents the market maker’s profit margin.</li>
<li>On the other hand, a market maker helps create a market for investors to buy or sell securities.</li>
</ol>
<p>
<p>Please refer to the Regulatory Disclosure section for entity-specific disclosures. Plus, the  volume of shares on both sides of the market tends to be high. Toronto is considered to be Canada&#8217;s financial capital, and it&#8217;s the location of the country&#8217;s leading stock exchange.</p>
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<p>
<h2>Market Makers vs. Designated Market Makers</h2>
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<p>
<p>Furthermore, market makers operate advanced platforms that allow them to manage large volumes of trades efficiently. This technological edge helps them maintain liquidity even during periods <a href="https://www.forexbox.info/currency-converter/">currency converter</a> of high market volatility. All five exchanges have a wide bid-ask spread, but the NBBO combines the bid from Exchange 1 with the ask from Exchange 5.</p>
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<p>
<p>According to exchange ruling, the market maker that makes their offer first will typically get the deal. Speed is of the essence, and this is where algorithmic skills come in. Market makers must act quickly while sending as little information to the wider marketplace as possible.</p>
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<div style='text-align:center'><iframe width='568' height='312' src='https://www.youtube.com/embed/7YF5QNXsrrs' frameborder='0' alt='what is market maker' allowfullscreen></iframe></div>
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<p>
<p>This is why market makers make their money by maintaining a spread on the assets that they enable you to trade, to compensate for the risk of buying an asset that may devalue. We  want to clarify that IG International does not have an official Line account at this time. We have not established any official presence on Line messaging platform. Therefore, any accounts claiming to represent IG International on Line are unauthorized and should be considered as fake. 72% of retail client accounts lose money when trading CFDs, with this investment provider.</p>
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" width="602px" alt="what is market maker"/></p>
<p>
<h2>Understanding Market Makers</h2>
</p>
<p>
<p>Market makers absorb some of the market&#8217;s supply and demand imbalances, smoothing out price fluctuations. The income of a market maker is the difference between the bid price, the price at which the firm is willing to buy a stock, and the ask price, the price at which the firm is willing to sell it. It is known as the market-maker spread, or bid–ask spread. Supposing that equal amounts of buy and sell orders arrive and the price never changes, this is the amount that the market maker will gain on each round trip. The NBBO takes the highest bid price and the lowest ask price from all of the exchanges that list a stock for trading. Market makers are required by SEC regulations to quote the NBBO or better.</p>
</p>
<p>
<p>Market makers must also quote the&nbsp;volume in which they&#8217;re willing to trade along with the frequency of time they will quote at the best bid and best offer prices. If a <a href="https://www.currency-trading.org/currency-pairs/aud-cad/">convert australian dollar to canadian dollar</a> market maker wants to drive down a stock price, it’s not as simple as shorting a stock. That kind of risk is something we retail traders have to deal with. Designated market makers are trading firms on the New York Stock Exchange who are in charge of ensuring orderly trading of stocks listed on the New York Stock Exchange.</p>
</p>
<p>
<h2>Markets</h2>
</p>
<p>
<p>Also, the spread between the prevailing bid and offer prices (the bid-ask spread) is typically tight—often just a penny or two wide. It’s as if there’s always <a href="https://www.forex-world.net/software-development/what-is-system-development-life-cycle/">what is system development life cycle</a> a crowd of market participants on the other side of your keystroke, ready to take your order within milliseconds. The Frankfurt Stock Exchange (FRA) is one of seven stock exchanges in Germany. The exchange, which is operated by Deutsche Börse&nbsp;AG, calls its market makers designated sponsors. A market maker must commit to continuously quoting prices at which it will buy (or&nbsp;bid for)&nbsp;and sell (or ask for) securities.</p>
</p>
<p>
<p>The risks of loss from investing in CFDs can be substantial and the value of your investments may fluctuate. CFDs are complex instruments and come with a high risk of losing money rapidly due to leverage. You should consider whether you understand how this product works, and whether you can afford to take the high risk of losing your money. These market makers work on large block orders for mutual funds.</p>
</p>
<p>
<p>For what it&#8217;s worth, the activities of registered market makers are regulated by both the Securities and Exchange Commission (SEC) and the Financial Industry Regulatory Authority (FINRA). Meanwhile, less active and relatively illiquid assets will yield wider spreads and comparatively greater &#8220;passive profits&#8221; for the market maker. While traders profit from price changes, market makers profit from the spread between the bid and ask prices.</p>
</p>
<p>
<div style='text-align:center'><iframe width='566' height='314' src='https://www.youtube.com/embed/TrvpfjP7eGY' frameborder='0' alt='what is market maker' allowfullscreen></iframe></div></p>
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		<title>Markets News, January 23, 2025: Stocks Surge in Late Trading to Extend Winning Streak; S&amp;P 500 Hits Record Closing High</title>
		<link>http://www.francoismontagut.com/?p=3133</link>
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		<pubDate>Thu, 14 Nov 2024 10:34:23 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[Founded in 1993, The Motley Fool is a financial services company dedicated to making the world smarter, happier, and richer. You can calculate DJIA’s 1 month return from DJIA’s value today and DJIA’s value 30 days ago. You can also do the same calculation for yesterday and DJIA’s value 31 days ago etc. Financials lead S&#38;P 500 sectors after strong bank earnings The factor is changed whenever a constituent company undergoes a stock split so that the value of the index is unaffected by the stock split. The Dow Jones Industrial Average (DJIA), Dow Jones, or https://www.forex-world.net/ simply the Dow (/ˈdaʊ/), is a stock market index of 30 prominent companies [...]]]></description>
				<content:encoded><![CDATA[<p>Founded in 1993, The Motley Fool is a financial services company dedicated to making the world smarter, happier, and richer. You can calculate DJIA’s 1 month return from DJIA’s value today and DJIA’s value 30 days ago. You can also do the same calculation for yesterday and DJIA’s value 31 days ago etc.</p>
<h2>Financials lead S&amp;P 500 sectors after strong bank earnings</h2>
<p>The factor is changed whenever a constituent company undergoes a stock split so that the value of the index is unaffected by the stock split. The Dow Jones Industrial Average (DJIA), Dow Jones, or <a href="https://www.forex-world.net/">https://www.forex-world.net/</a> simply the Dow (/ˈdaʊ/), is a stock market index of 30 prominent companies listed on stock exchanges in the United States. The index had three nine-day runs, last occurring in 1955 (when there were four nine-day stretches). The Dow continuously moved higher eight months in a row (the last occurrence of this was&nbsp;in 1995). The index closed above 23,000 on Oct. 18, 2017; slightly more than a month later, it broke 24,000. The Dow had two streaks lasting more than 10 days, which had not occurred since 1959.</p>
<h2>Dow Jones – DJIA – 5 years chart of performance</h2>
