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	<title>HTDBouw &#187; Bitcoin Trading</title>
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	<description>Timmer- en Dakwerken</description>
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		<title>Configuration</title>
		<link>http://htdbouw.nl/bitcoin-trading/configuration/</link>
		<comments>http://htdbouw.nl/bitcoin-trading/configuration/#comments</comments>
		<pubDate>Thu, 30 Sep 2021 15:49:25 +0000</pubDate>
		<dc:creator>Martin</dc:creator>
				<category><![CDATA[Bitcoin Trading]]></category>

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		<description><![CDATA[<p>Like the apps on a phone, apps on the Ethereum blockchain can be anything from lending apps to payment platforms. Ethereum, on the other hand, is a software platform that allows developers to build other crypto-oriented apps on it. Ethereum’s native digital currency is Ether, and by buying it, investors in Ethereum are essentially betting that the Ethereum network will&#160;<a href="http://htdbouw.nl/bitcoin-trading/configuration/" class="read-more">Continue Reading</a></p><p>The post <a href="http://htdbouw.nl/bitcoin-trading/configuration/">Configuration</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></description>
				<content:encoded><![CDATA[<p>Like the apps on a phone, apps on the Ethereum blockchain can be anything from lending apps to payment platforms. Ethereum, on the other hand, is a software platform that allows developers to build other crypto-oriented apps on it. Ethereum’s native digital currency is Ether, and by buying it, investors in Ethereum are essentially betting that the Ethereum network will continue to be used and expanded upon by developers. The entry point for buying Ether is a lot lower than Bitcoin. Each block contains an identifier of the chain that must precede it if the block is to be considered valid.</p>
<p>Although Ether has had impressive returns in the past, it’s also had some significant crashes, sometimes in astonishingly short amounts of time. Notably, it went from a high of almost $4,000 per coin in May 2021 to less than $1,800 in June 2021. If you had bought in at its high, you’d be sitting with half that value just a month later. Harmony balances these three <a href="https://www.beaxy.com/exchange/eth-usd/">1 ethereum to usd</a> critical pillars with secure, random state sharding. Security against single shard attacks is guaranteed by leveraging 250 nodes per shard and cryptographic randomness to re-shard regularly. Stay up-to-date with Infura happenings, community resources, and more. Events at and around Devconnect will be independently hosted and curated by experts in those domains.</p>
<p>For a transaction to be valid, it must be signed using the sending account&#8217;s private key, the 64-character hexadecimal string from which the account&#8217;s address is derived. Importantly, this algorithm allows one to derive the signer&#8217;s address from the signature without knowing the private key. If you restarted your local blockchain at any point, this script may fail. Restarting clears all local blockchain state, so the Box contract instance won’t be at the expected address. Box&#8217;s first function, store, receives an integer value and stores it in the contract storage.</p>
<p>
<h2>The Heart Of The Multi Chain Future</h2>
</p>
<p>Smart contracts perform all the functions that normally some third-party would have to take care of. Cryptocurrency pricing data can help investors find opportunities in the market and make more informed investment decisions. A list of verified source repositories that Truffle may attempt to download source code from, in the order it should attempt to use them. Currently the supported repositories are &#8220;etherscan&#8221; and &#8220;sourcify&#8221; . The default is ["etherscan", <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> "sourcify"], i.e., to check Etherscan first, then Sourcify. Real-world assets, such as stocks and property, to the blockchain. In 2013, Buterin briefly worked with eToro CEO Yoni Assia on the Colored Coins project and drafted its white paper outlining additional use cases for blockchain technology. An ethers contract instance is a JavaScript object that represents our contract on the blockchain, which we can use to interact with our contract.</p>
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width="308px" alt="eth connect price"/></p>
<p>Your configuration file is called truffle-config.js and is located at the root of your project directory. This file is a Javascript file and can execute any code necessary to create your configuration. It must export an object representing your project configuration like the example below. As the protocol is upgraded, the difficulty bomb is typically pushed further out in time. The protocol has included a difficulty bomb from the beginning, and the bomb has been pushed back several times. It was originally placed there primarily to ensure a successful upgrade from proof of work to proof of stake, an upgrade that removes miners entirely from the design of the network. The period during which the mining difficulty is increasing is known as the &#8220;Ice Age&#8221;. This fee mechanism is designed to mitigate transaction spam, prevent infinite loops during contract execution, and provide for a market-based allocation of network resources.</p>
