{"id":1031,"date":"2021-12-15T19:53:05","date_gmt":"2021-12-15T12:53:05","guid":{"rendered":"https:\/\/kursus.smkn1-sampit.sch.id\/?p=1031"},"modified":"2022-05-03T00:36:05","modified_gmt":"2022-05-02T17:36:05","slug":"gwei-to-usd-ethereum-gas-fee-calculator","status":"publish","type":"post","link":"https:\/\/kursus.smkn1-sampit.sch.id\/?p=1031","title":{"rendered":"Gwei To Usd Ethereum Gas Fee Calculator"},"content":{"rendered":"<p>The price of Gas in other fiat and cryptocurrencies is based on the corresponding exchange rate of those currencies to the Ethereum. The 3Commas currency calculator allows you to convert a currency from Gas to Ethereum in just a few clicks at live exchange rates. Academy Learn more about the world of cryptocurrency and how to use 3Commas to your benefit. And because all of this is taking place on a virtual copy of the Ethereum blockchain, it doesn&#8217;t cost a penny.<br \/>\nWith the contract wizard you can select the features that you want your contract to have. The new proof-of-stake model, introduced on the Beacon Chain, should reduce high power consumption and reliance on specialized hardware. This chain will allow the decentralized Ethereum network to agree and keep the network secure, while limiting energy consumption by instead requiring a financial commitment. To better understand this page, we recommend you first read up on transactions and the EVM. Our tools are based on the principles of earn (\ud83d\udcb0), learn (\ud83d\udcd6), and meet (\ud83d\udcac). Finally, select the Gas Tracker option to display the cost of each Ethereum transaction for you. Or, for a reasonably close estimate of what specific actions might cost on OpenSea right now, you can also refer to Rarible Analytics. There is no way to predict exactly how much a certain transaction might cost in the future. Gas fees may go down once Ethereum switches to a proof-of-stake consensus, but nobody knows for sure right now. If needed, this can be done manually, using the TransactionHandler and the \u201ctransfer\u201d transaction FunctionMessage.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>How do I reduce the cost of Ethereum gas?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>To reduce the cost of your total gas fee through a lower base fee, you could make your transaction on the network at a time when fewer people are using the blockchain. This is because, in a way, base fees are a representation of demand for using Ethereum.