<div style='text-align:center'><iframe width='561' height='318' src='https://www.youtube.com/embed/QXXByv7yuKo' frameborder='0' alt='what is the highest the dow jones has been this year' allowfullscreen></iframe></div>
<p>That&#8217;s compared to 33.3 for the Invesco QQQ Trust (QQQ 0.42%), an ETF that mirrors the performance of the 100 largest Nasdaq stocks. If you think about the industries that have contributed to economic growth over the last decade, a lot of them are tech-related. Just think about how much phones have evolved and all the industries and companies that have benefited. Or e-commerce, streaming, cybersecurity, cloud and software infrastructure, semiconductor innovations, mobile banking, electric vehicles, the energy transition, and more. These are just some of the trends that have driven growth in the Nasdaq more than the Dow. We&#8217;ve included a few key shocks to the stock markets along these timelines in addition to the presidents who were in office.</p>
<ul>
<li>That is the second-fastest rise in U.S. history (currently, the record is 24 sessions to go from 10,000 to 21,000 in 1999).</li>
<li>This marked the longest string of weekly advances in 2024 for both the Dow and S&#038;P 500, which respectively ended 0.96% and 0.85% higher.</li>
<li>Because of the price-weighted calculation method, a $1 change in the price of a stock in the DJIA doesn&#8217;t equate to one point in the index since that depends on the Dow divisor at the time.</li>
<li>The Dow had two streaks lasting more than 10 days, which had not occurred since 1959.</li>
<li>American Airlines (AAL) shares slumped in premarket trading Thursday as the carrier&#8217;s soft outlook outweighed stronger-than-expected fourth-quarter results.</li>
<li>Trump asked Saudi Arabia and OPEC to lower oil prices, saying it would enable lower interest rates, referring to the Federal Reserve&#8217;s high interest rates meant to subdue inflation.</li>
<li>The most recent all-time-high record (as of this writing) was on Jan. 4, 2022, when it closed at 36,799.65.</li>
</ul>
<h2>Latest CPI data shows prices increased less than expected in December</h2>
<p>The Invesco QQQ Trust&#8217;s expensive multiple shows that investors are banking on future earnings, not present earnings. <a href="https://www.forex-world.net/blog/best-forex-signals-top-10-best-forex-signals/">Best forex signals</a> And because of that, Nasdaq stock prices have grown at a faster rate than earnings. One of the largest Dow exchange-traded funds (ETFs), the SPDR Dow Jones Industrial Average Trust (DIA -0.33%), has an average component price-to-earnings ratio of 22.1.</p>
<h2>Dow 1250 to 2500: 1,394 days</h2>
<p>Shares of Elevance Health (ELV) advanced Thursday after the health insurance provider reported better-than-anticipated results on higher premiums, acquisitions, and growth of its pharmacy coverage unit. Stocks closed solidly higher on Thursday for the fourth straight session as investor optimism about the new Trump administration continues to run high. “The report should reduce the probability of near-term Fed cuts, though our more favorable outlook on inflation keeps us thinking a March cut is still more likely than not,” analysts at Morgan Stanley said in a note. At Bank of America, economists now believe the Fed is done cutting rates — and see a growing possibility that central bankers may, instead, need to consider raising rates. Fear was the sentiment driving the market Friday, according to CNN’s Fear and Greed Index. Additionally, President-elect Donald Trump’s proposed tariff policies, including reports of declaring a national economic emergency to impose widespread tariffs, has spooked investors, sending bond yields surging.</p>
<ul>
<li>Spirits also got a boost from Wall Street bank earnings reports, which brought surging profits thanks to a dealmaking revival and investment banking strength.</li>
<li>Procter &#038; Gamble also reported better-than-expected earnings, while revenue fell short of estimates.</li>
<li>We want our readers to share their views and exchange ideas and facts in a safe space.</li>
<li>In early 1981, the index broke above 1,000 several times, but then retreated.</li>
<li>The manufacturer of airplane engines and other parts reported net income of $1.9 billion, or $1.75 per share, on $10.81 billion in revenue.</li>
<li>The Dow Jones Industrial Average achieved a new all-time high close of 37,557.92 on Dec. 19.</li>
</ul>
<p>In early 1981, the index broke above 1,000 several times, but then retreated. After closing above 2,000 in January 1987,43 the largest one-day percentage drop occurred on Black Monday, October 19, 1987, when the average fell 22.61%. Through Wednesday&#8217;s close, the stock had gained 33% over the <a href="https://www.forex-reviews.org/bitbuy/">bitbuy review</a> last 12 months, while United and Delta shares had surged 166% and 78%, respectively. Shares of GE Aerospace (GE) surged in premarket trading Thursday after the company reported fourth-quarter results far above analysts&#8217; estimates. The stark contrast in valuation shows that premium investors are willing to pay for growth right now. And it also shows that, despite a strong year-to-date return for the Dow, the index is still a fairly good price.</p>
<h2>Bitcoin nears $100,000, following broader market higher</h2>
<p>Union Pacific (UNP) shares  surged Thursday after the big freight carrier posted better-than-expected earnings as its costs for fuel declined. In other markets, bitcoin was at $104,000 in late-afternoon trading, up from a low of $101,200 this morning. The digital currency hit a record high above $109,000 on Monday ahead of Trump&#8217;s inauguration amid investor hopes that the new administration will adopt policies that support the crypto industry. Traders on Friday expect a 25% chance the Fed will cut rates in March, down from Thursday’s expectations of a 41% chance, according to the CME FedWatch Tool.</p>
<div style='text-align:center'><iframe width='563' height='313' src='https://www.youtube.com/embed/ofHyhCJ1TNc' frameborder='0' alt='what is the highest the dow jones has been this year' allowfullscreen></iframe></div>
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		<title>Top 10 Chart Patterns Every Trader Needs to Know IG International</title>
		<link>http://www.francoismontagut.com/?p=3267</link>
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		<pubDate>Tue, 12 Nov 2024 11:37:25 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[The outer band (upper in downtrend, lower in uptrend) of the cloud is where the trailing stop can be placed. This pattern is best used in trend-based pairs, which generally include the USD. Mr. Vivek Bajaj has over 18 years of trading experience in equities, options, currencies, and commodity markets. He is the co-founder of Stockedge and Elearnmarkets and is passionate about data, analytics, and technology. He serves on various exchange committees and has played a significant role in the evolution of India&#8217;s derivative market. He has been a speaker at various colleges and higher institutions, including&#160;IIT&#160;and&#160;IIMs. Ascending Triangle is an upside continuation trading pattern, which is formed between a [...]]]></description>
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" width="606px" alt="popular forex chart patterns"/></p>
<p>
<p>The outer band (upper in downtrend, lower in uptrend) of the cloud is where the trailing stop can be placed. This pattern is best used in trend-based pairs, which generally include the USD. Mr. Vivek Bajaj has over 18 years of trading experience in equities, options, currencies, and commodity markets. He is the co-founder of Stockedge and Elearnmarkets and is passionate about data, analytics, and technology. He serves on various exchange committees and has played a significant role in the evolution of India&#8217;s derivative market. He has been a speaker at various colleges and higher institutions, including&nbsp;IIT&nbsp;and&nbsp;IIMs.</p>
</p>
