A Guide To Lead Time: How It Works and How Do You Calculate It

what is lead time

By comparing results against established benchmarks, they can determine where inefficiencies exist. Dealing with multiple suppliers can make predicting when all required items will be delivered difficult, resulting in overstocking or understocking. Ordering excess inventory can strain your budget while understocking can lead to a loss in potential sales. Just as stockouts can lead to an increase in manufacturing lead time, the same can happen with suppliers.

What are good lead indicators?

Here are some examples of leading indicators businesses have used to achieve the results they want: Potential leading indicators: Participation numbers for webinar, conference, etc. Number of products purchased by each customer.

Depending on the publication, lead times can be anything from a couple of hours to many months/years. There isn’t one way to calculate lead time, but the most common is to subtract the order request date from the order delivery date. Our dedicated account managers can help optimize your inventory management and track delivery performance, so you can work on growing your business.

Strategies for reducing Lead Time

“Production (manufacturing) lead time” is the period of time from the start of production or manufacturing until a predetermined number of products are produced. If all production is done in-house, the lead time is determined by adjusting employees’ schedules and equipment resources. If parts of the production are outsourced, then the outsourced lead time must also be taken into account.

what is lead time

While not all lead times are within your control, there are ways to better manage lead times throughout your supply chain. Businesses may also experience longer lead times when they get a sudden spike in demand and not have enough inventory on hand (supply) to meet it. Unfortunately, it’s much more complicated when it comes to raw materials, global logistics, transit that involves several parties and modes of transportation, and customer with high standards. A long lead time for a ground shipment in the contiguous US to be delivered is over 1 week (including fulfillment and shipping transit times), especially as consumers are used to 2-day shipping. By definition, a long lead time is when a process takes a relatively long time to be completed, compared to a business’s average lead time(s) or industry benchmarks.

  1. Both cycle time and lead time are important metrics that can be used as key performance indicators to help measure how effectively your company uses up operational time.
  2. For example, where a company manufactures and assembles components in locations that are far apart, it may consolidate the two processes internally.
  3. In addition to improving production processes, lead time may also help you make improvements when selecting raw material suppliers and transportation companies to deliver shipments.
  4. Teams opting for the kanban approach favor this measure, over the better-known velocity.
  5. In MTS, however, customer orders are fulfilled from stock, which is then replenished with another manufacturing order.

Excess inventory increases costs

Lead time is the total time from when a customer places an order until it’s delivered. Implementing proper inventory control can help you determine how much inventory you currently hold, ensuring that you have all the necessary components to run manufacturing smoothly. The number of tests — and the number of parts you must test — all affect lead time.

Better Demand Planning

Customer lead times are very important because they directly deal with the customer. However, other business operations and lead times will often determine the customer lead time. When done well, the customer lead time will enhance customer satisfaction, retention rates, and competitive advantage. The “shipping lead time” encompasses the duration from order processing to packaging and final delivery of products that have undergone production and manufacturing processes. An example of shipping lead time that most people are familiar with is the “delivery within 2 to 3 days” displayed on e-commerce websites.

What role does technology play in lead time management?

To meet that shortened lead time, the vendor would need to print the additional shirts as quickly as possible in order to ship them overnight for delivery the following morning. One solution is to use a vendor-managed inventory (VMI) program, which provides automated stock replenishment. These programs often come from an off-site supplier, using just-in-time (JIT) inventory management for ordering and delivering components based on usage.

  1. As manufacturers embrace digital technology and control, consumers are doing the same.
  2. Our dedicated account managers can help optimize your inventory management and track delivery performance, so you can work on growing your business.
  3. Companies can use lead times to their advantage by utilizing automation and optimizing processes.
  4. Stockouts and supply chain issues with suppliers can increase their lead time, leading to an increase in yours.
  5. In this world, lead time has emerged as a critical tool for supply chains to ensure success.

You may also eliminate waste by reducing redundant work processes and automating tasks. By knowing how long it takes to complete a specific task, businesses can better allocate their resources, including labor and equipment, to optimize productivity. This can result in cost savings as businesses can avoid overstaffing or underutilizing resources. By measuring and analyzing cycle time, businesses can identify areas for improvement and implement changes to reduce cycle time and increase efficiency. This helps businesses stay competitive by improving their processes, reducing lead times, and delivering products or services faster and with higher quality.

If there is a spike in demand for your product, your suppliers could likely face high demand as well. A delay from suppliers can increase order fulfillment time and increase your lead time. For items like parachutes, extensive testing is essential, and more testing requires more time.

Advanced analytics can aid in demand forecasting, while technology like automation can ensure quality control. ShipBob’s fulfillment platform offers real-time inventory tracking, so you know exactly how much inventory you have at all times and where your inventory is. You can also set reorder point notifications, which means you’ll always replenish your what is lead time inventory on time and prevent stockouts.

Even if your suppliers are consistent and reliable, there’s still a risk of experiencing emergencies that affect your lead time. This may be due to inefficiencies in the supplier’s processes or cash flow issues that prevent them from delivering supplies. If this is a recurring issue, it’s a good idea to partner with more reliable suppliers or find backups.

Does lead time include delivery?

Shipping lead time includes the time spent processing and handling the goods as well as the time spent on delivery. Delivery time, however, only accounts for the time from cargo collection by the shipper and delivery to the recipient. Keep in mind, customers only care how long they have to wait for the order to arrive.

Cycle time and lead time are key performance indicators (KPI) calculations to determine manufacturing progress and production times. Below, we’ll explore how to calculate lead time and cycle time and how understanding these metrics can benefit your manufacturing business. Lead times are an important aspect of logistics, yet they are often misunderstood and underestimated. Lead times refer to the amount of time between the start of a supply chain process and the completion of the same process.

What is a 7 day lead time?

Lead Time Definition

In inventory, lead time refers to how many days it takes to receive your order once placed. If your vendor delivers produce the next day, your lead time is one day. If it takes a week to get new lightbulbs, that's a lead time of 7 days.

How to trade Ripple: the Ultimate XRP Trading Guide

what is xrp trading

The ruling, however, was taken as a win by crypto enthusiasts, and the price of XRP jumped more than 95% on the news. In addition, other leading altcoins such as Cardano (ADA), Solana td ameritrade (SOL) and Polygon (MATIC) were up 17%, 18% and 19% respectively. The judge also ruled partially in the SEC’s favor, finding that off-exchange sales of XRP to sophisticated investors like hedge funds were unregistered sales of securities. The rulings were in the early stage of the trial, with a final ruling expected soon.

XRP Ledger and XRP

He has written for publications like AARP and Forbes Advisor, as well as major corporations like Fidelity and Prudential. That added a layer of expertise to his work that other writers cannot match. XRP, in contrast, was “pre-mined,” meaning the XRP Ledger created 100 billion units that are then periodically released publicly. On July 13, a federal judge finally ruled—in response to Ripple’s motion for summary judgment—that Ripple’s XRP offerings were not in fact investment contracts, which was considered a loss for the SEC. However, the judge did also rule that the initial sale of XRP still violated federal securities laws.

What Is Ripple’s Ticker Symbol?

Non-custodial exchanges, also known as decentralized exchanges, do not manage a user’s private keys, and publish decentralized order books of buyers and sellers on a blockchain. When the retest doesn’t hold, price action usually stays close to the moving average until a side is ultimately chosen. These are no-trade chop situations, and instead, Ripple traders should watch for a clean retest to hold and take off in the other direction to confirm the trade.

The key difference, however, is that it has always been marketed toward businesses rather than consumers, although everyone can use it. Leverage XRP as a bridge currency to facilitate faster, more affordable cross-border payments around the world. Crypto Futures and CFDs products are complex financial instruments which come with a high risk of losing money rapidly due to leverage. You should consider whether you understand how leveraged products work and whether you can afford to take the inherently high risk of losing your money. Using PrimeXBT’s tools, users can develop Ripple trading strategies that are profitable and successful while managing against any risk or unwanted drawdown.

McCaleb and Britto would go on to found Ripple and use XRP to facilitate transactions on the network. You can trade XRP with fiat on 73 XRP exchanges.The largest amount of XRP trading with fiat is done on Binance.The most popular fiat pair is XRP/TRYon Binance. Binance is the best choice when it comes to trading XRP with fiat currencies. Although XRP is often referred to as Ripple, it’s important to understand that XRP is an open-source cryptocurrency independent of Ripple (the company), which is a cryptocurrency services and technology company. Due to its reported fast, efficient, reliable, carbon-neutral delivery, XRP is the technology that Ripple uses in its solutions.