<\/p>\n<\/div><\/div>\n<\/div>\n<p>Interviews and Tutorials Hear from the top voices in crypto, and learn how to use Blocknative. Software and SDKs Explore our Github repo and get started building. Real-time DEX Feed Watch top decentralize exchages for real-time transaction notifications Wallet Registry View supported wallets and networks in Onboard. Cryptoneur Gas Fees Calculator Calculate gas fees in your local currency for different transaction types on Mainnet, Arbitrum, and Polygon. If you are looking to reduce gas costs for your ETH, you can set a tip to indicate the priority level of your transaction. SnowTrace offers several other resources to learn about recent block sizes, transaction speeds, and more. Additionally, you can use SnowTrace to check out the average Ethereum block size and the top 25 gas guzzlers and gas spenders on the blockchain at any given moment.<\/p>\n<h2>Used Gas<\/h2>\n<p>Then, you can lock the 2000 tokens in a single transaction and save gas fees. Ethereum gas fees would point out towards the best use of simulation. It is impossible to find the actual gas fees until you execute a transaction to pay for the gas fees. On the contrary, you could use simulation tools such as DeFi Saver for <a href=\"https:\/\/www.beaxy.com\/\">https:\/\/www.beaxy.com\/<\/a> simulating your transactions. However, the traffic of transactions on Ethereum varies throughout the day. There are even price differences between transactions on a single blockchain. These fees are dependent on several factors, including the amount of data used, the speed of the transaction and the time of day.<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">Dyon found <a href=\"https:\/\/twitter.com\/hashtag\/ethereum?src=hash&amp;ref_src=twsrc%5Etfw\">#ethereum<\/a> in a User vault at this location! Join me playing <a href=\"https:\/\/twitter.com\/hashtag\/coinhuntworld?src=hash&amp;ref_src=twsrc%5Etfw\">#coinhuntworld<\/a>, It&#8217;s awesome! <a href=\"https:\/\/t.co\/Okj2PW5863\">https:\/\/t.co\/Okj2PW5863<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/cryptocurrency?src=hash&amp;ref_src=twsrc%5Etfw\">#cryptocurrency<\/a> #126 <a href=\"https:\/\/t.co\/7aL1cQlYwe\">pic.twitter.com\/7aL1cQlYwe<\/a><\/p>\n<p>&mdash; VFamVlogs (@DyonVelasco) <a href=\"https:\/\/twitter.com\/DyonVelasco\/status\/1520937777919012865?ref_src=twsrc%5Etfw\">May 2, 2022<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<p>If the gas fees are high and the digital artwork doesn\u2019t sell well, the creator could take a loss. There is no lazy minting option on the Solana blockchain, but the gas fees are a lot less expensive than Ethereum\u2019s. Gas fees can be compared to a cargo transport truck service, where the goods are transactions. The heavier the goods transported from point A to B, the more fuel or gas will be expended. At the same time, if the road is congested, the trucks also use up more fuel to get to their destination. The truck service will also prioritize moving the goods of customers who are willing to pay more than the base price. If you\u2019d like to trade NFTs, you may wonder what NFT gas fees are and why they\u2019re necessary. This article will help you understand how NFT gas fees work, why fees are required, and how to calculate them. The first element of the new model is the base fee, which can go up or down depending on how busy the network is at a particular point in time.