<p>
<p>Ascending Triangle is an upside continuation trading pattern, which is formed between a horizontal resistance line and an ascending support line. After the price fixes above the resistance line, one is recommended to buy; the target of the figure is the value of the chart pattern’s base (H) in pips. Trading in financial markets is a popular way to invest and grow one&#8217;s wealth. However, trading can be a complicated process that requires a deep understanding of various factors that affect the market.</p>
</p>
<p>
<ol>
<li>The pattern represents a rejection of the price near the candle’s tail.</li>
<li>Forex traders place short orders once the Double Top pattern is confirmed, with market price breaking below the support level.</li>
<li>Thus, for traders and analysts who want to have an evergreen tool to rely on, using these chart patterns will help in any market condition.</li>
<li>Candlestick patterns like Hammer, Hanging man, Harami, Pin tops, and Engulfing candles can be used to confirm chart patterns.</li>
</ol>
<p>
<p>This report has been prepared without regard to the specific investment objectives, financial situation and needs of any particular recipient. As with a double top, it is always worth confirming the resistance level before you open your position. Many traders do this by looking at past price action or using technical indicators.</p>
</p>
<p>
<h2>How Do Candlestick Charts Provide Traders With a More Accurate Pattern?</h2>
</p>
<p><img 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" width="600px" alt="popular forex chart patterns"/></p>
<p>
<p>This demonstrates that there is a strong potential for a bullish market shift to occur very soon.  Because of the development of this candle, traders with sell positions ought to exercise caution and cover their short positions as soon as possible. The first candlestick and the second candlestick should have a connection that conforms to the Bullish Harami candlestick pattern, which will be discussed in just a moment. To trade any of the patterns we’ve highlighted above, you’d generally aim to open a position that earns a profit from the resulting breakout.</p>
</p>
<p><img 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" width="603px" alt="popular forex chart patterns"/></p>
<p>
<p>A more conservative entry approach includes waiting for the complete reversal and the breakout into a new low. The trend is currently pausing and struggling with the horizontal resistance level and the trend was not continued. When connecting the lows of the wedge pattern the fading bearishness is apparent.</p>
</p>
<p>
<h2>How to Identify Tops and Bottoms on Candlestick Charts?</h2>
</p>
<p>
<p>Although the price seems to be stuck in a sideways period, the price is still exhibiting strong bullish signals. The target price in Butterfly Chart Patterns is usually set at the Fibonacci retracement levels of the CD leg, such as the 38.2% or 61.8% retracement levels. The stop orders in Butterfly Chart Patterns must be set just beyond the D point.</p>
</p>
<p>
<p>Finally, the price ascends again but only reaches a lower peak than the head, forming the right shoulder, and then declines again. A trendline, known as the neckline, connects the troughs after the left shoulder and the head, serving as a support level. Engulfing chart patterns are an outstanding trading chance since they can be very well recognized and the price activity exhibits a powerful and quick shift in direction. In a downward trend, and up-dip actual body would ultimately cover the previous down-dip actual body (bullish covering). In an upward trend, a down-dip actual body would ultimately cover the previous up-dip actual body (bearish covering).</p>
</p>
<p>
<p>Say, all through an uptrend a holding’s price can drop back somewhat previous to growing once again. As a general rule, the breakout will happen in the direction of the prevailing trend. In this regard, if the symmetrical triangle develops within a bullish trend, it will break higher.</p>
</p>
<p>
<p>If our bull flag has 50 points between its support and resistance lines, then we might set our take profit 50 points above resistance. A good rule of thumb is to set your stop loss at the point at which it is clear that the pattern has failed. Where that is depends on whether you’re trading a bullish or bearish formation. Take a look at any market, and you’ll notice that price action is rarely linear. Even in strong uptrends and downtrends, you’ll see some movement against the prevailing momentum. A chart pattern is a set price action that is repeated again and again.</p>
</p>
<p>
<h2>Double Top Chart Pattern</h2>
</p>
<p>
<p>Essentially, by using historical price data, forex traders can predict future price movement. There are multiple trading methods to find entries and stop levels for forex investment. Forex&nbsp;chart patterns include the head <a href="https://g-markets.net/helpful-articles/the-5-most-popular-forex-chart-patterns/">popular forex chart patterns</a> and shoulders, triangles, the engulfing candlestick pattern, and the Ichimoku cloud bounce. It is important for any technical analyst in the stock market to understand the interpretation of candlestick chart patterns. By recognizing these patterns, they can make informed decisions about future price movements.</p>
</p>
<p>
<p>Like most things  in life, popular chart patterns and formations have advantages and disadvantages. The signal is generated when the pair breaks below the supportive lower line of the triangle. The profit target goes with the sum of the pips between the triangle&#8217;s initial high and the breaking point, from the price at the entry position. The entry signal comes when the Forex pair breaks above the triangle&#8217;s upper side, which triggers a rally. The profit target is then set taking the number of pips between the initial low of the triangle and the break level.</p>
</p>
<p>
<ol>
<li>The target price in Butterfly Chart Patterns is usually set at the Fibonacci retracement levels of the CD leg, such as the 38.2% or 61.8% retracement levels.</li>
<li>The long wicks signal there was a large amount of price movement during the given period.</li>
<li>Obviously, if a pattern had developed and you are getting 75% of the profit target just ahead of a strong resistance, take your money and secure your profit.</li>
<li>Mastering ABC pattern trades requires not only knowledge and experience but also a strategic approach that combines confidence with practicality.</li>
<li>There are other ways of confirming patterns though, and using more than one at once will strengthen your risk management.</li>
</ol>
<p>
<h2>b) Descending Triangles</h2>
</p>
<p>
<p>Hammer is a single candlestick pattern that is formed at the end of a downtrend and signals a bullish reversal. Descending Triangle is a downside continuation trading pattern, which is formed between a horizontal support line and a descending resistance line. After the price fixes below the support line, one is recommended to sell; the target of the formation is the value of the chart pattern’s base (H) in pips. These are reversal trading patterns, which are usually formed at local lows and highs of the price chart within either ascending or descending trend. Bull flag chart pattern example is below within the context of an uptrend. Keep in mind that additional research is needed to identify which Forex trading patterns work better in different pairs and timeframes.</p>
</p>
<p>
<p>This resulted in the formation of bearish pattern and signifies that seller are back in the market and uptrend may end. The relationship of the first and second candlestick chart should be of the Bullish Engulfing candlestick pattern. The first bearish candle shows the continuation of the bearish trend and the second candle shows that the bulls are back in the market.</p>
</p>
<p>