Using the 50-day moving average, traders can watch for the price of an asset to pass through the moving average and take a trade at a retest of the moving average that holds. You can’t buy XRP at any old cryptocurrency exchange, mainly if you are a resident of the United States. Like other cryptocurrencies, XRP runs on a distributed ledger where many computers, known as validator nodes, verify transactions and keep a record of all past XRP activity.

Both P2P and DeFi offer greater privacy and control over their transactions than centralized exchanges and access to cryptocurrencies for users who may not have access to different financial institutions. XRP is trading on 123 cryptocurrency exchanges across 375 trading pairs.The most popular XRP pair isXRP/USDTon Binance Futures,where it has a trading volume of $ 346.44M. You can tradeXRP with many fiat currencies including USD, KRW, EUR, GBP, MXNand many stablecoins such as USDT, USDC, FDUSD, TUSD, USDD. Binance is one of the most popular cryptocurrency exchanges in the world, and handled $ 214.79M worth of XRP trading volume in the last 24 hours.

what is xrp trading

As new transactions come in, the validators update their ledgers every three to five seconds and make sure they match the other ledgers. This allows the network to securely and efficiently validate transactions, which gives it an edge over other cryptocurrencies like Bitcoin. Notably, XRP’s blockchain operates a little differently than most other cryptos.

XRP Market Overview

Earning XRP as passive income includes lending XRP to borrowers or participating in liquidity pools on a DeFi platform and holding XRP on certain crypto exchanges that offer rewards programs. In the traditional sense of staking, XRP staking is not possible, where users lock up their tokens to validate transactions and earn rewards. XRP is not a Proof-of-Stake (PoS) cryptocurrency and uses a consensus mechanism called the XRPL Consensus Protocol (or Federated Consensus), which does not recognize staking. Ripple is committed to solving the issues with cross-border payments and create an Internet of Value where we move money as efficiently as we exchange information. Our solution involves creating a common standard for payments and using XRP as the digital asset that will bring together currently disconnected ledgers and blockchains.

  1. Ripple’s solutions leverage XRP Ledger technology and its native digital asset, XRP.
  2. The typical 10-minute time to create a new block can spike to an hour for some Bitcoin transactions to complete, depending on network congestion.
  3. Ripple and XRP seek to disrupt the cross-border payments industry and take on the likes of big banks, MoneyGram, and Western Union.
  4. Additionally, due to the privacy they provide, they might be under surveillance by authorities interested in finding money laundering schemes.

Is XRP Coin a Good Investment?

Just like the it help desk technician job description template moving average within the Bollinger Bands, other moving averages at different intervals can act as buy or sell signals or tell traders when to long or short. Because XRP is so popular, it is widely supported by many cryptocurrency wallet providers, even some in the U.S. such as Coinbase that don’t support it for buying and selling. You can also hold XRP in a hardware wallet like those from Trezor and Ledger. Some wallets also facilitate buying XRP directly, but the fees might be higher using them.

XRP Fiat Exchanges

They may be used to store value, purchase commodities or for consumer transactions, but were not created with a single explicit application in mind. best mt4 white label brokers and providers 2023 By contrast, XRP is specifically about the transfer of value and built for enterprises, making it one of the few digital assets with a real, clear use case behind it. The SEC alleged on Dec. 20, 2023 that Ripple had violated existing securities laws with its initial coin offering and subsequent exchange sales of the XRP token. The basis for this violation was the SEC’s interpretation of the Howey test for digital assets.

You can buy XRP on several exchanges, such as Bitstamp, Kraken, Huobi Global, and Coinbase. XRP is a cryptocurrency that can be used as a payment method or as a way to speculate on price movements. Its five-year track record of reliable technology and governance makes it ready for institutional and enterprise use. In addition, the XRP ledger handles 1,500 transactions per second, 24×7, and can scale to handle the same throughput as Visa. Yet, like all digital assets, XRP is often a source of confusion, mystery and speculation. Of all the digital assets on the market, XRP is the one that continues to turn heads.

Download PDF Statistically Sound Machine Learning For Algorithmic Trading Of Financial Instruments PDF 6vd2647iuma0

statistically sound machine learning for algorithmic trading of financial instruments

In other words, we can say that Stock Market is the way out for every investor in Today’s time to make their money by scoring profits in the market itself. Therefore, the correct identification of algorithms for the stock market prediction model is needed so that an investor can successfully raise profits. In the dynamic https://forexarena.net/ world of financial markets, accurate price predictions are essential for informed decision-making. This research proposal outlines a comprehensive study aimed at forecasting stock and currency prices using state-of-the-art Machine Learning (ML) techniques. By delving into the intricacies of models such as Transformers, LSTM, Simple RNN, NHits, and NBeats, we seek to contribute to the realm of financial forecasting, offering valuable insights for investors, financial analysts, and researchers.

statistically sound machine learning for algorithmic trading of financial instruments

Saved searches

statistically sound machine learning for algorithmic trading of financial instruments

In the recent times, the stock statistically sound machine learning for algorithmic trading of financial instruments markets have emerged as one of the top investment destinations for individual and retail investors due to the lure of huge profits that are possible with stock investments compared to more traditional and conservative forms of investments such as bank deposits, real estate and gold. The stock markets unlike other forms of investment are highly dynamic due to the various variables involved in stock price determination and are complex to understand for a common investor. Individual and small-time investors have to generate a portfolio of common stocks to reduce the overall risk and generate reasonable returns on their investment. This phenomenon has given way too many individual and retail investors incurring huge losses because their decisions are based on speculation and not on sound technical grounds. While there are financial advisory firms and online tools where individual investors can get professional stock investment advice, the reliability of such investment advice in the recent past has been inconsistent and not meeting the rigor of quantitative and rational stock selection process. Many of such stock analysts and the tools mostly rely on short term technical indicators and are biased by the speculation in the market leading to huge variances in their predictions and leading to huge losses for individual investors.

Download Statistically Sound Machine Learning For Algorithmic Trading Of Financial Instruments

The design and development of the Financial DSS is based on the philosophy to combine various independent models and not rely on a single stock price model to increase the accuracy and reliability of the stock selections and increase the overall Return on Investment (ROI) of the stock portfolio. The AI/ML stock models are independently trained using historical financial data and integrated with the overall Financial DSS. Finally, the Financial DSS tool with a graphical user interface is built integrating all the three models which shall be able to run on a general-purpose desktop or laptop.

Machine Learning-Based Decision-Making for Stock Trading: Case Study for Automated Trading in Saudi Stock Exchange

  1. In other words, we can say that Stock Market is the way out for every investor in Today’s time to make their money by scoring profits in the market itself.
  2. This research proposal outlines a comprehensive study aimed at forecasting stock and currency prices using state-of-the-art Machine Learning (ML) techniques.
  3. Therefore, the correct identification of algorithms for the stock market prediction model is needed so that an investor can successfully raise profits.
  4. Each investor has its knowledge represented by ontologies, which is composed of technical knowledge together with internal training states of the data to present the graph.
  5. While the use of Artificial Intelligence (AI) and Machine Learning (ML) techniques is widely adopted in the financial domain, integration of AI/ML techniques with fundamental variables and long-term value investing is a lacking in this domain.

To reliably validate the Financial DSS, it has been subjected to wide variety of stocks in terms of market capitalization and industry segments. The Financial DSS is validated for its short term and long-term Return on Investment (ROI) using both historical and current real-time financial data. The researcher has reported that the accuracy of the AI/ML stock price models is greater than 90% and the overall ROI of the stock portfolios created by the Financial DSS is 61% for long term investments and 11.74% for short term investments. This system has the potential to help millions of individual investors who can make their financial decisions on stocks using this system for a fraction of cost paid to corporate financial consultants and value eventually may contribute to a more efficient financial system. Today it is globally known that there is no point in investing your money into a new venture or a start-up business. It is being observed that in Today’s time, the market has turned out to be financially volatile due to aggressive competition between the vendors for the same products in the market.