<\/p>\n<h2>Solidity Gas Optimisation Tips<\/h2>\n<p>Some platforms will allow you to set a gas fee limit, and will perform the transaction when the fees are low enough. If you can wait for an undefined period when the prices drop, this may be an option for you. Before we get into the best gas fee calculators out there, let&#8217;s first discuss the units used to calculate gas fees. The two main units you&#8217;ll usually see for Ethereum gas fees are wei and gwei . Wei is the smallest denomination of Ether and represents a minuscule fraction of one token. OpenSea gas fees can change at any given time and always depend on the current supply and demand of hash rate on the Ethereum blockchain. A good place to get a fair estimate of the gas fees to expect on OpenSea is Rarible Analytics, which provides 24h live data for various actions on the Rarible marketplace. Ethereum gas fees by multiplying the gas limit of a transaction with the existing gwei price.<\/p>\n<ul>\n<li>If needed, this can be done manually, using the TransactionHandler and the \u201ctransfer\u201d transaction FunctionMessage.<\/li>\n<li>The price of gas will fluctuate with supply and demand on the Ethereum blockchain, however there is no such thing as a specific OpenSea gas price.<\/li>\n<li>The London Upgrade introduced variable-size blocks to Ethereum.<\/li>\n<\/ul>\n<p>The gas fee varies with the type of transaction on the Ethereum blockchain. Therefore, you might want to organize and execute similar transactions together to save money on the gas fees. With transaction fees surging to new all-time highs on the popular Ethereum network, it\u2019s become obvious to everyone that gas fees are a major problem. New sellers are often unaware of the costs, so they sometimes end up losing money. Costs vary by marketplace, so it\u2019s important to check before transacting.<\/p>\n<h2>Join The Hundreds Of Teams Building With Blocknative<\/h2>\n<p>Thousands of people use these services every day, but this comes at a cost\u2014known as a gas fee. These gas fees are charged to users to compensate for the massive amount of computing power required to run the Ethereum blockchain and can be costly. Reduce Ethereum gas fees would involve taking a leave from working hours, especially on the weekdays. Apparently, the gas prices dip on the weekends, thereby providing an exceptional opportunity for savings. Upon deleting the storage variables on the Ethereum network, users can receive refunds in ETH, which serve as foundations of gas tokens. Ether or ETH is often used in different denominations of its currency, such as Wei for interacting with smart contracts and Gwei for calculating gas prices.