<p>The Pennant Pattern forms a small symmetrical triangle representing a consolidation phase following a sharp price movement, known as the flagpole. The formation and structure of the Gartley pattern follow specific Fibonacci ratios. The Gartley pattern begins with an initial market price move from the point “X” to the point “A” (XA leg), followed by a retracement from the point “A” to the point “B” (AB leg).</p></p>
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				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[You can also use the app to place market, limit, and stop orders, as well as to adjust the exposure of your open trades. However, as a trader who relies heavily on precise technical analysis, I am highly skeptical of MetaTrader 4. At least when it comes to executing penetrating technical analysis. My tests indicate that worldtradex’s trading fees exceed the industry average. worldtradex is still a relatively new broker, having been established just a couple of years ago. Hence, the company is still working on developing a strong brand name that is trusted internationally. It is currently licensed and regulated by a single regulatory body – the FSA of [...]]]></description>
				<content:encoded><![CDATA[<p>You can also use the app to place market, limit, and stop orders, as well as to adjust the exposure of your open trades. However, as a trader who relies heavily on precise technical analysis, I am highly skeptical of MetaTrader 4. At least when it comes to executing penetrating technical analysis. My tests indicate that worldtradex’s trading fees exceed the industry average.</p>
<p>worldtradex is still a relatively new broker, having been established just a couple of years ago. Hence, the company is still working on developing a strong brand name that is trusted internationally. It is currently licensed and regulated by a single regulatory body – the FSA of Seychelles, which requires brokers to ensure segregated funds and negative balance protection.</p>
<h2>Where is worldtradex based?</h2>
<p>Swap long refers to the charge deductible or credit receivable for holding a buy position open overnight. In turn, swap short relates to the charges/credits deductible or receivable for holding a selling position open overnight. worldtradex has invested time and energy in developing research materials, which I found quite diverse and unconventional.</p>
<p>The broker operates on a Straight-Through-Processing (STP) basis without a dealing desk. Order requests are transmitted to the interbank level, where worldtradex’s liquidity providers fill them. As long as there is enough liquidity in the market, all order requests will be filled at varying speeds.</p>
<h2>Contracts for Difference (CFD)</h2>
<p>He earned a Bachelor&#8217;s degree in Economics and International Relations. Plamen&#8217;s broad experience has equipped him with the expertise to recommend the best forex brokers. Most deposit and withdrawal requests are processed by worldtradex within 24 hours. In most cases, payments to and from worldtradex accounts are free of charge, though third-party banking fees may apply. The only time the broker may charge a $55 handling fee is for withdrawals below $300.</p>
<p>The Danish FSA&#8217;s&nbsp;business register&nbsp;contains information on which companies are authorised to offer financial services in Denmark. The Danish FSA&#8217;s website also contains information on identifying fraud companies and how to avoid them, under&nbsp;Avoid fraud. When we test a broker’s customer support team, we evaluate the agent’s knowledge of their own website, how long it takes them to respond to questions, and how detailed their answers are.</p>
<p>A CFD (Contract for Difference) offers the opportunity to traders to speculate on the price movement of different financial assets without owning them directly. With a CFD contract you agree to pay the difference between the opening and closing prices of an underlying asset. You can benefit if the price moves in the direction you have speculated, but you may incur losses if the price of the underlying asset moves against you.</p>
<h2>worldtradex’s Swaps</h2>
<ul>
<li>The market is volatile and ever-changing, and staying on top of the latest developments is made easy with the mobile app version of MT4.</li>
<li>The Danish FSA&#8217;s business register contains information on which companies are authorised to offer financial services in Denmark.</li>
<li>On the other hand, assets with a “wide” bid-ask spread can be more costly and time-consuming.</li>
<li>Trade 300+ financial instruments on 6 asset classes including forex, metals, indices, shares, commodities and futures with competitive spreads.</li>
</ul>
<p>However, the combination of commission-free trading and floating spreads from 1.8 pips exceeds the industry average. The Privilege account, as the name suggests, features the most favorable trading conditions, but the minimum deposit requirement is quite elevated. It aids technical analysis by providing <a href="https://worldtradex.bid/">https://worldtradex.bid/</a> an overview of price action behavior and allows traders access to a number of analytical tools and chart configuration possibilities. In my view, a good chart should afford easy scaling up and down of price action.</p>
<p>There are 30 built-in technical indicators, 23 analytical objects and numerous analytical tools that traders can use to identify entry and exit points. You can choose from our wide selection of currencies, metals, indices, commodities, shares and futures and start trading with competitive conditions and dedicated support. I quite enjoyed worldtradex’s educational guides covering very basic trading topics that novice traders are likely to ask. They do not delve particularly deep into the subject matter or examine more complex topics but are quite useful as a starting point.</p>
<h2>CFD Trading</h2>
<p>I quite appreciated that there is detailed personal info about market experts who lead the webinars. worldtradex offers demo accounts that introduce traders to the broker’s services and allow them to tweak their strategies in a risk-free environment. The market is continually evolving and never static, so it is important to hone your skills in a safe environment. You can set up a demo account for yourself alongside your live CFD account. Contracts for difference (CFDs) are derivatives used to speculate on the underlying asset’s price without physical delivery.</p>
<h2>Swaps</h2>
<ul>
<li>The Danish FSA&#8217;s website also contains information on identifying fraud companies and how to avoid them, under Avoid fraud.</li>
<li>As a trader, you can trade CFDs for any financial asset, as you do not need to own the underlying asset.</li>
<li>There are 30 built-in technical indicators, 23 analytical objects and numerous analytical tools that traders can use to identify entry and exit points.</li>
<li>You can choose from our wide selection of currencies, metals, indices, commodities, shares and futures and start trading with competitive conditions and dedicated support.</li>
<li>Essentially, the broker lends the trader money so that the latter can open bigger positions.</li>
</ul>
<p>Trade 300+ financial instruments on 6 asset classes including forex, metals, indices, shares, commodities and futures with competitive spreads. With worldtradex, you can access competitive spreads with both our Live Floating and Live Fixed accounts. Fixed spreads allow you to trade with predetermined and steady spreads without worrying about sudden changes. With floating spreads, you can access more competitive spreads, but these are flexible and could fluctuate according to market conditions. I found out that the live spreads listed on the website correlate to the actual price quotes on the platform, underpinning worldtradex’s high level of fee transparency.</p>
<div style='text-align:center'><iframe width='561' height='318' src='https://www.youtube.com/embed/0sGmp36aFsA' frameborder='0' alt='worldtradex retrait' allowfullscreen></iframe></div>