While the use of Artificial Intelligence (AI) and Machine Learning (ML) techniques is widely adopted in the financial domain, integration of AI/ML techniques with fundamental variables and long-term value investing is a lacking in this domain. Some of the stock portfolio tools available in the market use AI/ML techniques but are mostly built using technical indicators which makes them only suitable for general trend predictions, intraday trading and not suitable for long term value investing due to wide variances and reliability issues. The availability of a Financial Decision Support System which can help stock investors with reliable and accurate information for selecting stocks and creating an automated portfolio with detailed quantitative analysis is lacking. A Financial Decision Support System (DSS) that can establish a relationship between the fundamental financial variables and the stock prices that can VII automatically create a portfolio of premium stocks shall be of great utility to the individual investment community. As part of this thesis, the researcher has designed and developed a Financial Decision Support System (DSS) for selecting stocks and automatically creating portfolios with minimal inputs from the individual investors. The Financial DSS is based on a System Architecture combining the advantages of Artificial Intelligence (AI), Machine learning (ML) and Mathematical models.

Index Terms

Because of the various financial and economic crises in the industry, today, every person smells it risky to put the money in any ongoing business. To cope with that, this work proposes an alternative to model the distributed Stock Exchange Scenario with ontologies and their futuristic predictions. The proposed model considers that each investor can invest using information obtained by communication with different traders or investors. Each investor has its knowledge represented by ontologies, which is composed of technical knowledge together with internal training states of the data to present the graph. Our preliminary results show the possibility to use ontologies as knowledge representation mechanisms for domains that consider the human emotional dimension for decision-making processes. The successful prediction of the stock market will have a very positive impact on the stock market institutions and the investors also.

This article provides an in-depth overview of our methodology, data collection process, model implementations, evaluation metrics, and potential applications of our research findings. The research indicates that NBeats and NHits models exhibit superior performance in financial forecasting tasks, especially with limited data, while Transformers require more data to reach full potential. Enter your mobile number or email address below and we’ll send you a link to download the free Kindle App. Then you can start reading Kindle books on your smartphone, tablet, or computer – no Kindle device required.

Download PDF Statistically Sound Machine Learning For Algorithmic Trading Of Financial Instruments PDF 6vd2647iuma0

statistically sound machine learning for algorithmic trading of financial instruments

In other words, we can say that Stock Market is the way out for every investor in Today’s time to make their money by scoring profits in the market itself. Therefore, the correct identification of algorithms for the stock market prediction model is needed so that an investor can successfully raise profits. In the dynamic https://forexarena.net/ world of financial markets, accurate price predictions are essential for informed decision-making. This research proposal outlines a comprehensive study aimed at forecasting stock and currency prices using state-of-the-art Machine Learning (ML) techniques. By delving into the intricacies of models such as Transformers, LSTM, Simple RNN, NHits, and NBeats, we seek to contribute to the realm of financial forecasting, offering valuable insights for investors, financial analysts, and researchers.

statistically sound machine learning for algorithmic trading of financial instruments

Saved searches

statistically sound machine learning for algorithmic trading of financial instruments

In the recent times, the stock statistically sound machine learning for algorithmic trading of financial instruments markets have emerged as one of the top investment destinations for individual and retail investors due to the lure of huge profits that are possible with stock investments compared to more traditional and conservative forms of investments such as bank deposits, real estate and gold. The stock markets unlike other forms of investment are highly dynamic due to the various variables involved in stock price determination and are complex to understand for a common investor. Individual and small-time investors have to generate a portfolio of common stocks to reduce the overall risk and generate reasonable returns on their investment. This phenomenon has given way too many individual and retail investors incurring huge losses because their decisions are based on speculation and not on sound technical grounds. While there are financial advisory firms and online tools where individual investors can get professional stock investment advice, the reliability of such investment advice in the recent past has been inconsistent and not meeting the rigor of quantitative and rational stock selection process. Many of such stock analysts and the tools mostly rely on short term technical indicators and are biased by the speculation in the market leading to huge variances in their predictions and leading to huge losses for individual investors.

Download Statistically Sound Machine Learning For Algorithmic Trading Of Financial Instruments

The design and development of the Financial DSS is based on the philosophy to combine various independent models and not rely on a single stock price model to increase the accuracy and reliability of the stock selections and increase the overall Return on Investment (ROI) of the stock portfolio. The AI/ML stock models are independently trained using historical financial data and integrated with the overall Financial DSS. Finally, the Financial DSS tool with a graphical user interface is built integrating all the three models which shall be able to run on a general-purpose desktop or laptop.

Machine Learning-Based Decision-Making for Stock Trading: Case Study for Automated Trading in Saudi Stock Exchange

  1. In other words, we can say that Stock Market is the way out for every investor in Today’s time to make their money by scoring profits in the market itself.
  2. This research proposal outlines a comprehensive study aimed at forecasting stock and currency prices using state-of-the-art Machine Learning (ML) techniques.
  3. Therefore, the correct identification of algorithms for the stock market prediction model is needed so that an investor can successfully raise profits.
  4. Each investor has its knowledge represented by ontologies, which is composed of technical knowledge together with internal training states of the data to present the graph.
  5. While the use of Artificial Intelligence (AI) and Machine Learning (ML) techniques is widely adopted in the financial domain, integration of AI/ML techniques with fundamental variables and long-term value investing is a lacking in this domain.

To reliably validate the Financial DSS, it has been subjected to wide variety of stocks in terms of market capitalization and industry segments. The Financial DSS is validated for its short term and long-term Return on Investment (ROI) using both historical and current real-time financial data. The researcher has reported that the accuracy of the AI/ML stock price models is greater than 90% and the overall ROI of the stock portfolios created by the Financial DSS is 61% for long term investments and 11.74% for short term investments. This system has the potential to help millions of individual investors who can make their financial decisions on stocks using this system for a fraction of cost paid to corporate financial consultants and value eventually may contribute to a more efficient financial system. Today it is globally known that there is no point in investing your money into a new venture or a start-up business. It is being observed that in Today’s time, the market has turned out to be financially volatile due to aggressive competition between the vendors for the same products in the market.

While the use of Artificial Intelligence (AI) and Machine Learning (ML) techniques is widely adopted in the financial domain, integration of AI/ML techniques with fundamental variables and long-term value investing is a lacking in this domain. Some of the stock portfolio tools available in the market use AI/ML techniques but are mostly built using technical indicators which makes them only suitable for general trend predictions, intraday trading and not suitable for long term value investing due to wide variances and reliability issues. The availability of a Financial Decision Support System which can help stock investors with reliable and accurate information for selecting stocks and creating an automated portfolio with detailed quantitative analysis is lacking. A Financial Decision Support System (DSS) that can establish a relationship between the fundamental financial variables and the stock prices that can VII automatically create a portfolio of premium stocks shall be of great utility to the individual investment community. As part of this thesis, the researcher has designed and developed a Financial Decision Support System (DSS) for selecting stocks and automatically creating portfolios with minimal inputs from the individual investors. The Financial DSS is based on a System Architecture combining the advantages of Artificial Intelligence (AI), Machine learning (ML) and Mathematical models.

Index Terms

Because of the various financial and economic crises in the industry, today, every person smells it risky to put the money in any ongoing business. To cope with that, this work proposes an alternative to model the distributed Stock Exchange Scenario with ontologies and their futuristic predictions. The proposed model considers that each investor can invest using information obtained by communication with different traders or investors. Each investor has its knowledge represented by ontologies, which is composed of technical knowledge together with internal training states of the data to present the graph. Our preliminary results show the possibility to use ontologies as knowledge representation mechanisms for domains that consider the human emotional dimension for decision-making processes. The successful prediction of the stock market will have a very positive impact on the stock market institutions and the investors also.

This article provides an in-depth overview of our methodology, data collection process, model implementations, evaluation metrics, and potential applications of our research findings. The research indicates that NBeats and NHits models exhibit superior performance in financial forecasting tasks, especially with limited data, while Transformers require more data to reach full potential. Enter your mobile number or email address below and we’ll send you a link to download the free Kindle App. Then you can start reading Kindle books on your smartphone, tablet, or computer – no Kindle device required.

Rafał Brzoska jednym z bohaterów afery Pandora Papers Kim jest miliarder od paczkomatów?

rafał brzoska majątek

InPost, dzięki swojemu unikalnemu systemowi paczkomatów, zyskuje coraz większą popularność w krajach takich jak Wielka Brytania, Francja i Niemcy, co jest kluczowym elementem strategii Brzoski. Rafał Brzoska, dzięki swojemu zaangażowaniu w rozwój InPost oraz innych przedsięwzięć biznesowych, osiąga znaczące dochody roczne. Chociaż dokładne liczby dotyczące jego zarobków nie są publicznie dostępne, można przyjąć, że wynagrodzenie Brzoski jest na poziomie odpowiadającym najwyższym standardom w branży. W 2023 roku, według raportów finansowych InPost, spółka osiągnęła rekordowe wyniki finansowe, co sugeruje, że wynagrodzenie Brzoski jako prezesa zarządu jest proporcjonalne do sukcesów firmy. Rafał Brzoska, szef spółki InPost, która właśnie z sukcesem zadebiutowała na giełdzie w Amsterdamie, z majątkiem 5,7 mld zł.