<br \/>\nUnlike Ethereum, fees don\u2019t typically increase because of network congestion. Fees on Solana are also significantly lower than those on Ethereum. Though Ethereum is the most popular of the blockchains, it\u2019s not the only one that mints and stores NFTs. Platform-Icon Tokenization A robust engine to easily consolidate your assets into stablecoins or security tokens. Platform-Icon MPC Wallet-as-a-Service Our proprietary protocol pushes transaction speeds up to 8X faster than the industry average. You should always consult with a professional\/licensed financial adviser before trading or investing in any cryptocurrency related product. Not an actual badger \ud83d\ude09 Dedicated to helping people learn about the world of crypto. You can also use our Gas price table above to check the latest Gas price in major fiat and crypto currencies.<br \/>\n<img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"305px\" alt=\"ether gas calculator\"\/><br \/>\nCalculating your gas fee no longer needs to be a frustrating and time-consuming process, thanks to the sites above. SnowTrace is another fantastic option for tracking Ethereum gas fees. Using this site, you can find the slow, average, and fast gas prices, but they&#8217;re labeled standard, fast, and rapid instead. You can also take a look at the site&#8217;s easy-to-read graph that shows you the live gas prices. The site automatically refreshes its stats every three seconds to keep you as up-to-date as possible.<\/p>\n<p>Ethereum gas fees, which are basically the transaction fees paid to miners. Users have to pay gas fees to miners on a blockchain protocol for including their transactions in the block. This Gwei to USD calculator \/ converter takes in an amount of Gwei, which is 1 billionth of an ETH, and spits out the amount of USD based on current prices from CoinGecko. It estimates the cost of a typical Ethereum transaction based on 200,000 gas units. You can also use the current gas fees by clicking fast, normal, <a href=\"https:\/\/www.beaxy.com\/exchange\/eth-usd\/\">eth calculator<\/a> or slow. Creating, listing, buying and selling NFTs requires a lot of interaction with OpenSea\u2019s smart contracts, which will only be processed if the user pays the necessary gas fees. Ethereum gas fees calculator would also impose specific gas limits for particular types of transactions. For example, the gas limit for a basic ETH transfer is around 21,000 units. Thrifty users who can wait will often transact over the weekend, or at quieter trading times during the day, in order to save on gas fees.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>Will ETH 2.0 lower gas prices?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Gas fees will not be reduced after Ethereum is converted to POS, and sharding and L2 are required to get rid of the \u201cNoble Chain\u201d People have great expectations for Ethereum 2.0, but there is a common misunderstanding that \u201cEthereum 2.0 will reduce gas fees\u201d.