<p>I requested additional information about worldtradex’s execution model, average execution speed, and general trading conditions. An agent connected almost instantaneously to the chat, but they did not introduce themselves. They responded fairly quickly to my question about the inactivity fee policy but struggled to explain their execution model. worldtradex’s mobile app affords traders quick and easy access to the market on the go. The market is volatile and ever-changing, and staying on top of the latest developments is made easy with the mobile app version of MT4.</p>
<h2>Get an extra boost with our exclusive bonuses*</h2>
<p>I also appreciated the vast amount of over 150 written articles that are available from worldtradex’s blog section of the website. Your account should reflect your goals, needs, and ambitions on the market. You should take into consideration several factors, such as whether the account type has a minimum deposit requirement, its spreads and commissions, the execution method, and more. MT4’s app suffers from the same underlying problem inherent to other mobile apps. Analyzing price action behavior on low-resolution devices is extremely difficult. That is why I recommend using the mobile app only to monitor your positions’ development and make changes if needed.</p>
<p>It illustrates the spreads and commissions I have recorded on the EUR/USD pair for each account type. The table shows how much you will have to pay to trade 1 full lot (100,000 units) on the <a href="https://worldtradex.bid/">Worldtradex website</a> EUR/USD with a pip value of $10. On the other hand, worldtradex does not offer any alternative trading platforms and does not incorporate any third-party tools. Moreover, I evaluated its trading fees to exceed the industry average. worldtradex works with multiple payment services to provide its clients with maximum flexibility. Deposits can be made via bank wire, credit or debit card, e-wallets, or crypto wallets.</p>
<div style='text-align:center'><iframe width='567' height='318' src='https://www.youtube.com/embed/At6t6v5UcjA' frameborder='0' alt='worldtradex retrait' allowfullscreen></iframe></div>
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		<title>Quality of life and mortality in the general population: a systematic review and meta-analysis Full Text</title>
		<link>http://www.francoismontagut.com/?p=5111</link>
		<comments>http://www.francoismontagut.com/?p=5111#comments</comments>
		<pubDate>Wed, 05 Jun 2024 11:42:45 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[A disabled person may report a high quality of life, whereas a healthy person who recently lost a job may report a low quality of life. Within the arena of health care, quality of life is viewed as multidimensional, encompassing emotional, physical, material, and social well-being. A high standard of living does not necessarily guarantee a high quality of life. While a high standard of living provides better access to necessities, healthcare, and leisure, quality of life depends on more personal and subjective factors, like life satisfaction, personal freedom, and happiness. People can have a high standard of living yet experience stress, lack of fulfillment, or limited freedom, affecting their [...]]]></description>
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" width="703px" alt="quality of life definition"/></p>
<p>
<p>A disabled person may report a high quality of life, whereas a healthy person who recently lost a job may report a low quality of life. Within the arena of health care, quality of life is viewed as multidimensional, encompassing emotional, physical, material, and social well-being. A high standard of living does not necessarily guarantee a high quality of life. While a high standard of living provides better access to necessities, healthcare, and leisure, quality of life depends on more personal and subjective factors, like life satisfaction, personal freedom, and happiness. People can have a high standard of living yet experience stress, lack of fulfillment, or limited freedom, affecting their quality of life.</p>
</p>
<p>
<h2>What&#8217;s the difference between &#8216;fascism&#8217; and &#8216;socialism&#8217;?</h2>
</p>
<p>
<div style='text-align:center'><iframe width='568' height='315' src='https://www.youtube.com/embed/W_g_kywdgq0' frameborder='0' alt='quality of life definition' allowfullscreen></iframe></div>
</p>
<p>
<p>Factors taken into consideration include air and water pollution, garbage disposal, cleanliness, noise and light pollution, green spaces, and comfort in relation to pollution. It assesses the relative prices of consumer goods, such as groceries, housing (rent or mortgage), entertainment, transportation, utilities, and restaurants. Strong theoretical research provides direction for methods and application research.</p>
</p>
<p>
<p>However, a tendency is seen in focusing heavily on symptom reduction as the primary outcome of treatment and research. It may be that lifestyle medicine has specialized to the point that the primary goal should be symptom reduction with less concern about a broader sense of QoL. Conversely, it is possible that a more widened concept of QoL in practice and research should not be solely reserved for palliative care. Ultimately, it is beyond the scope of this article to make this determination but understanding one’s position on this issue is likely to improve interactions with patients.</p>
</p>
<p>
<div style='text-align:center'><iframe width='565' height='313' src='https://www.youtube.com/embed/MXTbTpzs7tU' frameborder='0' alt='quality of life definition' allowfullscreen></iframe></div>
</p>
<p>
<h2>BMC Public Health</h2>
</p>
<p>
<p>Quality of life (QOL) is an important outcome in spinal cord injury (SCI) rehabilitation, but it is unclear how to define and measure it. The latest version of the index, based on a survey of 5,000 Americans, concludes that Delaware residents have the highest life satisfaction, while Oregon residents are in last place. Switzerland is located in Central Europe and has a population of 8.9 million.</p>
</p>
<p>
<div style='text-align:center'><iframe width='569' height='310' src='https://www.youtube.com/embed/0l6qdvi1vIE' frameborder='0' alt='quality of life definition' allowfullscreen></iframe></div>
</p>
<p>
<h2>Quantitative measurement</h2>
</p>
<p><img 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" width="703px" alt="quality of life definition"/></p>
<p>
<p>The goal of this article is to provide a background into QoL research and discuss in practical terms how a greater focus on QoL could affect treatment planning and be implemented into patient care. The term quality of life is also used by politicians and economists to measure the livability of a given city or nation. Two widely known measures of livability are the Economist Intelligence Unit&#8217;s Where-to-be-born Index and Mercer&#8217;s Quality of Living Reports. These two measures calculate the livability of countries and cities around the world, respectively, through a combination of subjective life-satisfaction surveys and objective determinants of quality of life such as divorce rates, safety, and infrastructure. Such measures relate more broadly to the population of a city, state, or country, not to individual quality of life.</p>
</p>
<p><img 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" width="701px" alt="quality of life definition"/></p>
<p>
<p>Many of the governments in countries listed as having a high quality of life provide services and programs to their citizens to help them improve their lives. These include access to living-wage jobs, affordable or free higher education, better gun control laws, and access to high-quality and affordable healthcare. Researchers study methodology to find or improve ways to collect and evaluate patient-reported health status. Methods research can also focus on ways to analyze and interpret data from health assessments. Quality of life is a more subjective and intangible term than standard of living. As such, it can often be hard to quantify, but studies have been conducted for a number of years.</p>