Sam Altman – profil biograficzny, majątek, wiek, wzrost, życiorys, żona i dzieci

Miejscu, z majątkiem wycenianym na ok. 3,7 mld zł. Rafał Brzoska, twórca InPostu i jeden z najbogatszych ludzi w Polsce, wpadł na pomysł Day Trading Strategies wsparcia państwa w tworzeniu wyszkolonych oddziałów na wypadek wojny. Jego zdaniem “wojna już trwa”, głównie w cyberprzestrzeni.

rafał brzoska majątek

Rafał Brzoska – pierwsza żona, majątek, córki, żona, wykształcenie, dzieci, gdzie mieszka, życie prywatne

Dziś, gdy paczkomaty wpisały się w krajobraz miast, trudno sobie wyobrazić, że jeszcze 10 lat temu po przesyłki chodziliśmy na pocztę albo czekaliśmy na kuriera, bo innych sposobów odbioru nie było. Brzoska ostatecznie ściągnął InPost z giełdy trzy lata temu z wyceną ok. 400 mln zł. Później przyszła stagnacja, szukanie inwestora i prośby o dokapitalizowanie.

Jak polski biznes, twoi koledzy, podchodzą do pomysłu?

  1. Paradoksalnie, odpukać, ale biznes nie tylko nie spada, ale przyspiesza.
  2. “Jak ci się nie udaje biznes, to nie tylko cierpi na tym biznes, ale przechodzi to też na ciebie” — zaznaczył założyciel InPosta.
  3. Ten wybór małżeństwa, aby utrzymać tajemnicę w kwestii swojego mieszkania, jest zgodny z ich pragnieniem ochrony życia prywatnego i unikania nadmiernego zainteresowania mediów.
  4. Korupcja jest dzisiaj kluczowym hamulcem poza działaniami wojennymi.

Ich współpraca, choć zakończona rozwodem, miała decydujące znaczenie dla startów Brzoski w biznesie. Rozstanie z pierwszą żoną stanowiło dla Anny Izydorek-Brzoski trudny okres, jak wyznała w wywiadzie sprzed dwóch lat. Podkreślała w nim rolę wsparcia, jakie otrzymała od swoich dzieci, które okazały się kluczowe w przezwyciężeniu trudności po rozwodzie. Na liście znajdziemy kilka innych nazwisk znanych z krajowego biznesu. Michał Sołowow z majątkiem wycenianym na 4 mld dolarów zajmuje miejsce 727, Jerzy Starak (właściciel m.in. Polpharmy), 3,6 mld dol.

Ta dyskrecja stanowi element ich strategii utrzymania równowagi między życiem zawodowym a osobistym, co jest wartością dla Rafała Brzoski i Omenaa Mensah. Omenaa Mensah, będąc obecnie żoną Rafała Brzoski, współdzieli z nim nie tylko życie osobiste, lecz również świat publiczny. Ich małżeństwo stanowi połączenie dwóch dynamicznych światów, biznesowego i medialnego, w jedną spójną całość.

Urządzenia (z zastrzeżoną nazwą) służą do odbierania przesyłek przez całą dobę, przez siedem dni w tygodniu. Bez kolejki, bez wizyty w urzędzie pocztowym, bez konieczności czekania na kuriera lub listonosza. Sprzęt dostępny jest obecnie niemal w całej Polsce. Brzoska przygodę z biznesem zaczął skromnie, bo od składania komputerów, by następnie zająć się roznoszeniem ulotek.

Urządzenia umożliwiające samodzielne odbieranie i nadawanie przesyłek przez całą dobę powoli zaczęły pojawiać się w całym kraju. Popularność Integera, już wtedy giełdowej spółki, rosła w dynamicznym tempie, a wraz z nią powiększał się majątek głównego akcjonariusza. W 2011 roku Rafał Brzoska zadebiutował na liście najbogatszych Polaków z majątkiem wycenianym na ponad 200 mln zł. Kilka lat temu wszystko jednak runęło jak domek z kart.

W polskim wątku afery “Pandora Papers” pojawił się właśnie szef InPostu. Dziennikarze “GW” ujawnili, że biznesmen miał obniżyć wysokość zapłaconych podatków dzięki transakcjom dokonywanym na Cyprze. “Muszę spędzać czas swój i swoich pracowników na odpieraniu niezrozumiałego i taniego ataku” Broker Price Statement BPO & REO Course Review – napisał prezes InPostu w oświadczeniu. Oprócz kierowania InPost, Rafał Brzoska angażuje się w szereg innych przedsięwzięć biznesowych. Jest aktywnym inwestorem w startupy technologiczne oraz firmy z sektora e-commerce, co pozwala mu na poszerzanie swojego portfolio inwestycyjnego.

Dzięki swojej determinacji i umiejętności dostrzegania nisz rynkowych, szybko rozwijał Integer.pl, co pozwoliło mu na eksplorację nowych obszarów biznesowych. Brzoska nie ograniczał się jedynie do nauki akademickiej. Uczestniczył w licznych kursach i szkoleniach, które poszerzały jego horyzonty i pozwalały na zdobycie wiedzy z zakresu nowoczesnych Dlaczego muszę kupować opcje DITM technologii oraz innowacji. Jego ciągła chęć rozwoju i doskonalenia się była kluczowym czynnikiem, który przyczynił się do jego późniejszych sukcesów w biznesie. Wykształcenie Rafała Brzoski, zdobyte na renomowanej uczelni, stanowiło solidną podstawę do realizacji ambitnych planów zawodowych i wprowadzenia innowacyjnych rozwiązań na rynek.

Z ciekawych nazwisk, które znalazły się w zestawieniu, a powiązane są z Małopolską, można też wspomnieć o Adamie Bachledzie-Curuś, najbogatszym góralu z Podhala. Dzisiaj rodzinna Bachleda Grupa Inwestycyjna działa przede wszystkim w sektorze nieruchomości, hotelarstwa, gastronomii, produkcji czy handlu. Są właścicielami kilku prestiżowych hoteli, galerii handlowych, osiedli mieszkaniowych czy restauracji. To oni sprowadzili do Polski markę modową Carolina Herrera czy producenta słynnych pomadek do ust Carmex.

Lime FxFX Review: Possible Scam Broker? Everything We Found Out

Lime Fxfx scam

We are continuously working to improve our offerings and ensure that our traders have the best possible conditions for their trading strategies. Thank you for your trust and for recommending Lime Fx to your friends and family. We’re honoured to be your chosen trading partner, and we’re committed to making your trading experience even better in the future. If you have any further suggestions or need assistance, please don’t hesitate to reach out to us at  We look forward to continuing this great journey with you! We’re also glad that you found our exchange rates favourable.Stay updated on our latest news and promotions by joining our social media platforms. Dear Jag Prabha Rajesh, Thank you for your loyalty and for limefx website taking the time to share your positive experience with Lime Fx.

  1. Numerous complaints about Lime FxFX have been made on social media and on other websites that provide reviews of forex brokers.
  2. CFD trading on Lime FxFX allows traders to speculate on the price movements of various financial instruments against the broker Lime FxFX, without actually owning real assets.
  3. We look forward to continuing to serve you with excellence and ensuring that your trading journey remains smooth and rewarding.
  4. Lime Fx offers various educational resources, including trading guides, webinars, and market analysis.
  5. It is important to be aware of the potential for loss and to only invest what you can afford to lose.
  6. Lime Fx offers Forex ECN Trading, as well as CFD trading on Indices, Metals, and Cryptocurrencies across both the MT4 and MT5 trading platforms.

It provides a range of trading platforms, including MetaTrader 4 (MT4) and MetaTrader 5 (MT5), and various financial instruments, including forex, CFDs, and commodities, with high leverage options and negative balance protection. When we used the Lime FxFX demo account, it was good to see emulated live market conditions and real-time prices. Paper trading accounts are a great way to practice investment strategies risk-free and learn platform terminal features and tools. Users can access unlimited virtual equity with flexible leverage.