<p>
<h2>Deploying A Smart Contract</h2>
</p>
<p>These accounts should match the ones displayed when you started the local blockchain earlier. Now that we have our first code snippet for getting data out of a blockchain, let’s start working with our contract. Remember we are adding our code inside the main function we defined above. Chainlink decentralized oracle networks provide tamper-proof inputs, outputs, and computations to support advanced smart contracts on any blockchain. The downside is that performance issues arise because every node calculates all the smart contracts in real-time. As of January 2016, the Ethereum protocol could process about 25 transactions per second. In comparison, the Visa payment platform processes 45,000 payments per second. On 19 December 2016, Ethereum exceeded one million transactions in a single day for the first time. Visa has also signaled interest in processing NFT and Ethereum transactions.</p>
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" width="304px" alt="eth connect price"/></p>
<p>Harness the processing power of our globally distributed, cloud-hosted node network. Similar to standard cloud services, Infura alleviates the friction of owning proprietary compute and storage and lowers the barrier to entry for engineers and businesses of all sizes to get started. Our smart contract-enabled features are routinely audited before being put into production, ensuring the highest level of security and reliability. Get full on-chain history of your users and smart contract events so that you can either display this data in the UI or process the data for your needs. Many investors see Bitcoin as a store of value, also characterized as “digital gold,” that can be used as a guard against inflation. Bitcoin was the first cryptocurrency, and is much more pricey. The average price for a single Bitcoin right now is around $40,000. Similar to how you would invest in Bitcoin, investing in Ethereum means buying and holding the token Ether with a hope that it will increase in value over time. Because there’s no guarantee that any crypto’s value will increase, experts advise to never invest more than 5% of your portfolio in cryptocurrency.</p>
<p>Some possible uses of ether include merchant remittance, sending funds to a friend for dinner and even buying a cup of coffee. Cryptocurrencies can be sent or received anywhere in the world, and may offer a lower-cost alternative to bank wires or even ACH payments. This speed of cleared payment can be very important, since checks or electronic transfers can often take days to clear. Funds sent overseas also eliminate the need for currency conversions, since ether is the exact same whether it is in Canada or Japan. You can fork code and re-use functionality others have already built. If you don&#8217;t want to learn a new language you can just interact with open-sourced code using JavaScript and other existing languages.</p>
<p>
<h2>Development</h2>
</p>
<p>With our project setup complete we’re now ready to deploy a contract. We’ll be deploying Box, from the Developing Smart Contracts guide. Upon startup, Hardhat Network will create a set of unlocked accounts and give them Ether. Hardhat comes with a local blockchain built-in, the Hardhat Network. Rebuilt from the ground up, v2 was created with features for the next generation of blockchain applications. WalletConnect is chain agnostic and built to work with any blockchain. Developers can create multi-chain experiences and applications. WalletConnect is the web3 standard to connect blockchain wallets to dapps. Vitalik Buterin, Ethereum’s co-founder, has said that the technologies may co-exist.</p>
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<h2>Will Ethereum go up in 2021?</h2>
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<p>Despite the slow start to 2022, many experts are still bullish, predicting Ethereum&#8217;s price could potentially hit and exceed $12,000 this year. Despite the recent slump, Ethereum still had a relatively strong close to 2021. Ethereum set a new all-time when it went over $4,850 on Nov.</p>
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<p>To learn more about using the console, check out the Truffle documentation. Because queries only read state and don’t send a transaction, there is no transaction hash to report. This also means that using queries doesn’t cost any Ether, and can be used for free on any network. We need to specify the address of our Box contract we displayed in our deploy script. We use ethers in our script, so we need to install it and the @nomiclabs/hardhat-ethers plugin. We will create a JavaScript migration to deploy our Box contract. Hundreds of dapp’s use WalletConnect to connect with wallets. Give users the choice to use your dapp with their favorite wallet on any device.</p>