</p>
<p>
<ol>
<li>A disabled person may report a high quality of life, whereas a healthy person who recently lost a job may report a low quality of life.</li>
<li>The different ways that quality of life is defined by institutions, therefore, shape how these organizations work for its improvement as a whole.</li>
<li>The Netherlands is located in Western Europe and has a population of 17.8 million.</li>
<li>Quality of life (QoL) is multi-dimensional concept of an individual’ general well-being status in relation to their value, environment, cultural and social context in which they live.</li>
<li>Conversely, it is possible that a more widened concept of QoL in practice and research should not be solely reserved for palliative care.</li>
<li>The screening process was undertaken using Covidence online software 34 and EndNote X9 software.</li>
<li>In these instances, QoL is often emphasized above all other outcomes.7,8 Although subtle, individuals working in palliative care consistently remind other providers in lifestyle medicine that their thought process is different.</li>
</ol>
<p>
<p>Such policies refuse to tolerate even minor crimes; proponents argue that this will improve the quality of life of local residents. However, critics of zero tolerance policies believe that such policies neglect investigation on a case-by-case basis and may lead to unreasonably harsh penalties for crimes. Rheum.TV is an informational platform created to educate patients living with a rheumatic disease. With over 100 disease education videos produced by the team at Johns Hopkins Rheumatology.</p>
</p>
<p>
<ol>
<li>HRQL represents a broad concepts of physical, psychological with social functioning and well-being that includes both positive and negative aspects.</li>
<li>Among included articles, large heterogeneity was observed in terms of country-of-origin, participant characteristics, and evaluation of QoL.</li>
<li>Governments can improve the quality of life in their countries by offering affordable and accessible healthcare, investing in education, providing affordable housing, offering family-friendly policies, and putting laws into place for workers to earn living wages.</li>
<li>Quality of life (QOL) is an important outcome in spinal cord injury (SCI) rehabilitation, but it is unclear how to define and measure it.</li>
<li>This may include postponing luxuries and leisure activities that improve our overall sense of well-being.</li>
</ol>
<p>
<p>Standard of living is a comparison tool used when describing two different geographic areas. Metrics may include things like wealth levels, comfort, goods, and necessities that are available to people of different socioeconomic classes in those areas. The screening of articles for eligibility according to title and abstract was undertaken independently by two reviewers (AZZP and HC). All relevant full-text articles were independently reviewed by two reviewers (AZZP and HC) for eligibility against inclusion criteria. Discrepancies and disagreements between two reviewers (AZZP and HC) were resolved through discussion with a third reviewer (JR). The screening process was undertaken using Covidence online software 34 and EndNote X9 software.</p>
</p>
<p>
<h2>The World Health Organization Quality of Life (WHOQOL)</h2>
</p>
<p>
<p>They may experience discrimination in society and the workplace or don&#8217;t have access to clean drinking water, proper healthcare, or education. Quality of life (QoL) is multi-dimensional concept of an individual’ general well-being status in relation to their value, environment, cultural and social context in which they live. This study aimed to quantitatively synthesise available evidence on the association between QoL and mortality in the general population. The quality of life in the U.S. is lower than in many developed nations due to declines in personal safety, high healthcare costs, and uneven access to high-quality public education.</p>
</p>
<p>
<p>This may include postponing luxuries and leisure activities that improve our overall sense  of well-being. For many of us, it determines our degree of satisfaction with half of our waking hours. Add in the importance of a paycheck and it affects many other aspects of  our lives. Health related quality of life (HRQL) is the health aspect of quality of life that <a href="https://www.1investing.in/quality-of-life-definition/">quality of life definition</a> focuses on people’s level of ability, daily functioning and ability to experience a fulfilling life. The United Nations&#8217; Universal Declaration of Human Rights, adopted in 1948, provides an excellent list of factors that can be considered in evaluating quality of life.</p>
</p>
<p>
<p>An electronic search was conducted using three bibliographic databases, MEDLINE, EMBASE and PsycINFO. Inclusion criteria were studies that assessed QoL using standardized tools and examined mortality risk in a non-patient population. Qualitative data synthesis and meta-analyses using a random-effects model were performed.</p>
</p>
<p>
<div style='text-align:center'><iframe width='562' height='310' src='https://www.youtube.com/embed/90_BmDJeuQc' frameborder='0' alt='quality of life definition' allowfullscreen></iframe></div></p>
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		<title>NN Investment Partners TFI S A. zmieni się w Goldman Sachs TFI S.A. Goldman Sachs TFI</title>
		<link>http://www.francoismontagut.com/?p=37515</link>
		<comments>http://www.francoismontagut.com/?p=37515#comments</comments>
		<pubDate>Fri, 03 May 2024 19:58:03 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.francoismontagut.com/?p=37515</guid>
		<description><![CDATA[Klienci będą mogli korzystać z&#160;rozbudowanego portfolio produktów, większego dostępu do najlepszych specjalistów, jak również z dalszych inwestycji grupy w obszarze technologii i danych, a także odpowiedzialnego inwestowania. „Rebranding to kolejny, ważny etap w połączeniu obydwu organizacji. Chcemy w pełni połączyć nasze dwie firmy i wykorzystać ich siłę, aby nadal dostarczać naszym klientom jak najlepsze wyniki, oferować nowe i ciekawe produkty oraz dbać o wysoką jakość świadczonych przez nas usług. Zależy nam na komforcie i spokoju naszych klientów, dlatego dokładamy wszelkich starań, aby wprowadzanie zmian było dla nich jak najmniej odczuwalne” – powiedziała prezes NN Investment Partners TFI Małgorzata Barska, cytowana w komunikacie. Z dniem 24 kwietnia firma przejdzie rebranding, który [...]]]></description>
				<content:encoded><![CDATA[<p>Klienci będą mogli korzystać z&nbsp;rozbudowanego portfolio produktów, większego dostępu do najlepszych specjalistów, jak również z dalszych inwestycji grupy w obszarze technologii i danych, a także odpowiedzialnego inwestowania. „Rebranding to kolejny, ważny etap w połączeniu obydwu organizacji. Chcemy w pełni połączyć nasze dwie firmy i wykorzystać ich siłę, aby nadal dostarczać naszym klientom jak najlepsze wyniki, oferować nowe i ciekawe produkty oraz dbać o wysoką jakość świadczonych przez nas usług. Zależy nam na komforcie i spokoju naszych klientów, dlatego dokładamy wszelkich starań, aby wprowadzanie zmian było dla nich jak najmniej odczuwalne” – powiedziała prezes NN Investment Partners TFI Małgorzata Barska, cytowana w komunikacie.</p>
<p>Z dniem 24 kwietnia firma przejdzie rebranding, który jest związany z finalizacją przejęcia przez amerykański bank inwestycyjny Goldman Sachs. Nastąpiła zmiana nazwy NN Investemnt Partners TFI na Goldman Sachs TFI. Jest ona konsekwencją przejęcia w 2022 roku Grupy NN Investment Partners przez Goldman Sachs. Poza nazwą Towarzystwa zmienią się również nazwy funduszy, logo, adres strony internetowej, a także graficzny wizerunek firmy. Zmiana nazwy nie <a href="https://www.dowjonesrisk.com/market-update-october-21-stocks-usd-slip-on-big-earnings-day/">Aktualizacja rynku 21 października Akcje i USD spadają w Wielki Dzień Zarobków</a> nakłada na klientów żadnych nowych obowiązków. NN Investment Partners TFI to czwarte co do wielkości TFI na polskim rynku kapitałowym.</p>