Vantage FX (Vantage Markets) Review

If you have any additional questions, you can get in touch with us via live chat or email us at We are always available to help you.Kind regards,Lime Fx Rep. Thank you for taking the time to share your positive feedback! Your satisfaction is our top priority, and we continuously work to enhance our platform and services based on valuable feedback from users like you.Stay updated on our latest news and promotions by joining our social media platforms. We’re thrilled to hear that you love trading with Lime Fx and appreciate your feedback regarding leverage.We understand that fixed leverage can enhance your trading experience, and we genuinely value your input. Our team continuously reviews customer feedback to improve our services, and your suggestions will certainly be taken into consideration.Stay updated on our latest news and promotions by joining our social media platforms.

Lime Fxfx scam

The phone support team successfully resolved our questions and issues over the phone. When we called, the team answered our call promptly, in less than a minute. Download the Metaquotes MetaTrader 4 Program free of charge from Apple’s App Store.Lime FxFX customers have instant access to the financial market and can completely manage a Portfolio on the go. Lime FxFX clients can have greater confidence in their financial security when working with a Tier 1 bank because Lime FxFX are subject to strict regulatory oversight and must adhere to stringent guidelines to maintain its Tier 1 status.

Tools & Features

Lime Fx does make an affiliate program available in the form of Invite-a-Friend and IB options. By sharing a referral link the trader will receive a commission per volume traded by their friends. Lime Fx offers spreads on various commodities, including precious metals and energy products. The spreads for CFD stocks vary based on the stock and market conditions.

These are likely to give you the most tools and functionality. You are also likely to have less latency as you are connected directly to their servers. If you wanted to see the commission that you would pay on particular Islamic compliant trades then you can visit this page. It has a handy tool at the bottom where you can select the asset, trade size and account type.

An increase in fraud: Lime FxFX warns Nigerian clients to be wary of con artists. Let’s examine this ironic circumstance.

At Lime Fx, we are committed to providing quick and efficient trading experiences, whether it’s executing trades, processing deposits, or handling withdrawals. Knowing that our efforts are meeting your expectations motivates us to keep delivering the high-quality service you deserve.Your satisfaction is our priority, and we always aim to improve. We look forward to continuing to serve you with excellence and ensuring that your trading journey remains smooth and rewarding. Modern brokers like Lime FxFX provide advanced online trading platforms, mobile apps, financial analysis tools and educational resources. limefx broker reviews These services require significant investment, and in turn, Lime FxFX may charge clients various fees for trading activities.

Trading CFD trades on the Lime FxFX platform can provide more flexibility than traditional market trades, allowing access to CFD fractional shares, international markets, and short selling. They are commonly used for short to medium-term trades, such as intraday CFD trading, but are high-risk due to their separation from the financial markets. Lime FxFX cTrader Copy empowers everyone on the Lime FxFX platform to share their investment and trading strategies for a fee or commission. Lime FxFX cTrader users can search and replicate the approaches available when investing.Furthermore, Lime FxFX traders can use their risk management configurations. With Lime FxFX MetaTrader 5 for Android, you can trade various financial instruments anytime, anywhere. The web version of MT4 provides the same user-friendly interface and customizable trading environment as the desktop version.

Lime Fxfx scam

Hey, i’m new in the industry of trading, I saw the app through advertisement a tried demo and space helped me a lot. All I can say is starting the real account was the best decision what I like about the app is that it has all the tools to help you and I like how the system work in terms of deposit a d withdrawal. Lime Fx protects customer funds by segregating them from the company’s balance sheets and provides negative balance protection. Additionally, it uses SSL-secured encryption to safeguard your financial transactions and personal data. Lime Fx provides a range of spreads across various asset classes that cater to different trading needs.

In addition, Lime Fx boasts no slippage on 97.5% of its executed orders, and no overnight carry costs, yet has restrictions in place that can hinder high-frequency traders. Bank Negara Malaysia (BNM) added Lime FxFX to the Financial Consumer Alert List (FCA) along with several other brokers. Since Lime FxFX ads are directed at forex beginners, many people would start trading forex for the first time with Lime FxFX as their broker if their marketing was successful.

Our team has endeavored to break down the complex world of trading with Lime FxFX into easily digestible information in this Lime FxFX review. We want to ensure you have all the knowledge necessary to use the Lime FxFX trading tools confidently, from depositing and withdrawing funds to executing trades. Withdrawal problemAfter verifying my account with Lime Fx and depositing my money, I attempted to make a withdrawal. However, they requested my bank statements for the past 6 months. I provided them as requested, but it has been two days, and they keep saying, ‘We are working on it.’ This has been one of the worst experiences I’ve had with a broker in recent times.

Dear Consumer,We regret any inconvenience you may have faced. Lime Fx is a global broker that has been providing its services in the financial markets since 2011. In adherence to these policies, reviewing is a normal business practice. Upon checking, we see that your last withdrawal was processed on September 18th, 2024. However, we assure you that you will be updated via email soon.We request your patience in this matter. If you have any further queries, please contact us via live chat or by email at We are always available.Kind regards,Lime Fx Rep.

Saxo Bank, IG, and CMC Markets, the market leaders, each provide over 10,000 tradeable instruments. It goes against our guidelines to offer incentives for reviews. People who write reviews have ownership to edit or delete them at any time, and they’ll be displayed as long as an account is active. The company is involved in a comprehensive network of charitable and humanitarian initiatives, including the improvement of educational infrastructure and short-notice relief projects supporting local communities.

Therefore, before trading, verify the Lime FxFX trading instruments available and the regulations governing them based on your account holder, location, and chosen platform. We understand that you may be feeling frustrated and we appreciate you bringing this matter to our attention. Specifically, we request that you provide us with your trading account number. You can email us these details at Once we receive your information, our dedicated team will carefully investigate the matter and provide you with an update as soon as possible. Thank you for your patience and understanding.Thank you for choosing Lime Fx, and we look forward to serving you even better in the future!

While Mastercard withdrawals may be limited, we’re actively exploring options to enhance our payment methods. Please update this review with your email or trading account number so we can check it further. Regarding spreads during news events, we’re working on providing the best possible trading conditions, and your feedback helps us identify areas for improvement. If you wish for lower spreads, opting for Gold or Platinum status is a viable option, which both tighten them.

Wrocławski Port Popowice powiększa się o kolejny etap

port popowice ceny

Dzięki szerokiej gamie wyboru, w inwestycji Port Popowice każdy może znaleźć coś dla siebie. Mieszkania nadają się zarówno dla rodziny z kilkorgiem dzieci, jak i dla osób żyjących w pojedynkę. W zależności od kondygnacji wysokość pomieszczeń wynosi pomiędzy 260 a 280 cm. Cały projekt powstał w oparciu o komfort, wygodę i bezpieczeństwo przyszłych użytkowników. Dla wszystkich mieszkańców przewidziano również miejsca postojowe w podziemnej hali garażowej, rowerownie, przestronne balkony w mieszkaniach, a także komórki lokatorskie we wnętrzach obiektów. Port Popowice to nie tylko ciekawe bryły budynków oraz funkcjonalne mieszkania, ale również dobrze zaprojektowane wspólne przestrzenie — wszystko w oparciu o dobro i komfort mieszkańców.

W podziemnej hali garażowej mieszkańcy będą mieli do dyspozycji miejsca parkingowe, komórki lokatorskie i pomieszczenia na rowery. Przewidziano także budowę placu zabaw, elementów małej architektury i stanowisk do ładowania samochodów elektrycznych. Dodatkowo mieszkania zostaną wyposażone w system Smart House by Keemple, który zwiększa poczucie bezpieczeństwa i pozwala na obniżenie kosztów eksploatacji. Port Popowice to wieloetapowa inwestycja mieszkaniowa powstająca na terenie dawnego portu przeładunkowego na wrocławskich Popowicach. Firma ROBYG ogłosiła realizację kolejnej części kompleksu – deweloper wprowadza do oferty 216 nowych mieszkań.

High standard

Nasz projekt zakłada powstanie w ciągu najbliższych lat ok. 2,5 tysiąca mieszkań i powierzchni usługowych. Restauracje, sklepy, liczne strefy rekreacji, tereny zielone – wszystko będzie znajdować się w zasięgu ręki. Planujemy, że sercem inwestycji będzie basen portowy, który chcemy zrewitalizować na kolejnych etapach projektu. Powstają coraz liczniej, na nowych osiedlach i wśród okolicznej przyrody. Budowane są przede wszystkim z myślą o rodzinach oraz osobach pracujących. W większości nowe osiedla oferują udogodnienia, do których należą monitoring, place zabaw czy parkingi podziemne, które można dokupić do mieszkania na sprzedaż.

