You hereby agree that we are not providing our own opinions, advice, or recommendations. UBTC. If you are looking to buy or sell UBTC, PancakeSwap is currently the most active exchange. Simply enter the amount of United Bitcoin you wish to convert to EUR and the conversion amount automatically populates. You can also use our Prices Calculator Table to calculate how much your currency is worth in other denominations, i.e. .1 UBTC, .5 UBTC, 1 UBTC, 5 UBTC, or even 10 UBTC. Academy Learn more about the world of cryptocurrency and how to use 3Commas to your benefit. UBTC. Since yesterday this crypto showed the change in the price of -0.61%. LIVE CRYPTO PRICE CHARTS, NEWS in multiple currencies including US Dollars, Euros, Pounds Sterling, and more. We hope that the new LIVE CRYPTO PRICE charts are a useful addition to tradeallcrypto.com. Insert the following html on any of your pages if you would like to share the addition. The percentage of tradeallcrypto customers who increased or decreased their net position in BTC over the past 24 hours through trading.
Is electrum a good wallet?
To sum up, Electrum is the best BTC wallet for users who are looking for security and convenience. It is the safest cryptocurrency wallet that is trusted among users and the crypto industry. Also, it offers several interesting features, and the user interface is simple.
The United Bitcoin to USD chart is designed for users to instantly see the changes that occur on the market and predicts what will come next. There are many altcoins in the market, and investors need to clear out how altcoin differs from United Bitcoin and what it can offer by comparing all altcoins with United Bitcoin. Based on our forecast, in short term United Bitcoin is a good investment and in the long term United Bitcoin is a good investment. UBTCwhen used in reference to any Loan or Borrowing, refers to whether such Loan, or the Loans comprising such Borrowing, bears interest at a rate determined by reference to the UBTC Floating Rate.
United Bitcoin Resistance And Support Levels 24 Hours
Since cryptocurrencies are traded world wide, the https://www.beaxy.com/ is also effected by different Cryptocurrency News & Policy updates around the world. Based on the same the Cryptocurrency Market goes up or down. You can customize the United Bitcoin dollar cost averaging settings here. Circulating supply shows the number of coins or tokens that have been issued so far. These personal info requirements, small network, weak infrastructures as well as the usage of inactive BTC addresses makes UBTC the most disputable Bitcoin fork. (java.lang.String str)Parse a human readable coin value to a Coin instance. If you are new to crypto, use the tradeallcrypto University and our Help Center to learn how to start buying Bitcoin, Ethereum and other cryptocurrencies. Deposit crypto to our exchange and trade with deep liquidity and low fees. United Bitcoin can be purchased on exchanges like OKEx. Dollar cost average is an investment strategy in which a person invests a predetermined amount of money at regular intervals, such as weekly or monthly.
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)
UBTC considers as the most popular cryptocurrency, and on the other side, USD is the most demanding fiat currency globally. The given all are fiat currency and the most widespread pairs in the market. The mission of UBTC is to make a stable cryptosystem out of lost Bitcoin and inactive wallets. United Bitcoin will employs the pressure-tested scheme of Bitcoin, but has tried to improve upon the original by increasing block size to 8mb, adding smart contract support constructed on UVM, and introducing Segregated Witness. Find United Bitcoin price graphs, market capitalization and the latest news about the UBTC on Coin360.com. Meanwhile, on the positive side of things, UBTC aims to implement smart contracts, the Lightning Network, and SegWit, all of which lead to faster and cheaper transactions and better scalability. Ultimately, United Bitcoin may be one of the most important bitcoin hard forks in history.
Want To Learn More About Crypto?
United Bitcoin, or UBTC, is a new bitcoin-based project that recently appeared online at UB.com. The project aims to upgrade bitcoin by implementing smart contracts, among other features. The 24 hour trading volume of United Bitcoin is $213,894. If the value precision exceeds all decimals specified (including additional decimals specified by optionalDecimals(int…) or repeatOptionalDecimals), the value will be rounded. CryptoGround.com is an independent publishing house that provides Cryptocurrency & Blockchain Technology News. It is a News Media Platform which serves its audience with accurate News and Analytical Articles. Our team is committed to providing unbiased News & Reports related to various Cryptocurrencies, Decentralized Apps, Initial Coin Offerings and Blockchain technology. This United Bitcoin investment calculator allows you to experiment with various DCA parameters to see how your portfolio would have done in different scenarios. This might assist you in determining the most effective strategies for your future United Bitcoin investments.
What is UB in crypto?
UnitedBitcoin is a digital currency that builds on the best pressure-tested aspects of leading cryptocurrencies. White Paper.