<p>The report discussed tools that Microsoft had developed for verifying contracts, and noted that a large-scale analysis of published contracts is likely to uncover widespread vulnerabilities. The report also stated that it is possible to verify the equivalence of a Solidity program and the EVM code. The main purpose of the upgrade is to increase transaction throughput for the network from the current rate of about 15 transactions per second to up to tens of thousands of transactions per second. We will use the Truffle console to interact with our deployed Box contract on our local development network. Keep in mind that every time you run Hardhat Network, it will create a brand new local blockchain &#8211; the state of previous runs is not preserved. This is fine for short-lived experiments, but it means that you will need to have a window open running Hardhat Network for the duration of these guides. If you want to learn how to deploy and use contracts on a public blockchain, like the Ethereum testnets, head to our Connecting to Public Test Networks guide. During development, it is a better idea to instead use a local blockchain.</p>
<p>The main source of confusion comes from the fact Polygon decided to retain the ticker MATIC for its native utility crypto token after the rebranding. If you’re selling a substantial amount of crypto, though, you may want to consult a tax professional. Despite its decentralized nature, crypto is taxable in the federal government’s eyes. Your profits from the sale are typically subject to capital gains taxes and can significantly affect how much you owe the IRS come tax time. To sell your Ethereum, simply head back to your crypto exchange and enter the amount you want to sell. That’s why it’s important to consider your risk tolerance along with the diversity and stability of the rest of your investment portfolio before buying Ether. Experts recommend that you never invest more in crypto than you can afford to lose. Fast 2-second finality allows for trustless, irrevertible transactions at low fees. Developers are using networks like Ethereum to reimagine a host of traditional industries.</p>
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<h2>What is the value of 0.1 Ethereum?</h2>
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<p>0.1 Ethereum is 20908.97 Indian Rupee.</p>
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<p>She shares the latest and trending news on Cryptocurrency and Blockchain. In particular, specifying a Vyper version is not currently supported; your local Vyper installation will always be used. The default directory for uncompiled contracts is ./contracts relative to the project root. If you wish to keep your contracts in a different directory you may specify a contracts_directory property. When using the Command Prompt on Windows, the default configuration file name can cause a conflict with the truffle executable, and so you may not be able to run Truffle commands properly on existing projects. Like other cryptocurrencies, Ethereum faces criticism about its environmental impact. Ethereum annually uses 112 TWh of electrical energy and has a carbon footprint of 53 megatons of CO2. A single Ethereum transaction uses 262 kWh, which is comparable to what a U.S. household uses in a workweek.</p>
<p>As we expand the Infura suite, we aim to remain true to our mission and provide them with everything they need to build next-generation software. As for everyone coming to town and wanting to hang out and work together between events, we&#8217;ll maintain a space for collaboration for all who are interested. Get access to monthly development updates, exciting new projects, and much, much more. Moralis supports many chains and we are already powering many prominent web3 projects. To check Defi Connect price live in the fiat currency of your choice, you can use Crypto.com&#8217;s converter feature in the top right corner of this page. You get one unique key to access your wallet, which means you need to be extra careful about not losing your key or having it stolen.</p>
<p>
<h2>Continued Development And Milestones 2017</h2>
</p>
<p>Use decentralization, trusted nodes, premium data, and cryptographic proofs to connect highly accurate and available data/APIs to any smart contract. Developers have to pay a fee to the Ethereum network to create new tokens or decentralized apps on the network. If you’re stuck on which one to use, you can narrow down your search a few ways. If you plan to keep your crypto on your account with an exchange, make sure you choose an exchange that uses offline, cold storage, and has strong protections against theft. Some exchanges also have independent insurance policies to help protect investors from potential hacking.</p>