New, higher standard

Popowice przyciągają ludzi obecnością dużej ilości terenów zielonych, bliskością Odry i niższymi cenami niż w centrum. Do tego pojawiają się tu inwestycje, które wręcz zachęcają do mieszkania. Popowice stawiają na udogodnienia dla mieszkańców, tereny zielone, zrównoważony rozwój. Architektura inwestycji nawiązuje do historii dawnego Portu Popowice. Inspiracja tradycją dostrzega się w dekoracyjnych częściach budynków i elementach małej architektury projektu.

Mieszkania z widokiem na Odrę i Polanę Popowicką. Nowa oferta Portu Popowice już w sprzedaży

  1. Osiedle jest otwarte, w częściach wspólnych zaprojektowane są miejsca dla rekreacji, strefy odpoczynku, aleje.
  2. Firma ROBYG ogłosiła realizację kolejnej części kompleksu – deweloper wprowadza do oferty 216 nowych mieszkań.
  3. Wartość mieszkania na Popowicach będzie stopniowo wzrastać, w miarę ubywania terenów zdatnych do zabudowy.
  4. Wszystkie inwestycje są realizowane przez spółki celowe Grupy Kapitałowej ROBYG.

Aktualnie na rynku pierwotnym na Popowicach nie obowiązują oferty specjalne na mieszkania. Bliskość Starego Miasta powoduje, że Popowice są bardzo dobrze skomunikowane. Oprócz tego dostępne są także rowery miejskie, których stacja znajduje się przy Intertrader Forex Broker – Ocena 2022, Informacje, Opinie klientów skrzyżowaniu ul.

Dostawcom zapewniającym obsługę klienta (Call Center) – przy czym takie podmioty przetwarzają dane na podstawie umowy z administratorem i wyłącznie zgodnie z poleceniami administratora. Osiedle jest dobrze usytuowane pod względem dostępności środków komunikacji miejskiej. Tuż przy osiedlu znajduje się przystanek autobusowy (linie 103, 104, 122, 127, 128, 245, C). W odległości około 700 m, przy ulicy Legnickiej, dostępne są stacja roweru miejskiego oraz przystanki tramwajowe (linie 3, 10, 20, 23, 31, 32, 33). Pobliska droga krajowa DK5 umożliwia prosty wyjazd poza miasto, ulicy Legnicka, Długa, Osobowicka – dojazd do innych części Wrocławia.

Mieszkania ze wszystkich 2 budynków będą posiadać balkony, tarasy, lub ogródki idealnie wkomponowane w wyrafinowaną elewację budynków. Przyszli mieszkańcy Portu Popowice mogą wybierać spośród lokali o powierzchniach od 35 do 115 m2. Funkcjonalne mieszkania, części wspólne akcentujące portowość projektu i rozległy parking podziemny, sprawią, że komfort życia codziennego osiągnie zupełnie nowy wymiar. W sąsiedztwie terenu inwestycji znajdują się liczne tereny spacerowo-biegowe, zlokalizowane w obu parkach oraz wzdłuż nadbrzeża Odry. Aktywnie wypoczywać można także w pobliskiej Hali Orbita pływając w basenie, a zimą doskonaląc umiejętności jazdy na łyżwach. Latem natomiast, zlokalizowana niedaleko plaża miejska, przyciągać będzie atmosferą relaksu i pięknym widokiem na rzekę.

Z tego względu korzystamy z najnowszych trendów ze świata architektury w połączeniu z nowinkami funkcjonalnymi oraz technologicznymi. Każde Nasze ma na celu tworzenie przestrzeni oraz obiektów przyjaznych i bezpiecznych dla przyszłego użytkownika. Dbamy o każdy, nawet najmniejszy szczegół, który może wpłynąć na odbiór inwestycji. Pragniemy, aby każdy Nasza współpraca z Klientem odbywała się w przyjaznych stosunkach, w połączeniu z fachową pomocą oraz doradztwem. Port Popowice to realizowane etapowo, nowoczesne osiedle budynków mieszkalnych, zlokalizowane w zachodniej części Wrocławia.

Lokali Przegląd Broker OANDA: warunki firmy i kluczowe korzyści znajdujących się na 14-hektarowym terenie u zbiegu ulic Wejherowskiej i Białowieskiej. Port Popowice to inwestycja nawiązująca do 100-letniej tradycji dawnego Portu Popowice. Architekci zajmujący się projektem nawiązali do historycznych elementów poprzez motywy dekoracyjne części wspólnych budynków oraz detalami małej architektury. Inwestycja łączy w sobie nowoczesne trendy architektoniczne oraz historyczne aspekty, tworząc wyjątkowy i nietypowy obiekt. Sprawia to, że Port Popowice to szczególnie wyróżniająca się inwestycja na tle Wrocławia. Jednym z głównych atutów projektu jest jego doskonała lokalizacja.

port popowice ceny

Nowe mieszkania Popowice, Wrocław

Części wspólne w naszych budynkach są eleganckie i mają indywidualnie zaprojektowany wystrój wzbogacony przez lustra, okładziny ścienne, oraz stylowe oświetlenie. Na Popowicach obecna jest rozwinięta infrastruktura handlowo-usługowa z Centrum Handlowym Magnolia Park na czele. Obejmuje ona wiele restauracji, zakładów kosmetycznych i fryzjerskich, kin, dyskontów, marketów itd. Mieszkańcy nie mogą narzekać również na brak placówek edukacyjnych w postaci żłobków, szkół podstawowych, przedszkoli czy liceów. Swoje miejsce mają tu Wrocławska Wyższa Szkoła Informatyki Stosowanej “Horyzont” oraz poszczególne oddziały Dolnośląskiej Szkoły Wyższej. Wypocząć można w Parku Popowickim, Parku Miejskim, a także nad Odrą.

Dawny Port Popowice stał się inspiracją dla architektów, którzy stworzyli nową wizję tego miejsca, łączącą jego bogatą historię z nowoczesnym designem. Znakomita lokalizacja, wysoki Sześć uruchamiania platformy rozliczeniowej ukierunkowanej na rynki nordyckie standard wykonania oraz rozmach, z jakim planowana jest realizacja inwestycji sprawią, ze poczujesz się naprawdę komfortowo. Po upływie okresu przetwarzania dane są nieodwracalnie usuwane lub anonimizowane. Jeśli chcesz cieszyć się bliskością części rekreacyjnych inwestycji, oferta etapu IV jest stworzona dla Ciebie.

Mieszkając w Porcie Popowice sprawnie dojedziesz do centrum miasta samochodem lub autobusem. Możesz również skorzystać z połączeń tramwajowych – przystanki licznych linii znajdziesz przy ul. W przyszłości aż 2 przystanki tramwajowe będą znajdować się na wysokości inwestycji – obecnie miasto realizuje pierwszy etap budowy połączenia tramwajowego na Popowice.

Mieszkańcy Portu Popowice znajdą tu dobrze rozwiniętą infrastrukturę miejską, w tym sklepy, usługi, szkołę, przychodnie medyczne oraz liczne miejsca rekreacji. W częściach wspólnych budynków stosujemy energooszczędne oraz ekologiczne oświetlenie LED sterowane czujnikami ruchu. Montowane na dachach budynków, panele fotowoltaiczne, znacząco obniżają opłaty za energię elektryczną części wspólnych.

Live Exchange Rates

Forex quotes

In 2009, a miner could mine 200 Bitcoin in a matter of days. In 2014, it would take approximately 98 years to mine just one, according to 99Bitcoins. As for mining Bitcoins, the process requires electrical energy. Miners solve complex mathematical problems, and the reward is more Bitcoins generated and awarded to them.

Markets are worried about the Chinese yuan sparking a new wave of turmoil

The base currency is quoted first in any forex pair, while the quote currency follows. The exchange rate represents how much of the quote currency is needed to purchase one unit of the base currency. This relationship is foundational to forex trading, where traders buy or sell currency pairs based on their analysis of how the base currency’s value will change relative to the quote currency. Understanding a quote currency allows traders to gauge the cost of executing forex trades, calculate potential profits and losses, and manage risk effectively. Without this knowledge, currency traders would lack the ability to assess the relative strength or weakness of currencies in a pair, which hinders their ability to make sound trading decisions. To read https://investmentsanalysis.info/ properly, you should identify the base currency (the first currency in the pair) and the counter or quote currency (the second currency in the pair).