Available supply or circulating supply is the best approximation of coins or tokens in circulation and publicly available. Check out price of UnitedBitcoin in USD, INR, GBP, EUR, CHF, AUD, THB, SGD, RUB, HKD, CAD, JPY, NZD, and various other different fiat currencies. The UnitedBitcoin Value in different fiat currencies is aggregated value from top UnitedBitcoin Exchanges world wide. The value of UnitedBitcoin has change % in last 24 hours. United Bitcoin is a decentralized financial payment network that rebuilds the traditional payment stack on the blockchain. It utilizes a basket of fiat-pegged stablecoins, algorithmically stabilized by its reserve currency UBTC, to facilitate programmable payments and open financial infrastructure development. As of December 2020, the network has transacted an estimated $299 billion for over 2 million users. The percent change in trading volume for this asset compared to 1 hour ago.
Get the latest crypto news, updates, and reports by subscribing to our free newsletter. According to our predictions, United Bitcoin price in one year could be $0.4149. You can easily buy United Bitcoin from OKX and trade or invest there. Spectrum compatibility is defined on a per twisted pair basis for specific well-defined transmission systems. (int… groups)Set additional groups of decimals to use after the minimum decimals, if they are useful for expressing precision.
All Data You May Need About United Bitcoin Perspectives And Cost
By using this cryptocurrency converter, you can convert UBTC to USD. It will show you how much 1 UnitedBitcoin is worth in US Dollar currently. On the contrary, you can convert and find out the current value of 1 US Dollar in UnitedBitcoin. The most common way of converting UBTC to EUR is by using a Crypto Exchange or a P2P (person-to-person) exchange platform like LocalBitcoins, etc. You can also use our United Bitcoin price table above to check the latest United Bitcoin price in major fiat and crypto currencies.
It’s an appealing option for investors who want to make regular contributions to their investment portfolios. Similarly to savings accounts, instead of a lump sum, a fixed proportion of income or a long-term investment goal can be invested each week. United Bitcoin hit an all time high of $492.97 on Dec 21, 2017 .
Format the given monetary value to a human readable form. Invoking a configuration method has no effect on the receiving instance; you must store and use the new instance it returns, instead. Instances are thread safe, so they may be stored safely as static constants. Sign up for an account in minutes to buy crypto using credit card or bank transfer. Join our mailing list to get regular Blockchain and Cryptocurrency updates.
However, today UBTC’s website claims that blocks are created every 10 seconds. The number of active users and pending transactions is low, too. The block sizes are lower than 1MB, while UBTC’s network allows 8MB blocks. The market capitalization of a cryptocurrency is its current price multiplied by its circulating supply . UnitedBitcoin is a digital currency that builds on the best pressure-tested aspects of leading cryptocurrencies. UBTC aims to implement smart contracts, the Lightning Network, and SegWit, all of which lead to faster and cheaper transactions and better scalability. By exchanging UBTC against fiat currencies (such as the U.S. dollar or Japanese yen) or using them as payment for goods and services, United Bitcoin can be earned or received in various ways.
UB smart contracts are Turing complete and provide rich statefulness. United Bitcoin price Index provides the latest UBTC price in US Dollars , BTC and ETH using an average from the world’s leading crypto exchanges. Using a crypto portfolio tracker has become more convenient than it was in the past. This tool enables you to keep track of your crypto assets. As an example, you have acquired United Bitcoin at different prices, which makes it difficult to identify the individual purchasing prices. A portfolio tracker lets you identify profit and loss. Popularity is based on the relative market cap of assets.
Latest Ubtc To Eur Price Calculator
However, it has more industry support than some of the scammy bitcoin hard forks out there – and that means you should pay attention. Stay tuned for more information about United Bitcoin as the project moves forward. It has a circulating supply of 0 UBTC coins and a total supply of ?. If you are looking to buy or sell United Bitcoin, Hoo.com is currently the most active exchange.
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For example, if you pass 1,8 it will up to eight decimals to your formatted string if needed. After these have been used up, rather than adding further decimals the value will be rounded. If the formatted value does not have any decimals, no decimal mark is used either. Utility for formatting and parsing coin values to and from human readable form.
The percent change in trading volume for this asset compared to 7 days ago. To check Aavegotchi price live in the fiat currency of your choice, you can use tradeallcrypto’s converter feature in the top right corner of this page. Volume 24h is referring to the total amount of a cryptocurrency traded in the previous 24 hours. We strive to help our readers gain valuable, trusted insights through in-depth analysis, high-quality and well-researched News stories and views from the digital currency community experts. Our young and dynamic team is comprised of well-known journalists as well as Cryptocurrency & Blockchain Experts. The information provided on this website and any of its subdomains does not constitute investment, trading or financial advice.