<p>
<ul>
<li>The surging popularity of Ethereum in 2021, sparked by the bull run for NFTs, play-to-earn games and decentralized finance protocols, sent the prices of scaling solutions like Polygon/MATIC skyrocketing.</li>
<li>Di Iorio invited friend Joseph Lubin, who invited reporter Morgen Peck, to bear witness.</li>
<li>Ethereum has promised to bring down its environmental impact by 99% with Ethereum 2.0 by switching from proof of work to proof of stake, which will eliminate energy-wasting mining.</li>
<li>Get ETH ETH is the currency of Ethereum – you can use it in applications.Use a dapp Dapps are applications powered by Ethereum.</li>
<li>Scaling solutions like Polygon make things cheaper by processing some of those transactions elsewhere.</li>
<li>Connect to a wallet with one or more chains simultaneously and send transactions to different chains at the same time.</li>
</ul>
<p>Ethereum has promised to bring down its environmental impact by 99% with Ethereum 2.0 by switching from proof of work to proof of stake, which will eliminate energy-wasting mining. &#8220;Phase 2&#8243; (or &#8220;Shard chains&#8221;) will implement state execution in the shard chains with the current Ethereum 1.0 chain expected to become one of the shards of Ethereum 2.0. Shard chains will spread the network&#8217;s load across 64 new chains. As of 22 January 2022, it is expected to be released in 2023. &#8220;Phase 0&#8243; (or &#8220;Beacon Chain&#8221;) was launched on 1 December 2020 and created the Beacon Chain, a proof-of-stake blockchain that will act as the central coordination and consensus hub of Ethereum 2.0.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/images/posts/postMarket/market-mainscreen-ethereum.webp" width="309px" alt="eth connect price"/></p>
<p>The London upgrade included Ethereum Improvement Proposal (&#8220;EIP&#8221;) 1559, a mechanism for reducing transaction fee volatility. In March 2017, various blockchain startups, research groups, and Fortune 500 companies announced the creation of the Enterprise Ethereum Alliance with 30 founding members. By July 2017, there were over 150 members in the alliance, including MasterCard, Cisco Systems, Sberbank, and Scotiabank. Since the initial launch, Ethereum has undergone several planned protocol upgrades, which are important changes affecting the underlying functionality and/or incentive structures of the platform.</p>
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<h2>Can I buy 0.1 ETH?</h2>
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<p>Unlike stocks, you don&#8217;t have to buy an entire ETH. You can buy 0.1 ETH for 38 dollars.</p>
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<p>A series of upgrades called Ethereum 2.0 includes a transition to proof of stake and aims to increase transaction throughput by using sharding. Let’s start coding in a new scripts/index.js file, where we’ll be writing our JavaScript code, beginning with some boilerplate, including for writing async code. Explicitly require wallets to meet compatibility with all signing methods that your dapp requires. Message relaying now uses Waku network to gossip messages through all nodes. Also included is an optional Push server to allow native applications to notify the user of incoming payloads for established connections. Built for developers, the WalletConnect web, android, and iOS SDK’s power millions of web3 connections every day. Enjoy a “first mover” advantage by deploying early to Polkadot’s rapidly expanding parachain ecosystem. The virtual land rush for the ape-centered metaverse project has already cost traders more than $176 million in fees alone. Sign up for Market Wrap, our daily newsletter explaining what happened today in crypto markets – and why. Astar Network connects the Polkadot ecosystem to Ethereum, Cosmos, and all major Layer 1 Blockchains.</p>
<p>This work was done by Gavin Wood, then the chief technology officer, in the Ethereum Yellow Paper that specified the Ethereum Virtual Machine. Subsequently, a Swiss non-profit foundation, the Ethereum Foundation , was founded. Development was funded by an online public crowd sale from July to August 2014, in which participants bought the Ethereum value token with another digital currency, Bitcoin. While there was early praise for the technical innovations of Ethereum, questions were also raised about its security and scalability. Ethereum, is a decentralized platform that allows for the running of applications without any downtime, fraud, censorship of third-party interference. Ethereum uses blockchain technology to allow network users to send and receive payments. A simple explanation for how the network operates is that it uses a massive amount of nodes that are all connected. Any transactions that take place on the network are automatically recorded and distributed on an open ledger. In Ethereum, all smart contracts are stored publicly on every node of the blockchain, which has costs.</p>