Updates on the USDCAD and the DXY

During active trading, you will see new price information on the page, as indicated by a “flash” on the fields with new data. Forex prices are delayed 10 minutes, per exchange rules, and trade times are listed in CT. For more on technical analysis and how to use our free trading charts to trade forex and other assets, see our top 3 technical analysis charts for trading. At FXStreet traders get interbank rates coming from the systematic selection of data providers that deliver millions of updates per day. At FXStreet, traders get interbank rates coming from the systematic selection of data providers that deliver millions of updates per day. Global economic conditions, including economic growth, trade balances and financial stability, can affect the value of a quote currency.

Bitcoin: Can BTC rebound from the recent market challenge?

Forex quotes

Since a trader’s profit or loss is determined by movements in price (the quote), it is essential to develop a sound understanding of how to read currency pairs. The quote currency helps traders determine how much the base currency is worth when measured against it. In essence, it provides a standard of comparison and plays a key role in calculating profits and losses in forex trading.

Forex quotes

  • This may seem confusing as it is only natural to think of “bid” in terms of buying so just remember the bid/ask terminology is from the broker’s perspective.
  • The bright metal surged as encouraging United States (US) data brought some relief to financial markets, weighing on US Dollar demand.
  • The Market Heat Map provide a quick visual view of the markets and how they are performing on the day, as well as how they are performing versus other major currencies.

Higher T-note yields today are supporting gains in the dollar. Also, weakness in the yen is giving the dollar a boost after the yen tumbled more than -1%… FOREX.com, registered with the Commodity Futures Trading Commission (CFTC), lets you trade a wide range of forex markets with low pricing and fast, quality execution on every trade. Trading, like any high-performance endeavor, requires skill, focus, and discipline. Those who are in it for the money alone aren’t likely to focus on the process of being a good trader. Concentrate on being a good trader and the money will follow.

Week ahead – RBA and BoJ summary of opinions take center stage

Economic turmoil in a country can lead to the depreciation of its currency, while robust economic performance can result in appreciation. We introduce people to the world of trading currencies, both fiat and crypto, through our non-drowsy educational content and tools. We’re also a community of traders that support each other on our daily trading journey. Just because you’ve been winning trades for the past few days doesn’t mean that your next trades will also be winners. The result of your past trades, whether they were winning or losing ones, shouldn’t affect how you handle your next positions.

Our Interactive plot offers you indicators to detect patterns on Japanese Candlesticks (see the list of Candlestick Patterns below). It’s a recommended tool for those traders that use Candlesticks to take trading decisions. This tool is very useful to get an immediate notification being displayed as soon as the pattern occurs. The Japanese candlestick theory establishes a series of patterns which are statistically previous to potential change or interruption of trends, a turning point in a current trend, etc. Individual pages for the major rates show a Heat Map at the top (prices quoted against the US Dollar) with the latest prices shown below. Each cross-rate page presents prices in three standard Views.

TAO and SUI could experience rallies following the launch of the new Trust funds. Ethereum price retested its weekly support on Monday and, by Thursday, had risen by 4.50% to $2,454. The majority of other information websites display prices of a single source, most of the time from one retail broker-dealer. Shows the current trend for the assets classified in Strongly Bullish, Bullish, Bearish, Strongly Bearish and sideways. Markets had come under severe pressure on Monday on fear of a major slowdown in the global economy and on an escalation in geopolitical tension. Since then, the market has slowly recovered and even started to make its way back up.

Understanding a quote currency can make the difference between a successful forex trade and a costly mistake, so read on for more information. Leveraged trading in foreign currency or off-exchange products on margin carries significant risk and may not be suitable for all investors. We advise you to carefully consider whether trading is appropriate for you based on your personal circumstances.

This information is made available for informational purposes only. It is not a solicitation or a recommendation to trade derivatives contracts or securities and should not be construed or interpreted as financial Forex quotes advice. Any examples given are provided for illustrative purposes only and no representation is being made that any person will, or is likely to, achieve profits or losses similar to those examples.

The quote currency also plays a significant role in determining profits and losses because forex trading involves speculating on the future direction of the exchange rate of currency pairs. When a trader buys a forex pair or goes long that pair, they are simultaneously buying the base currency and selling an equivalent value of the quote currency. This is why the transaction is called an exchange and takes place at a quoted rate of exchange or exchange rate. Understanding the dynamics of currency pairs is essential for both novice and experienced traders in the foreign exchange or forex market.

The price to buy a currency will typically be more than the price to sell the currency. This difference is called the spread and is where the broker earns money for executing the trade. Spreads tend to be tighter (less) for major currency pairs due to their high trading volume and liquidity. The EUR/USD is the most widely traded currency pair, so it is no surprise that the spread in this example is 0.6 pips. Our trading charts provide a complete picture of live currency, stocks and commodities price movements and underpin successful technical analysis.

Webmail: dost_p do e-maili OVH na stronie ovhcloud com

ovh mail logowanie

Dzięki temu, przestrzeń dyskowa, na której przechowywane są Twoje wiadomości jest optymalnie zabezpieczona i wydajna. W tym celu wystarczy udać się do Twojego Panelu klienta OVHcloud, a następnie wybrać zakładkę „E-mail Pro” i dodać domenę, której chcemy użyć. Dzięki naszej darmowej usłudze OVHcloud Mail Migrator możesz automatycznie migrować zawartość Twoich aktualnych kont e-mail do Twojego nowego konta poczty elektronicznej. Zarządzaj pocztą elektroniczną w bezpieczny sposób dzięki naszym rozwiązaniom antywirusowym i antyspamowym domyślnie zintegrowanym z Twoimi kontami e-mail.

Wsparcie klienta i dokumentacja

ovh mail logowanie

W tym celu należy posiadać aktywną domenę i wykupić usługę profesjonalnej poczty elektronicznej. W ten sposób możesz używać adresu e-mail, który kończy się wybraną This Is Why Tesla (NASDAQ:TSLA) Stock Is Rising przez ciebie nazwą domeny. Używanie adresu e-mail zawierającego nazwę domeny Twojej firmy jest dla klienta dowodem na profesjonalizm Twojej działalności.

Private Exchange

W ofercie E-mail Pro możesz konsultować Twoje wiadomości e-mail za pomocą smartfona lub tabletu. Niemniej jednak nie daje ona dostępu do innych usług poczty elektronicznej, takich jak kalendarz, zadania i kontakty. Aby korzystać z bardziej zaawansowanych funkcji mobilnych, możesz wybrać ofertę Hosted Exchange lub Private Exchange. Istnieje kilka usług umożliwiających korzystanie z systemu poczty elektronicznej powiązanego z Twoją domeną.

Wyróżnij się dzięki business email

Pozwala to również na korzystanie z usług skierowanych na potrzeby firmowe, gwarantujących zwiększone bezpieczeństwo podczas wymiany informacji i przy przechowywaniu danych w poszanowaniu prywatności. W momencie uruchomienia usługi poczty elektronicznej należy zazwyczaj BNP Paribas EM Rate i FX Trader odjeżdża do Morgan Stanley w podobnej roli utworzyć kilka adresów e-mail. Należy przewidzieć wszystkie przypadki, aby każdy adres był unikalny, a jego zastosowanie dokładnie określone. Twoje konta e-mail oraz powiązane z nimi dane są hostowane na naszych serwerach w Europie, w naszych własnych centrach danych.

E-mail Pro, profesjonalna poczta elektroniczna dla Twojej działalności

  1. W ofercie E-mail Pro możesz konsultować Twoje wiadomości e-mail za pomocą smartfona lub tabletu.
  2. W ten sposób możesz używać adresu e-mail, który kończy się wybraną przez ciebie nazwą domeny.
  3. W momencie uruchomienia usługi poczty elektronicznej należy zazwyczaj utworzyć kilka adresów e-mail.
  4. Zarządzaj pocztą elektroniczną w bezpieczny sposób dzięki naszym rozwiązaniom antywirusowym i antyspamowym domyślnie zintegrowanym z Twoimi kontami e-mail.
  5. Niemniej jednak nie daje ona dostępu do innych usług poczty elektronicznej, takich jak kalendarz, zadania i kontakty.

Adres e-mail jest dla obecnych i potencjalnych klientów znakiem profesjonalizmu Twojej firmy. Tworzenie i korzystanie z profesjonalnej skrzynki e-mailowej jest bardzo proste. Utwórz unikalny Zawieszone operacje za pośrednictwem banku ziwi adres e-mail przypisany do Twojej domeny i zaprezentuj się w profesjonalny sposób. Podczas instalacji i konfiguracji Twoich kont e-mail otrzymasz zestaw przewodników oraz wsparcie online.