<div style='text-align:center'><iframe width='563' height='318' src='https://www.youtube.com/embed/v2YCGB3ZRRE' frameborder='0' alt='nn investment partners tfi s.a.' allowfullscreen></iframe></div>
<p>Dywersyfikacja portfela inwestycyjnego służy nie tylko zwiększaniu zysków, ale przede wszystkim chroni nasze inwestycje przed nadmiernym ryzykiem. Połączenie NN Investment Partners z Goldman Sachs Asset Management spowoduje powstanie podmiotu zarządzającego aktywami o wartości około 2,8 bln USD. Warunki inwestowania w akcje, obligacje czy surowce zależą od zmian w gospodarce. Poznaj cykl koniunkturalny i sprawdź, jak inwestować w jego fazach.</p>
<h2>W marcu ok. 40 proc. polskich firm spodziewało się istotnego wpływu ze strony ceł USA &#8211; PIE</h2>
<p>Od 150 lat świadczy usługi inwestycyjne i doradcze dla wiodących światowych instytucji, doradców finansowych i osób prywatnych, korzystając z globalnej sieci i szerokiej wiedzy eksperckiej w każdym regionie i na każdym rynku. Firma zarządzała ponad 2,55 bilionami dolarów aktywów na całym świecie. Jak podano w komunikacie prasowym, rebranding nastąpi już 24 kwietnia.</p>
<h2>NN Investment Partners TFI zmieni się 24 IV na Goldman Sachs TFI</h2>
<p>Wtedy też zostanie zmieniona nazwa na Goldman Sachs TFI, logo oraz graficzny wizerunek firmy, i adres strony internetowej wraz z serwisem transakcyjnym. Zmiany nie dotyczą klientów funduszy inwestycyjnych, przejście nastąpi automatycznie. NN Investment Partners TFI z dniem 24 kwietnia przejdzie rebranding, który jest związany z finalizacją przejęcia przez amerykański bank inwestycyjny Goldman Sachs. Ważnym krokiem w łączeniu obu organizacji jest zmiana wizerunku firmy oraz połączenie operacyjne z Goldman Sachs.</p>
<h2>iPoster uruchomił największy ekran 3D DOOH w Polsce</h2>
<p>Spółka 11 kwietnia 2022 stała się częścią Goldman Sachs Group Inc.2, wcześniej należała do grupy kapitałowej NN Group N.V., spółki publicznej notowanej na amsterdamskiej giełdzie Euronext. Wartość aktywów w zarządzaniu całej grupy NN Investment Partners to około 260 mld3 EUR. Zatrudnia ponad 1000 pracowników w 15 krajach w Europie, Ameryce, Azji oraz na Bliskim Wschodzie.</p>
<h2>Co się nie zmienia?</h2>
<p>Znajdują się na stronie internetowej /o-nas/nasza-firma. Goldman Sachs Asset Management i NN Group zawarły też w ramach transakcji długoterminowe strategiczne partnerstwo dotyczące zarządzania portfelem aktywów o wartości ok. 180 mld USD. NN Investment Partners zarządza aktywami w wysokości około 340 mld USD. Zatrudnia ponad 900 pracowników i posiada biura w 15 krajach, obsługując klientów w Europie, Ameryce Północnej, Ameryce Łacińskiej, Azji i na Bliskim Wschodzie.</p>
<h2>Mount TFI wchodzi w świat aktywów cyfrowych</h2>
<p>Poza nazwą spółka zmieni też logo oraz adresy strony internetowej&nbsp;na i serwisu&nbsp;transakcyjnego – na NN Investment Partners TFI przemianuje się 24 kwietnia 2023 roku na Goldman Sachs TFI &#8211; poinformowało towarzystwo w komunikacie prasowym. NN Investment Partners zmieni logo, nazwy funduszy, adres strony internetowej i serwisu transakcyjnego. NN Investment Partners TFI to jeden z największych funduszy inwestycyjnych w Polsce, prowadzący działalność na naszym rynku od 1997 roku.</p>
<p>− To przejęcie wzmacnia nasze zobowiązanie do umieszczenia zrównoważonego rozwoju w centrum naszej platformy inwestycyjnej. Zwiększa skalę naszej europejskiej franczyzy klientów i umacnia naszą pozycję lidera w zarządzaniu aktywami ubezpieczeniowymi&nbsp;− powiedział David Solomon, prezes i dyrektor generalny Goldman Sachs. • adres strony internetowej oraz serwisu transakcyjnego na i Zakończył się proces przejęcia NN Investment Partners przez Goldman Sachs. Fundusze inwestycyjne NN zmieniły się w fundusze inwestycyjne Goldman Sachs.</p>
<p>Zależy nam na komforcie i spokoju naszych klientów, dlatego dokładamy wszelkich starań, aby wprowadzanie zmian było dla nich jak najmniej odczuwalne” &#8211; mówi Małgorzata Barska, prezes NN Investment Partners TFI. Klienci będą mogli korzystać z rozbudowanego portfolio produktów, większego dostępu do najlepszych specjalistów, jak również z dalszych inwestycji grupy w obszarze technologii i danych, a także odpowiedzialnego inwestowania. Rebranding to kolejny, ważny etap w połączeniu obydwu organizacji. Zależy nam na komforcie i spokoju naszych klientów, dlatego dokładamy wszelkich starań, aby wprowadzanie zmian było dla nich jak najmniej odczuwalne. – mówi Małgorzata Barska, prezes NN Investment Partners TFI.</p>
<ul>
<li>Warto podkreślić, że klienci nie będą zobowiązani do żadnych zmian, automatycznie zostaną klientami Goldman Sachs TFI.</li>
<li>Podatek od funduszy inwestycyjnych – kto go odprowadza i kiedy należy to zrobić?</li>
<li>Dywersyfikacja portfela inwestycyjnego służy nie tylko zwiększaniu zysków, ale przede wszystkim chroni nasze inwestycje przed nadmiernym ryzykiem.</li>
<li>Numery kont i terminy realizacji zleceń w funduszach pozostaną takie same.</li>
<li>Jednocześnie transakcja ta zwiększa wartość aktywów, jakimi Goldman Sachs zarządza w Europie, do ponad 600 mld USD.</li>
</ul>
<p>NN Investment Partners TFI zmieni się w Goldman Sachs TFI 24 kwietnia 2023 roku, <a href="https://forexdata.info/tma-cg-mladen-wskaznik-kanalu-sygnaly-wejscia-na-rynek/">TMA CG Mladen wskaźnik kanału Sygnały wejścia na rynek</a> podała spółka. Jedno z największych towarzystw funduszy inwestycyjnych w Polsce zmieni logo, nazwy funduszy oraz adres strony internetowej i serwisu transakcyjnego. Klienci nie muszą podejmować żadnych działań w związku ze zmianami, podkreślono. 24 kwietnia 2023 roku NN Investment Partners TFI S.A. Zmieni się w Goldman Sachs TFI S.A. Jedno z&nbsp;największych towarzystw funduszy inwestycyjnych w Polsce zmieni logo, nazwy funduszy oraz adres strony internetowej i serwisu transakcyjnego. Klienci nie muszą podejmować żadnych działań w&nbsp;związku ze zmianami.</p>
<p>Przejęcie NN IP jest zgodne ze strategicznymi celami Goldman Sachs, jakimi są rozszerzanie skali i zakresu działalności w Europie i na świecie, przy jednoczesnym utrzymaniu bliskiego kontaktu z klientami w&nbsp;regionie. Dowiedz się, jak rozliczyć po nowemu podatek <a href="https://www.investorynews.com/europejski-akcje-its-wszystko-oczy-on-brexit/">Europejskie akcje: to wszystko oczy na Brexit</a> od zysków kapitałowych ze swoich inwestycji w fundusze.</p>
<p>– Rebranding to kolejny, ważny etap w połączeniu obydwu organizacji. Chcemy w pełni połączyć nasze dwie firmy i wykorzystać ich siłę, aby nadal dostarczać naszym klientom jak najlepsze wyniki, oferować nowe i&nbsp;ciekawe produkty oraz dbać o wysoką jakość świadczonych przez nas usług. Zależy nam na komforcie i&nbsp;spokoju naszych klientów, dlatego dokładamy wszelkich starań, aby wprowadzanie zmian było dla nich jak najmniej odczuwalne – mówi Małgorzata Barska, prezes NN Investment Partners TFI.</p>
<ul>
<li>NN Investment Partners zarządza aktywami w wysokości około 340 mld USD.</li>
<li>− To przejęcie wzmacnia nasze zobowiązanie do umieszczenia zrównoważonego rozwoju w centrum naszej platformy inwestycyjnej.</li>
<li>Zależy nam na komforcie i spokoju naszych klientów, dlatego dokładamy wszelkich starań, aby wprowadzanie zmian było dla nich jak najmniej odczuwalne” – powiedziała prezes NN Investment Partners TFI Małgorzata Barska, cytowana w komunikacie.</li>
<li>Znajdują się na stronie internetowej /o-nas/nasza-firma.</li>
<li>W Polsce do tej pory Goldman Sachs obecny był w sposób pośredni, oferując fundusze luksemburskie.</li>
</ul>
<p>Możliwość obniżenia wartości inwestycji jest spowodowana wahaniami wartości jednostek uczestnictwa. Ponadto fundusze inwestycyjne nie gwarantują osiągnięcia zysku z inwestycji. O finalizacji przejęcia NN Investment Partners TFI od NN Group poinformowano we wtorek, 11 kwietnia. Goldman Sachs przejmie towarzystwo funduszy inwestycyjnych za 1,7 mld EUR. Dzięki tej transakcji, aktywa zarządzane przez Goldman Sachs na świecie wynoszą już 2,8 bln USD.</p>