<p>If you got a connection error, make sure you are running a local blockchain in another terminal. On a real network this process would’ve taken a couple of seconds, but it is near instant on local blockchains. If you don’t already have this setup, please create and setup the project and then create and compile our Box smart contract. When choosing a funding method, review the crypto exchange’s fees; they can vary based on the method. For example, wire transfers are free on Gemini, but the platform charges a 3.49% fee on debit card transfers. Before you can buy Ethereum through a crypto exchange, you have to fund your account. In most cases, you’ll deposit money from a bank account, like your personal checking or savings account.</p>
<p><a href="https://www.beaxy.com/"><img src='data:image/jpeg;base64,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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='403px'/></a></p>
<p>Quick Updates on latest trends in financial services, fintech, digital strategy and more with our industry leading Fintech Channel. Expect the RSI to rise over 50 again, with lots of room before trading into overbought territory. The price of Ethereum has had a grueling week for investors and traders, with large swings in response to earnings, geopolitical events, and investors turning from risk-on to risk-off like a light switch. The first are run plugins that define a custom workflow command. More information on these can be found under Third-Party Plugin Commands.</p>
<p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Impressive!! Bored Ape Yacht Club Just Broke the Ethereum Blockchain <a href="https://t.co/W3P3OaWm6B">https://t.co/W3P3OaWm6B</a> &#8211; A new NFT collection was launched on Saturday by the Bored Ape Yacht Club team. The Ethereum blockchain was crushed by the demand<a href="https://twitter.com/hashtag/Blockchain?src=hash&amp;ref_src=twsrc%5Etfw">#Blockchain</a>   <a href="https://twitter.com/hashtag/BoredApe?src=hash&amp;ref_src=twsrc%5Etfw">#BoredApe</a>   <a href="https://twitter.com/hashtag/Ethereum?src=hash&amp;ref_src=twsrc%5Etfw">#Ethereum</a></p>
<p>&mdash; Christopher Levinson (@ChrisLevinson) <a href="https://twitter.com/ChrisLevinson/status/1520884168975994881?ref_src=twsrc%5Etfw">May 1, 2022</a></p></blockquote>
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</p>
<p>As of December 2021, the Ethereum blockchain can process about 14 transactions per second with each transaction costing on average around $25. However, these fees can spike during times of high network congestion, making life difficult and unpredictable for all but the richest of users. Before buying a volatile investment like Ether, you’ll want to make sure you’ve done your research and your finances are in good shape. Ideally, you should have a large emergency fund, be maxing out your retirement accounts and have minimal debt. Even if you can check all those boxes, it’s important to diversify your portfolio, so only a portion of your investments should be in Ethereum and other cryptocurrencies. DeFi Kingdoms, Web3&#8242;s most played game, was born on Harmony’s open platform. This gamified blockchain project, melds the power of decentralized finance with the utilities of NFTs in a play-to-earn setting. The demand for NFTs in 2021 sent the number of people buying ETH skyrocketing. To purchase an NFT, consumers need a crypto wallet funded with ETH, which they then use to purchase the digital tokens they want.</p>
<p>The goal is to focus on depth-first sessions rather than size, and to bring the Ethereum community together in smaller groups to talk, learn about, or make serious progress on specific subjects. From the beginning, Moralis has been a community centred project. Ensure you only get the smart contract events you are interested. Exchange fees can also play a role in what crypto exchange you use, because they can vary greatly.</p>
<p>Anything you can own can be represented, traded and put to use as non-fungible tokens . You can tokenise your art and get royalties automatically every time it&#8217;s re-sold. Environments are a way to specify different configuration parameters depending on the selected environment. For example, connection to IPFS is often done with a local node or ganache, while in production, it makes sense to connect to Infura.</p>
<p>The post <a href="http://htdbouw.nl/bitcoin-trading/configuration/">Configuration</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></content:encoded>
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		<slash:comments>0</slash:comments>
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		<item>
		<title>Why Do Bitcoins Have Value? Bitcoin Explained</title>