Co to jest Rejestr Krótkiej Sprzedaży KNF? Kto gra na spadek kursów spółek z GPW

knf krotka sprzedaz

Jak donoszą media, Komisja Nadzoru Finansowego (KNF) wprowadza nowy wymóg dotyczący finansowania długoterminowego w Polsce. Jest to element szerszych działań nadzoru finansowego mających na celu osiągnięcie optymalnej struktury DLC broker Forex-przegląd i informacje o DLC finansowania potrzeb mieszkaniowych w kraju. Wprowadzenie tego wymogu ma związek z akcją kredytową w zakresie portfela hipotecznego i ma na celu dostosowanie struktury aktywów i pasywów banków do potrzeb tego sektora.

Jak wyglądają pełne dane o szortujących akcje na GPW?

Oczywiście warto wiedzieć, że krótka sprzedaż to inwestycja, która wiąże się z wysokim ryzykiem. Jednakże, mimo tych zmian, banki nie wykształciły odpowiednich mechanizmów zabezpieczających ryzyko związanego z kredytami o stałej stopie, co sprawia, że kredyty o stałej stopie są dostępne na rynku głównie na 5-letni okres stałej stopy. Komisja planuje sukcesywnie wydłużać ten okres, ale musi to być zsynchronizowane z innymi zmianami dotyczącymi dostępności instrumentów finansowania akcji kredytowej.

Pozycja krótka netto

Dla wykonania transakcji można nie mieć danych papierów („goła krótka sprzedaż”), jednak zwykle dopuszczalne jest jedynie sprzedawanie papierów wartościowych, które wcześniej zostały pożyczone. Realizacja krótkiej sprzedaży jest możliwa dzięki dwudniowemu (akcje i obligacje skarbowe) cyklowi rozliczeniowemu transakcji. Dokonujący krótkiej sprzedaży realizuje zysk (lub stratę) w momencie odkupienia papierów i zwrotu pożyczki. W przypadku odpłatnego zbycia pożyczonych papierów wartościowych, zgodnie z ustawą o podatku dochodowym od osób prawnych, przychód ustalany jest na dzień zwrotu pożyczonych papierów (lub na dzień uzgodnionego zwrotu). Przykładowo inwestor pożycza od innego uczestnika rynku 10 akcji danej firmy po 100 dolarów i sprzedaje je na giełdzie.

Zobacz także: Hossa AI dopiero się zaczęła – uważa polski inwestor z Dubaju

  1. Jastrzębski podkreślił, że nowy wymóg finansowania długoterminowego jest częścią szerszych działań Komisji, które mają na celu stworzenie optymalnego modelu finansowania potrzeb mieszkaniowych.
  2. Dzięki udostępnianiu przez KNF rejestru krótkiej sprzedaży inwestorzy mogą na bieżąco śledzić ruchy firm inwestujących na giełdzie, a tym samym mogą oni przewidywać, które akcje, jakiej spółki w najbliższym czasie mogą spaść.
  3. Dokonujący krótkiej sprzedaży realizuje zysk (lub stratę) w momencie odkupienia papierów i zwrotu pożyczki.
  4. W przypadku odpłatnego zbycia pożyczonych papierów wartościowych, zgodnie z ustawą o podatku dochodowym od osób prawnych, przychód ustalany jest na dzień zwrotu pożyczonych papierów (lub na dzień uzgodnionego zwrotu).

Wobec tego inwestor grający na spadki zakłada, że ceny konkretny akcji będą spadały, co pozwoli mu na dokonanie zakupu wcześniej sprzedanych akcji po niższych cenach. W przypadku zabezpieczonej krótkiej sprzedaży dodatkowym kosztem są opłaty (np. za udzielenie pożyczki papierów wartościowych) i konieczność dostarczenia zabezpieczenia. W transakcji krótkiej sprzedaży obraca się aktywami nie będącymi własnością składającego zlecenie. To skutkuje tym, że sprzedający bierze na siebie zobowiązanie do ich dostarczenia w terminie w którym następuje rozliczenie transakcji. W przypadku akcji notowanych na GPW termin rozliczenia to T+2 (dostawę papierów należy zapewnić w 2 dni sesyjne). Częstym sposobem na realizację dostawy jest zaciągnięcie pożyczki w papierach od brokera.

Krótka sprzedaż w Polsce

Po kilku miesiącach, gdy cena tych akcji spadła zgodnie z przewidywaniami sprzedającego, wtedy dokonuje ich odkupienia z rynku po niższej cenie (np. 80 dolarów) i oddaje je prawowitemu właścicielowi. Od zysku, który uzyska sprzedający, należy również Barclays ukarał 2 miliony dolarów za najlepsze naruszenia egzekucji odliczyć profit dla pożyczkodawcy akcji i prowizję biura maklerskiego od sprzedaży i zakupu akcji. Celem krótkiej sprzedaży jest więc zawarcie transakcji, dzięki którym osiągnięty zostanie zysk spowodowany spadkiem cen danego instrumentu finansowego.

壯陽藥
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” width=”257px” alt=”knf krotka sprzedaz”/>

Inwestor w takim przypadku pożycza akcje od biura maklerskiego, instytucji finansowych czy innego uczestnika rynku, a następnie dokonuje ich sprzedaży na GPW. Gdy akcje spadną, wówczas sprzedający odkupuje papiery wartościowe taniej i oddaje je pierwotnemu właścicielowi. W ten sposób uzyskuje on zysk wynikający z różnicy pomiędzy kwotą sprzedaży akcji a odkupieniem ich w późniejszym terminie po niższej cenie.

W przypadku awarii systemu teleinformatycznego lub zaistnienia zdarzeń uniemożliwiających przekazanie zgłoszenia za pośrednictwem systemu teleinformatycznego, przekazanie takiego zgłoszenia może nastąpić na adres poczty elektronicznej Ruchy tych, którzy otworzyli największe pozycje, pokazuje Rejestr Krótkiej Sprzedaży KNF.

Krótka sprzedaż ma inny charakter od inwestowania w wartość i nabywania praw (korporacyjnych – przy akcjach lub obligatariusza – przy obligacjach). W tym przypadku ze sprzedaży na skończony czas uzyskuje się środki pieniężne, a zysk wynikać będzie z korzyści z dysponowania pieniędzmi i zmniejszeniu wartości kursu papierów. Transakcję krótkiej sprzedaży akcji uważa się za bardziej ryzykowną niż tradycyjną transakcję kupna. Ze względu na powiązanie transakcji krótkiej sprzedaży z pożyczeniem papierów wartościowych, dodatkowo może pojawić się ryzyko konieczności zamykania pozycji w warunkach wymuszenia takiej operacji przez pożyczkodawcę. Gra na spadki to strategia inwestycyjna polegająca na sprzedaży papierów wartościowych, które nie należą do sprzedającego.

Wzrostu ceny giełdowej papieru wartościowego powyżej ceny sprzedaży, inwestor odnotuje stratę. Jest to strategia inwestycyjna polegająca na sprzedaży papierów wartościowych niebędących własnością sprzedającego. Transakcja ma na celu zarobek na spadku kursu danego papieru wartościowego. Czyli inwestor zakłada spadek ceny danego papieru i sprzedaje go, po czym odkupuje po niższej cenie. Zysk inwestora stanowi różnica pomiędzy kwotą uzyskaną ze sprzedaży, a kwotą uzyskaną po zakupie.

Rejestr krótkiej sprzedaży publikowany na stronie Komisji Nadzoru Finansowego (KNF) to nic innego, jak spis podmiotów, które są w posiadaniu krótkiej pozycji na spółkach notowanych na Giełdzie Papierów Wartościowych (GPW). Jest to więc lista firm, która dokonuje transakcji w ramach krótkiej sprzedaży. Drugi filar obejmuje emisję listów zastawnych, które mają finansować akcję kredytową w obszarze portfela Zapisz datę – Finance Magnates London Summit 2022 hipotecznego. Trzeci filar to wprowadzenie wskaźnika finansowania długoterminowego (WFD), którego celem jest dostosowanie struktury aktywów i pasywów banków do potrzeb sektora hipotecznego. Polska nadal ma stosunkowo niski stosunek wartości portfela hipotecznego do PKB. Jednak w miarę rozwoju gospodarczego można spodziewać się jego wzrostu, co sprawia, że jest to istotne wyzwanie dla nadzoru finansowego.