<p>„NN IP i Goldman Sachs Asset Management posiadają uzupełniającą się ofertę produktową. Połączenie silnych europejskich możliwości odpowiedzialnego inwestowania NN IP oraz pozycji Goldman Sachs Asset Management w pierwszej piątce wśród podmiotów oferujących inwestycje alternatywne pozwoli zapewnić klientom pełne portfolio produktów. Celem Goldman Sachs TFI jest dostarczanie rozwiązań inwestycyjnych na szeroką skalę oraz przyspieszenie rozwoju oferty w wielu klasach aktywów. NN IP i Goldman Sachs Asset Management posiadają uzupełniającą się ofertę produktową.</p>
<div style='text-align:center'><iframe width='568' height='317' src='https://www.youtube.com/embed/JLIsNzr-vj0' frameborder='0' alt='nn investment partners tfi s.a.' allowfullscreen></iframe></div>
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		<title>Inwestorzy kontra Janusz Palikot  Zbliża się ważny termin</title>
		<link>http://www.francoismontagut.com/?p=8401</link>
		<comments>http://www.francoismontagut.com/?p=8401#comments</comments>
		<pubDate>Thu, 11 May 2023 09:53:44 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[To rozwiązanie ma nas zabezpieczyć przed ewentualnym długim okresem postępowań w sądach. Pozwoli też skończyć w nadchodzących tygodniach inwestycje, takie jak linie do produkcji wódki i dealkoholizacji. Forex Trading System Gurusomu Forex Trading System – W&#160;mojej ocenie to&#160;pozorne działania, bez formalnego sensu i&#160;uzasadnienia. Realizowane tylko po&#160;to, żeby w&#160;mediach chwalić się kolejnym atakiem na&#160;firmy Palikota. Ten drugi piastując stanowisko państwowe publicznie oraz&#160;bez żadnych dowodów oskarża mnie, polskiego przedsiębiorcę o&#160;kreowanie afery na&#160;kształt Amber Gold. Wierzymy, że&#160;sąd wyjaśni, że&#160;w&#160;państwie prawa urzędnik nie&#160;może rzucać oskarżeń bez powodów utrudniając tym samym prowadzenie biznesu –&#160;dodaje. – Aby sfinansować tak duży wzrost, potrzebuję pieniędzy. A Mentzen wciska im wejściówki do własnego kasyna, żeby demokrację zaorać. Skrajny egoizm [...]]]></description>
				<content:encoded><![CDATA[<p>To rozwiązanie ma nas zabezpieczyć przed ewentualnym długim okresem postępowań w sądach. Pozwoli też skończyć w nadchodzących tygodniach inwestycje, takie jak linie do produkcji wódki i dealkoholizacji. <a href="https://www.forexpamm.info/forex-trading-system-gurusomu-forex-trading-system-2/">Forex Trading System Gurusomu Forex Trading System</a> – W&nbsp;mojej ocenie to&nbsp;pozorne działania, bez formalnego sensu i&nbsp;uzasadnienia. Realizowane tylko po&nbsp;to, żeby w&nbsp;mediach chwalić się kolejnym atakiem na&nbsp;firmy Palikota.</p>
<p>Ten drugi piastując stanowisko państwowe publicznie oraz&nbsp;bez żadnych dowodów oskarża mnie, polskiego przedsiębiorcę o&nbsp;kreowanie afery na&nbsp;kształt Amber Gold. Wierzymy, że&nbsp;sąd wyjaśni, że&nbsp;w&nbsp;państwie prawa urzędnik nie&nbsp;może rzucać oskarżeń bez powodów utrudniając tym samym prowadzenie biznesu –&nbsp;dodaje. – Aby sfinansować tak duży wzrost, potrzebuję pieniędzy.</p>
<p>A Mentzen wciska im wejściówki do własnego kasyna, żeby demokrację zaorać. Skrajny egoizm i sknerstwo idą tu w parze z rozrzutnością i perwersyjnym altruizmem. „Buntownik” – zazwyczaj średnio lub słabo zarabiający drobnomieszczanin – woli kipnąć na wylew niż odpalić choćby centa na czyjąś „chorom córke”. Bez wahania natomiast przeleje swoje oszczędności milionerowi, wspierając jego biznes i kibicując mu „w trudnych chwilach”, bo przecież „chłop się stara”. Problem polega na tym, że nabici w „buha” przez „filozofię Wyjebongo” mają podobne predyspozycje, co „buntownicy” inwestujący w Konfederację.</p>
<p>Chodzi o crowdfunding pożyczkowy, w ramach którego inwestorzy powierzyli firmie ponad 36 mln zł. – Szczególnie w&nbsp;sytuacji, gdy wierzyciele Manufaktury po&nbsp;wprowadzonych do&nbsp;układu zmianach, mogą liczyć na&nbsp;100 proc. Zwrot, a&nbsp;my –&nbsp;szczególnie III&nbsp;grupa inwestorów TD, która wsparła projekt kwotami kilkudziesięciu tysięcy zł –&nbsp;jesteśmy tą&nbsp;najbardziej pokrzywdzoną społecznością –&nbsp;podkreślają cytowani przez gazetę inwestorzy. Praktyka spółki Tenczynek Dystrybucja wprowadza konsumentów w błąd – twierdzi Rzecznik Finansowy. Poszło o stosowanie terminologii crowdfundingu, czyli tzw.</p>
<p>Nie chciał ujawnić szczegółów, tłumacząc, że nie zakończono jeszcze czynności. Biznesmen podkreśla, że dzięki pozyskanym środkom firmie udało nam się wprowadzić na rynek wiele marek alkoholowych. Od pewnego czasu oferta inwestycyjna &#8220;Bunt Finansowy&#8221; budzi obawy internautów. &#8220;Czy Wam też mryga kontrolka alarmowa?&#8221; -&nbsp;z&nbsp;takim pytaniem do użytkowników Twittera zwrócił się na początku&nbsp;marca Piotr Zając, makler i&nbsp;dziennikarz.</p>
<p>W tej sytuacji należy konsekwentnie demaskować przynajmniej dwa piramidalne kłamstwa Konfederacji. <a href="https://www.forexrobotron.info/prognoza-ekonomiczna-dla-4-pazdziernika-forex/">Prognoza ekonomiczna dla 4 października-Forex</a> Po pierwsze, że w przypadku Mentzena w ogóle dochodzi do „buntu”. Po drugie – że ten „bunt” jest „wolnościowy”. Lewica od wielu lat alergicznie reaguje na Janusza Palikota. Zazwyczaj są symptomatyczne i dlatego pouczające, a w przeszłości bywały chwalebne.</p>
<p>W ostatnich dniach złożyły wierzycielom nowe propozycje spłaty zobowiązań, atrakcyjniejsze od poprzednich. Sławomir Mentzen lepiej radzi sobie w kampanii niż Karol Nawrocki. Dlatego to wciąż zagadka, kto wejdzie do drugiej tury – Mentzen czy Nawrocki – mówi w podcaście „Rzecz w tym” Estera Flieger. Od 1 marca zmieni się dyrektor generalny Unilevera. Hein Schumacher ustąpi ze stanowiska po niespełna dwóch latach kierowania firmą. Kilka tygodni temu koncern przedstawił „rozczarowujące” wyniki za zeszły rok – przypomina agencja Reutera.</p>
<p>Innym sposobem było chwalenie się sukcesami marek, które nie należały do firmy. O tym, że &#8220;Bunt Finansowy&#8221;, oferta pożyczek inwestycyjnych Janusza Palikota, trafiła pod lupę KNF, poinformowaliśmy jako pierwsi pod koniec marca 2023 r. Od tego powstało kilkanaście artykułów w&nbsp;tej sprawie. Jak poinformowała w&nbsp;piątek rano &#8220;Gazeta Wyborcza&#8221;, prokuratura przedstawiła Palikotowi osiem zarzutów popełnienia przestępstw na szkodę tysięcy <a href="https://www.forexeconomic.net/zlote-wyzwania-1760-usd/">Złote wyzwania 1760 USD</a> osób. Pierwsze przesłuchanie trwało pięć godzin i&nbsp;zakończyło się o&nbsp;północy -&nbsp;informuje dziennik. Prokurator Krajowy Dariusz Korneluk potwierdził w&nbsp;piątek, że były biznesmen usłyszał zarzuty.</p>
<p>–&nbsp;Z&nbsp;pewnym zdumieniem przyglądam się kierunkowi rozwoju osobowości Artura Sobonia, który swoją pierwszą poważną pracę zawdzięcza mi, wówczas liderowi lubelskiej Platformy Obywatelskiej. Z&nbsp;mojej rekomendacji objął stanowisko w&nbsp;zarządzie portu lotniczego Lublin. Wtedy sprawiał wrażenie człowieka szanującego zasady, mówiącego prawdę, gotowego do&nbsp;pomocy bliźnim.</p>
<p>Co ciekawe, pieniądze pożyczano również od Manufaktury. Sam Janusz Palikot musi do końca roku zwrócić 9 mln zł. W sierpniu ubiegłego roku nastąpił przełomowy moment -&nbsp;MPWiW złożyła wniosek o&nbsp;upadłość, aby ochronić się przed wierzycielami.</p>
<p>Biorący w nich udział mieli liczyć na wysokie odsetki, jednak spółka zaczęła mieć problem z ich wypłacaniem pod koniec kwietnia. Tomek wziął udział w dwóch zbiórkach po 20 tys. Manufaktura Piwa Wódki i&nbsp;Wina od około roku stara się o&nbsp;debiut na rynku NewConnect (NC). Spółka w&nbsp;dalszym ciągu nie złożyła formalnego wniosku, ale to normalne, bo panuje zasada, że składa się go w&nbsp;momencie, gdy wszelkie formalności są spełnione i&nbsp;jest pewność, że decyzja będzie pozytywna. Janusz Palikot zarządza alkoholowym holdingiem Manufaktura Piwa Wódki i&nbsp;Wina SA (MPWiW).</p>
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