		<link>http://htdbouw.nl/bitcoin-trading/why-do-bitcoins-have-value-bitcoin-explained/</link>
		<comments>http://htdbouw.nl/bitcoin-trading/why-do-bitcoins-have-value-bitcoin-explained/#comments</comments>
		<pubDate>Thu, 23 Sep 2021 09:21:33 +0000</pubDate>
		<dc:creator>Martin</dc:creator>
				<category><![CDATA[Bitcoin Trading]]></category>

		<guid isPermaLink="false">http://htdbouw.nl/?p=2572</guid>
		<description><![CDATA[<p>As a general rule, it is hard to imagine why any Bitcoin user would choose to adopt any change that could compromise their own money. Any Bitcoin client that doesn&#8217;t comply with the same rules cannot enforce their own rules on other users. As per the current specification, double https://www.beaxy.com/ spending is not possible on the same block chain, and&#160;<a href="http://htdbouw.nl/bitcoin-trading/why-do-bitcoins-have-value-bitcoin-explained/" class="read-more">Continue Reading</a></p><p>The post <a href="http://htdbouw.nl/bitcoin-trading/why-do-bitcoins-have-value-bitcoin-explained/">Why Do Bitcoins Have Value? Bitcoin Explained</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></description>
				<content:encoded><![CDATA[<p>As a general rule, it is hard to imagine why any Bitcoin user would choose to adopt any change that could compromise their own money. Any Bitcoin client that doesn&#8217;t comply with the same rules cannot enforce their own rules on other users. As per the current specification, double <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> spending is not possible on the same block chain, and neither is spending bitcoins without a valid signature. Therefore, it is not possible to generate uncontrolled amounts of bitcoins out of thin air, spend other users&#8217; funds, corrupt the network, or anything similar.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Full <a href="https://twitter.com/hashtag/cryptomarket?src=hash&amp;ref_src=twsrc%5Etfw">#cryptomarket</a> technical insights &amp; reports updated every hour ➡️ <a href="https://t.co/kWfKXbGjBw">https://t.co/kWfKXbGjBw</a><br />Last update on 03/05/2022 @ 9am UTC<a href="https://twitter.com/hashtag/bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#bitcoin</a> <a href="https://twitter.com/hashtag/ethereum?src=hash&amp;ref_src=twsrc%5Etfw">#ethereum</a> <a href="https://twitter.com/hashtag/binance?src=hash&amp;ref_src=twsrc%5Etfw">#binance</a> <a href="https://twitter.com/hashtag/cryptocurrencies?src=hash&amp;ref_src=twsrc%5Etfw">#cryptocurrencies</a> <a href="https://twitter.com/hashtag/cryptotrading?src=hash&amp;ref_src=twsrc%5Etfw">#cryptotrading</a> <a href="https://twitter.com/hashtag/cryptostats?src=hash&amp;ref_src=twsrc%5Etfw">#cryptostats</a> <a href="https://twitter.com/hashtag/technicalanalysis?src=hash&amp;ref_src=twsrc%5Etfw">#technicalanalysis</a> <a href="https://twitter.com/hashtag/trading?src=hash&amp;ref_src=twsrc%5Etfw">#trading</a> <a href="https://twitter.com/hashtag/TRADINGTIPS?src=hash&amp;ref_src=twsrc%5Etfw">#TRADINGTIPS</a> <a href="https://twitter.com/hashtag/tradingsignals?src=hash&amp;ref_src=twsrc%5Etfw">#tradingsignals</a></p>
<p>&mdash; Technical Analysis 4 Crypto (@TA4CryptoBot) <a href="https://twitter.com/TA4CryptoBot/status/1521415425761943552?ref_src=twsrc%5Etfw">May 3, 2022</a></p></blockquote>
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<p>More than 68% of those questioned said they disagreed with using cryptocurrency as a legal tender. Standards vary, but there seems to be a consensus forming around Bitcoin, capitalized, for the system, the software, and the network it runs on, and bitcoin, lowercase, for the currency itself. In 2018, a Japanese band called Kasotsuka Shojo – Virtual Currency Girls – launched. Each of the eight members represented a cryptocurrency, including Bitcoin, Ethereum and Cardano. Bitcoin Core includes a scripting language inspired by Forth that can define transactions and specify parameters.</p>
<h2>Transactions</h2>
<p>These currency charts use live mid-market rates, are easy to use, and are very reliable. Our currency rankings show that the most popular US Dollar exchange rate is the USD to USD rate. Our currency rankings show that the most popular Bitcoin exchange rate is the XBT to USD rate. There is no official ISO code for Bitcoins, although XBT is commonly used. Yes, most systems relying on cryptography in general are, <a href="https://www.beaxy.com/exchange/btc-usd/">price of bitcoins in usd</a> including traditional banking systems. However, quantum computers don&#8217;t yet exist and probably won&#8217;t for a while. In the event that quantum computing could be an imminent threat to Bitcoin, the protocol could be upgraded to use post-quantum algorithms. Given the importance that this update would have, it can be safely expected that it would be highly reviewed by developers and adopted by all Bitcoin users.<br />