Can you buy Bitcoin with electrum?
Can you Buy Bitcoin on Electrum? Electrum does not support the buying or selling of cryptocurrencies. As mentioned, it’s a simple wallet designed to safely store Bitcoin. You can buy bitcoins on an exchange and send them to your Electrum wallet.
Any access to constitutes full understanding and acceptance without reserve that you are using any and all information available here at your own risk. Consult your financial advisor before making any investment decisions. The total dollar value of all transactions for this asset over the past 24 hours. United Bitcoin might be the most controversial bitcoin hard fork in history. The internet is freaking out over how the project is “going after” Satoshi Nakamoto’s original bitcoins. In fact, the project appears to be targeting any accounts that were not active between November 11 and December 12, 2017. The team behind United Bitcoin purportedly began developing the project in June 2016. The first smart contract was fully tested in May 2017, followed by a beta test in September 2017. On December 5, the 0.5 version of the project was migrated to Github.
The top crypto exchanges that have United Bitcoin available for trading, ranked by 24h trading volume and the current price. The United Bitcoin platform aims to improve Bitcoin by finding a purpose for lost bitcoins and inactive bitcoin wallets. United Bitcoin is a fork of bitcoin with an own virtual machine and implementations of smart contracts in order to create a stable cryptocurrency system. The price of United Bitcoin in other fiat and cryptocurrencies is based on the corresponding exchange rate of those currencies to the Euro. United Bitcoin was launched by Jeff Garzik, well-known for spearheading the Segwit2x hard fork proposed for the original bitcoin blockchain. That hard fork would have doubled the block size of the original bitcoin blockchain, providing a better scaling solution. Obviously, Ethereum was the first blockchain to implement smart contracts. The Aavegotchi price page is part of tradeallcrypto Price Index that features price history, price ticker, market cap, and live charts for the top cryptocurrencies. The 3Commas currency calculator allows you to convert a currency from United Bitcoin to Euro in just a few clicks at live exchange rates.
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)
Use the calculator to convert real-time prices between all available cryptocurrencies and fiat. The total supply of a cryptocurrency is referring to the total amount of coins in circulation or locked minus the removed ones. The leader in news and information on cryptocurrency, digital assets and the future of money, TheBitTimes.Com is a media outlet that strives for the highest journalistic standards and abides by a strict set of editorial policies. Here is it as well as other useful data about this kind of cryptocurrency. bitcoin price live usd At TheBitTimes.Com, we collect and provide any valuable content on it such as 1 UBTC to USD so that you could make a favorable investment and have a positive result. Since 2017, DigitalCoinPrice has become one of the trusted brands within the tradeallcryptomunity. This success award goes to the combination of people, accurate crypto market analysis and data, the latest news, latest blogs, advertisement placements, and many more. Market cap is calculated by multiplying the asset”s circulating supply with its current price.
- As a result, as United Bitcoin prices rise, the investor will be able to purchase fewer United Bitcoin.
- An overview showing the statistics of United Bitcoin, such as the base and quote currency, the rank, and trading volume.
- Using a crypto portfolio tracker has become more convenient than it was in the past.
- The number of active users and pending transactions is low, too.
- The cryptocurrency market is volatile and never predicts its price movement, and it requires expertise and knowledge, and it is such a problematic take.
The current market price of UnitedBitcoin is updated every 1 minutes and is automatically sourced in USD. UnitedBitcoin prices in other currencies are based on their corresponding USD exchange rates. Below, you’ll also find more infomation about UnitedBitcoin. CoinGecko provides a fundamental analysis of the crypto market. In addition to tracking price, volume and market capitalisation, CoinGecko tracks community growth, open-source code development, major events and on-chain metrics.
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)
View the total and circulating supply of United Bitcoin, including details on how the supplies are calculated. An overview showing the statistics of United Bitcoin, such as the base and quote currency, the rank, and trading volume. UnitedBitcoin’s team is dedicated to making smart contract programming available by supporting programming languages like LUA, Java, C#, and Kotlin. The UBTC developers strive to unite the cryptocurrency ecosystem, maintaining the most important aspects like community, technology, and tokenomics. United Bitcoin price today is $0.04149, derived from more than 70 exchanges average price. Set number of digits to shift the decimal separator to the right, coming from the standard BTC notation that was common pre-2014. Set repeated additional groups of decimals to use after the minimum decimals, if they are useful for expressing precision. If the value precision exceeds all decimals specified , the value will be rounded. Set additional groups of decimals to use after the minimum decimals, if they are useful for expressing precision. (java.lang.String currencyCode, java.lang.String str)Parse a human readable fiat value to a Fiat instance.