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' 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After the release of version 0.9, the software bundle was renamed Bitcoin Core to distinguish itself from the underlying network. Alternative clients exist, such as Bitcoin XT, Bitcoin Unlimited, and Parity Bitcoin. Central Bank Digital Currency is the digital form of a country&#8217;s fiat currency, which is regulated by its central bank. Since each individual&#8217;s situation is unique, a qualified professional should always be consulted before making any financial decisions. Investopedia makes no representations or warranties as to the accuracy or timeliness of the information contained herein. As of the date this article was written, the author owns cryptocurrency. Difficulties surrounding cryptocurrency storage and exchange spaces also challenge Bitcoin&#8217;s utility and transferability. In recent years, hacks, thefts, and fraud have plagued digital currency. Assuming this total remains stable, if Bitcoin were to achieve 15% of this valuation, its market capitalization in today&#8217;s money would be approximately $3 trillion. With all 21 million bitcoins in circulation, that would put the price of 1 bitcoin at roughly $143,000.</p>
<h2>Bitcoin Btc</h2>
<p>Bitcoin has also seen a surge of new investors, with more than half of all current Bitcoin holders having bought in the past year. The CEX.IO mobile app offers you more simple ways to exchange your crypto for fiats in the shortest time. To find more supportive info for their suggestions, experienced traders often check the market depth formed by the order book records. This indicator visually reflects how many customers are willing to buy or sell Bitcoin for a particular price. Mobile App Buy, sell, earn and exchange crypto anywhere and anytime. To check Bitcoin price live in the fiat currency of your choice, you can use CoinMarketCap’s converter feature directly on the Bitcoin currency page. Bitcoin is becoming more political by the day, particularly after El Salvador began accepting it as legal tender.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px" alt="bitcoin dollar exchange"/><br />
Bitcoins are not actually received by the software on your computer, they are appended to a public ledger that is shared between all the devices on the network. The Bitcoin protocol is designed in such a way that new bitcoins are created at a fixed rate. When more miners join the network, it becomes increasingly difficult to make a profit and miners must seek efficiency to cut their operating costs. No central authority or developer has any power to control or manipulate the system to increase their profits. Every Bitcoin node in the world will reject anything that does not comply with the rules it expects the system to follow. The Bitcoin protocol itself cannot be modified without the cooperation of nearly all its users, who choose what software they use. Attempting to assign special rights to a local authority in the rules of the global Bitcoin network is not a practical possibility. Any rich organization could choose to invest in mining hardware to control half of the computing power of the network and become able to block or reverse recent transactions. However, there is no guarantee that they could retain this power since this requires to invest as much than all other miners in the world. Transactions consist of one or more inputs and one or more outputs.</p>
<h2>Exchange Rate Chart	  	 Bitcoin To Dollar</h2>
<p>Some investors and economists have characterized it as a speculative bubble at various times. Others have used it as an investment, although several regulatory agencies have issued investor alerts about bitcoin. Bitcoin is often referred to as digital currency and as an alternative to central bank-controlled fiat money. However, the latter is valuable because it is issued by a monetary authority and is widely used in an economy. Bitcoin&#8217;s network is decentralized, and the cryptocurrency is not used much in retail transactions. It&#8217;s organized through a network known as a blockchain, which is basically an online ledger that keeps a secure record of each transaction and bitcoin price all in one place.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="301px" alt="bitcoin dollar exchange"/><br />
The South China Morning Post, however, mentions the use of bitcoin by Hong Kong workers to transfer money home. On 25 March 2022 Pavel Zavalny stated that Russia might accept bitcoin for payment for oil and gas exports, in response to sanctions stemming from the 2022 Russian invasion of Ukraine. On April 27, 2022 Central African Republic adopted bitcoin as legal tender alongside the CFA franc. In February 2019, Canadian cryptocurrency exchange Quadriga Fintech Solutions failed with approximately $200 million missing. Both the private key and the address are visible in text form and as 2D barcodes. Bitcoin uses public-key cryptography, in which two cryptographic keys, one public and one private, are generated. Regarding ownership distribution, as of 16 March 2018, 0.5% of bitcoin wallets own 87% of all bitcoins ever mined. Individual blocks, public addresses and transactions within blocks can be examined using a blockchain explorer.</p>
<p>In our modern life, this new technology finds a lot of use cases outside the digital industry. Many online stores accept Bitcoin , Ether , Litecoin as payment methods. So you can buy Ethereum on the crypto exchange, for instance, and then use it to pay for goods and services. If you look at the Trade page on the CEX.IO website, you can see the chart representing the fluctuations of BTC market value. There are different pillows called ‘candlesticks’ that show the uptrend and downtrend . When you look at the right part of the graph, you can see the price indexes. Put the cursor on the latest candle and to find the current BTC in USD exchange rate. This is an approximate price at which you can buy Bitcoins for now. However, keep in mind this value can change dramatically even the next minute.</p>
<ul>
<li>The suit even led to major crypto exchanges delisting Ripple from their platforms.</li>
<li>The software validates the entire blockchain, which includes all bitcoin transactions ever.</li>
<li>True to its origins as an open, decentralized currency, bitcoin is meant to be a quicker, cheaper, and more reliable form of payment than money tied to individual countries.</li>
<li>By controlling a majority of all network power, this group could dominate the remainder of the network to falsify records.</li>
</ul>
<p>Many crypto enthusiasts and economists believe that high-scale adoption of the top currency will lead us to a new modern financial world where transaction amounts will be denominated in smaller units. The proof of work is also designed to depend on the previous block to force a chronological order in the block chain. This makes it exponentially difficult to reverse previous transactions because this requires the recalculation of the proofs of work of all the subsequent blocks. When two blocks are found at the same time, miners work on the first block they receive and switch to the longest chain of blocks as soon as the next block is found.</p>
<p>Since inception, every aspect of the Bitcoin network has been in a continuous process of maturation, optimization, and specialization, and it should be expected to remain that way for some years to come. As traffic grows, more Bitcoin users may use lightweight clients, and full network nodes may become a more specialized service. Payment freedom &#8211; It is possible to send and receive bitcoins anywhere in the world at any time. While it may be possible to find individuals who wish to sell bitcoins in exchange for a credit card or PayPal payment, most exchanges do not allow funding via these payment methods. This is due to cases where someone buys bitcoins with PayPal, and then reverses their half of the transaction. HOD -əl; often written HODL) is slang in the cryptocurrency community for holding a cryptocurrency rather than selling it. Bloomberg News referred to it as a mantra for holders during market routs. Gavin Andresen was the former lead maintainer for the software client. Andresen left the role of lead developer for bitcoin to work on the strategic development of its technology.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="bitcoin dollar exchange"/><br />
Users are in full control of their payments and cannot receive unapproved charges such as with credit card fraud. Bitcoin transactions are irreversible and immune to fraudulent chargebacks. Bitcoin allows money to be secured against theft and loss using very strong and useful mechanisms such as backups, encryption, and multiple signatures. When a user loses his wallet, it has the effect of removing money out of circulation. Lost bitcoins still remain in the block chain just like any other bitcoins. However, lost bitcoins remain dormant forever because there is no way for anybody to find the private key that would allow them to be spent again. Because of the law of supply and demand, when fewer bitcoins are available, the ones that are left will be in higher demand and increase in value to compensate.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Uzbekistan President Issues Decree Regulating Cryptocurrencies, Mining and Trading – Regulation Bitcoin News <a href="https://t.co/EvcWIiGOUp">https://t.co/EvcWIiGOUp</a></p>
<p>&mdash; john pearce #cyber &amp; #technology #news (@techpearce) <a href="https://twitter.com/techpearce/status/1521415046227804162?ref_src=twsrc%5Etfw">May 3, 2022</a></p></blockquote>
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<p>The post <a href="http://htdbouw.nl/bitcoin-trading/why-do-bitcoins-have-value-bitcoin-explained/">Why Do Bitcoins Have Value? Bitcoin Explained</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></content:encoded>
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