<\/p>\n<\/div><\/div>\n<\/div>\n<p>Gas price refers to the amount of Ether you\u2019re willing to pay for every unit of gas, and is usually measured in \u201cGwei\u201d. Break down barriers, then educate, excite, and enrich everyday people on our digital asset platform. EIP-1559 also allows doubling the block size when the network is getting congested to make fees more predictable. If you&#8217;re ever stuck with converting between wei, gwei and ether, you can use the Ethereum simple unit converter site to do the calculations for you. We have to calculate how high, without actually spending any of the Ethereum cryptocurrency ether (or ETH, or \u039e) to find out. When Ethereum upgraded its core gas-fee marketplace with EIP-1559, transactions moved from a &#8230;<\/p>\n<h2>Methods For Reducing Ethereum Gas Fees<\/h2>\n<p>Simple stuff like updating your profile or changing the OpenSea banner size usually requires you to sign with your OpenSea wallet, but won\u2019t cost any gas. One-time fees are incurred whenever you initialize a wallet for the first time or when you list your first NFT from a particular collection. In this guide, we\u2019ll explain the difference, show you what actions on OpenSea will cost you gas and how you can find out how much gas costs right now. You can discuss issues and obtain free support on Nethereum Discord channel. Making a transfer will change the state of the blockchain, so in this scenario we will need to create a TransactionHandler using the TransferFunction definition. The purpose of this sample is to estimate the gas cost of a simple transaction and modify the assigned values of gas and gasprice. Georgia Weston is one of the most prolific thinkers in the blockchain space. In the past years, she came up with many clever ideas that brought scalability, anonymity and more features to the open blockchains. She has a keen interest in topics like Blockchain, NFTs, Defis, etc., and is currently working with 101 Blockchains as a content writer and customer relationship specialist. This test case will deploy ContractFactory to a Ganache test network and use a gas estimate provided by Ganache to create a new Contract.<br \/>\n<a href=\"https:\/\/www.beaxy.com\/\"><img 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NWeiNZ2jXOmYmrLK44qBN4hZU62UKIQtSCSk9OaTXh7j6f8ATt5vMd9q4XnFc8\/49r+3h2Y7rc6GjloxxjM+3v4efX\/+zjo6+X+bqt1txi6z5Dr78lpA3uBbaW+Gf\/UbAR8zVLpv+zlL49xe1TdWDxEPR4aYg3ltlaQMqKkJ9sYGDz+te2Iv9neWW2rpEWoK2YS6kndnGOvXPKnE3a3qxtmsncstjCxzUOo+or3b8OLo8SdhMGLFajqOeGgIz44FP5FUs3VNuZYYfivJlofltxAWFJWErUcZJzyA7+\/5VbMr3jPiKFV3O0UUUDX+d\/pV\/wAUiX7iPzCl\/wCd\/pV\/xSJfuI\/MKsBcf8FNO01H\/BTTtJBRRRUBTZ\/HH5D\/AFFOU2fxx+Q\/1FA5RRUG9XJNntUu6LQpaYjK3lJTjJCRnAzyzQTVAkYFZXWuntQagjsxLTc40VkOhcht9lSw+gDkg7VJIGcZ588YqLb+1TTj8ZEmeqRDC3xGGW+Kjedu3K29yRkrSBkjnyqXF7S9HzJMWIzcXuNMQXGkKiupJTlQBOU+zkpVjOM45ZrLGZx5hp19HHcYTp5TNT7TSn\/7YMqu1tv5nSGpkR1Lj7bDriWHClO0BLZUQkY+tQ9Zae1NL1GkWeCXIc52IuU6tCFBAadSo4JUFJ9lPclWflWnu2sf7rnCH\/dkt8LbK21N7PawMkYJB5d5xgU7btVRrkxBkNMuoE+O6+kEDKAgpyD8\/arKM8u\/s4dX0rb5YThjHTcxMzHe4iv+cMnG7Ji1dm7g9cuI2iY+9wg1g8BW1TbOc\/4HEJUD8sd9RrP2MrtK4qhdUuJgusBg8NRWWm3Er2qJURk7QMgAd+KtYPa9ZZsJU1UaYykR0yU7Gw8FIKSogqb3JQUhJ3bsY3J8asp3abpmMwtbb8txaEcQpTDd5o7lj2fdODhXQ45Zq\/q51SYejbPCYyjHs1yElI5+FKrPWXWtmvSWvsy5CXHc\/dOx1oWjHmBHIfM8jU61XcXGbcIfAfbMFxLZLiAkLynO5PeRzxn5frWqXqRUcQs6Zk+5T1Myfcopxfu\/qP60qkr939R\/WlUBRSVnCSc45V5TN7UL9atRXONKMR2BDceQhBRheE7NpJRuUMlR5lGOXLvpUz2SZp6RemLhJtkpi1SURpjjSksPLb3pbcI9lRTkZweeM86wjXZVJmWRdtv1zSuQFLcRKgl5hxxxaSlbjpLhLhPLw5ZFREds05aGQjTaFOymGXm8TgEI3JBVxFlADQBISCrmSRhPOtFd9Yyo2nmbsJEeC8+tpKW1pD5C1oB4XsqSnOSATuwACc451njnnpxxw0amhp683mhXvS91tWjrNa7K27cJdlMfZu2rLmwYJIWpOfpuB+dZ6H2SXS6W6G5dpgiyEx1KWwlpJDcoOlxh0YOAUEnIHUcs8q01q1jeJCZ6JbkR55hpp1Jjpy2glWFJJznvGMgZ6jIpmfqnWbeqbtHgRmXLbaAhawptKQtJj8THEK9wUVYHJChj51sx3GeMcNWWz0s5uVcrscQxe4twgTkIitqiLdZcbUTuj7NmzCwkfhp94K7yMHnXoGn7WbNZYVp3hZiMIZ3AYztAHTurENdpt+STHk2OKZQdlNllEwgktqewU5b5t\/c7Ss45qHs0xaO1C\/KkLiXa1xQ65Ldhx+G4sguJkPtjednJGGc7\/wDbnWOWWpqRWUtmnt9Lbz1Yw9RoqkkXK6h+2LYMX7PKVh8ZKlZxkbCMDHzOfpV1Wp0uL6UiP7n60tfSkR\/c\/WgU37v60ukN+7+tLoCs9rWXeYGmrhMsNgVebg0wVRYSVoTx3O5OVkJHPnzI6UrUusbTpZ6O1c1vZkJUpIbb3YSnGSfUdKX\/ANaaWCy0q+wgsOcIpLwyF+X61Jx6opccoxyiZeNWTQOtdX2+W9erddLDeJUtiXcZFzajOszktg7I6G2XlbWkHBwcZIBOcmrbQWktaaY7A5mmL\/MRb7qmPcOCtKAPsoWtwoyUFWeu7I7lY7q9Vi6lsVwSs2+6R5BbzuDKtxGMZ5D6j1FVbOurNMkNQyiYhb0j7KQ5GUkIcKUqSlXgSlaTj65xg4wnTiuHRO7zyr2iYn\/T5zs8VOsbru7P9NsR59p0w08ylmcy6h+Y2+2pvKm1qSAoJXgrIUQSSBiraH2N9p7se8WjhOQ467e5OhvLlpUpc+VgyGTzONoSUhWMe0ete5yLzp3S7Zei2zhmTJWyURY4BW4kZUSBjPLvp6P2haUfwf74YQkJyouKCdh8qgeYUMdKn6MTzLdl6lMftxiK47vErJ2Za4bnRLg1ZrvGabu9kW8zMcht\/dx3VqddS3H9nASpI3FRUrAG0bRn6PZTtAG3AxgCs8rtA0qiWIZvDClFzhhSVApCsOHBI6cml\/7eNWTuorSzDkzRLS43E3cYtjcUkEgjA78gj9KywwjCKhy62vluJjLJaUUxDlNTYjMxgktvNpcTkYOCMjIp+s2o1\/nf6Vf8UiX7iPzCl\/53+lX\/ABSJfuI\/MKsBcf8ABTTtNR\/wU07SQUUUVAU2fxx+Q\/1FOU2SA+keKT\/UUDlR58Ji5Q3oEpG9l9BbcTkjckjBGRzqRXDQYubojQEeZFTcGEiSp5Co5elL3qcTtKcEqySNicfQU\/F0xo63Nm5RMR2wShbyZSwFq3Ee0d3tEKKhz6HNI1jo2dqC+WO6xJDDQtspLrhUDvKO9I7ueMc\/r3UzN0FJcsTdghPRW4zEt6S2hSVFOFPKWlJwegC\/UZqx2Y0sntPaWuM5+5uLLr5ZQ06pEpYCW+qeQVgePzqQxp63x3IjsUlDMZl1pKMlW4ObSSSTkn2f96ro+knrVDuhaWh52bFjtHAwVuNoKSo\/XlVg1YXVymLgZ8xtbbQTwQ8Q1nbjmnoak8dl7or9v0e5b2rU45GVHYbVAQ2HuiVJALec5yQB8+VdTorSeHD9gBDqOErLqz7Gc7Rz5AdwHTPKs\/N7NbpLmzZf22CgTG1Ry2lpWEJIwXU8+TmAPl18a7qPs4vN5usmZEvf2aPIDYU2HHApQSUnGQfZHI9OuavlKaC1aWtlrnybgyTueLe3qChKAcJznJHMnnV7GhsMPPSm04XIKSs+OBgf7V5\/\/wBsr1lvF4bJbeQ6HFLdK1BJHJXtYPIYFejtpKEJSTkgAGpK0VTMn3KepmVybz3CinF+7+o\/rSqSv3f1H9aVQcIBGDVVqC6W7T1qlXiYwVNRkb1hCNyjzx0\/Wraq2+2Vm\/WuVapDjiG5TZbUptW1QHyNBX2rU1rurrTLDDiS7GTI9pvACD3E9M8+lRbPrbT98XDREYfBmuqbYC2SASloOFR8BtUP1NTrfpWJbIEa3RC4hENtLTSg5glIUDg\/Xbz+RxXLPpG32RllmIlwiO5xGy45uIIaDQGfDYBSkguRcbI+3LbmOtMtx3\/s7xcISkrACsZ7+opm76qtdmkNNPtuESUFxtxCMpWQknaCOpwn+njUuLp2KgzkzmmpaJkoySl1AUB7CU4wfy\/71HumkLbd32XpQdSI4Iabbc2oQdpSFADoQFGhRDOrdPuxI8t98RhJkLhtpdSUqLyVFKkY8cg+lRWtW6DmSWH2b1DfW0tXBLbhIBxhR5cuiup5c6fk6EtEq2sWtxUkNMvrkkh4hTji1FSipXU5Uok1ChdmGn7bwP7vEhjgNllOx7H3R2\/dnA5p9kcvlSvklo7ZdLZe4iZttkIkR1j2Vo6EVOHTlVXYNPxNPQvsMHicLcV\/eLKlEn51aU8kOL6UiP7n60tXSkR\/c\/WilN+7+tLpDfu\/rS6DPan0jB1K9HflvPtqjIUkcLZ7SVYyDuSfAdMGs2ezrSrzzm28zHFB3Ln\/AJKFKQrPJJVt3JHdjOccs16E4DtO088V5xa+z25suXhMgMJRJmolRgFk4UFhRUT16csHNWEld2jS1n02H4MC4rbW8hTi0fdJVjAG72Ug8gOROe\/OabtuhbVCTEY\/vi4yUR3ftTaZDyFcRQUlQKsJBOFAHPUlRySMAQ5Wg7pcdSTrrNeaLE5rYpAcV7I4SUbB8ipO7P6Vcptcxm52lsJO2NbH47jiTyCypjHrsVj6UlIsmZpuzyUNuX5LDzTEpclCXkpLeVDHtBXI4qA9oXTVwkOLizXmngtTmY7qAUb85wMEYOT1FSbppO4yLDItaZqp7jqsoMxw5Qn5Ed46jNVll0FfLaJoXLjpW5EVHbeaKgtaj0Kvp0FSlmLSpHZ3Zkx1CKXOIlC0NpW592QoPAhXLO0\/aHOnPp4Vc2fTrVutSLT9seeShhLJU4oEk4O5fT3lHJJOcmsYjQXaBuQt3UaDtQBsSspBSCctHHmHVXdV\/pfTWo7Te5E24TUKhvMpShgOKXsUNuACeeAAfWrXA1cGI3Bhsw2s7GUJbTnwAwKfooqKa\/zv9Kv+KRL9xH5hS\/8AO\/0q\/wCKRL9xH5hVgLj\/AIKadpqP+CmnaSCiiioCmnAoLDiU5AGDTtFA3xT5FelHEPkV6Gl4HhRgeFAjiH4Z9KOIfIr0NLwPCjA8KBsryMFskfSu8Q+RXoaXgeFGB4UCOIfhn0o4h+GfSl4HhRgeFAjiHyK9DRxD5FehpeB4UYHhQI4h8ivQ0lwqcGzhnB65FO4HhRgeFBxYJHLrSQ6rvbUP0pyuYHhQI4h8ivQ0cQ+RXoaXgeFGB4UCOIfIr0NHEPkV6Gl4HhRgeFAjiHyK9DRxD5FehpeB4UYHhQI4h8ivQ0cQ+RXoaXgeFGB4UCOIfIr0NHEPkV6Gl4HhRgeFA2XDjBQr9prrKSlHPqSTS8DwrtAylS2soKFK55B60riHyK9DS8CjA8KBHEJ5FCvQ0bz8M+hpeB4UYHhQI4h+GfSub+eeGcn\/ANacwPCjA8KBHEPkV6GjiHyK9DS8DwowPCgRxD5Feho4h8ivQ0s4Aya5uT8qFk8Q+RXoaOIfIr0NKCkmub0fKiXBLe5SyspwAMDPf\/8AeVIl+4n8wp8EHpTEv3E\/mFWFLj\/gpp2mo\/4KadpIKKKKgKwnah2iPaBbti2LcJarlIVHwpe0IwhS88vpit3VXe9NWPUaGm73bGJiWF72g6nOxWCCR+hp5GDndtVvju\/ZmLTLcebeDLpI2pB2klQJ94ZGOXypcLty068hsuwZ7YUkKKy17Ayknrn\/ANSK1x0JpNRWVWGESspKiW+Z29KDofSxb4KrFCLe3bt4Qxjny\/3PrVuPZjz7sSO3vTxWuSbfP+yobSAoN5Up0uOpKNvXlwVnPyq0hdrFtulykswIchcRiBJmB9Q2hZZWhCkpHXqsjJ8tXo7PNHBHDGnoW3BGOH3FRV\/Uk\/qamR9J6fiTX7jFtEVqRJQpDriUYK0qIJB+RIHpS49ki\/MsbE7X2WIiX75bOG47hbaYj6ZADRTu3KI93A6ipdh7WLdqO7xLbbLZL2ylPBTjo2bA2Endg88HcKv2tBaQZZEdrT0FDYd4wSGgBv8AGnouj9OQZSZkSzxWnkOKdStKMKCiME5+nKrcey8+7KHtciTr1bbHaLXJednTUMqU4NqUsKQ+oOjxH\/jO8vlSJfahdbVqyRp666d+4RzbfjvBalJKHFhRT3ey0onw5VsI2ktPQ5BmRLRGZfLpf4iEYUFlKklQPjhxY\/1Hxp1\/TlmkylTpNvYdfWNpcUjJI2qTj0UofqanFnPuxDPbnph+OiU3DuBawriKDP4eCRz+pHKnHe3LSUZuM7MamMpkNOu+017gbS4ohXgSGV4H0rTM6E0pHbLDNihIaP8AhDfLrmkDs+0clSFjTsHc2lSEktZwlW7cP13r\/cat4+xz7sdM7brfCuhgzLRLhsMtoceeeAyjLj6CnAJ55jqP61axu2CxSJsaB9hnIefcDawprkySUgbuffvT08a0CNCaSQWiNPwvuUlKMtZwCpSj9ealH9TTsfR2mogQmPZoiA37uG+nMH+oB\/SpcHPuyH\/eayN6lvNgcYcJtfCS2tByX3VOBsoSPktSQfrUUdt9sTPcblWuXHZQoNt7kgrdWW460pABxkmUhP6itu\/ovTEhCkPWOGoKKySWhklRBUc\/MgH6gUz\/ANAaRJVnT8EhbSWVDhDmgJSkD9qUj\/SPCreNdjn3ZhXbjpptxTa4NxJQFhe1ndhxPE3N9eoLLg\/T51rtPaoi6jaD8WM822pCVpU4ANwOf6YpI0RpdKOGmyQwkJ2gcP5KH9FK9TUy12G12YbbbBZjp2hOG045Dp\/U+tS4I+VjRRRUWxRRRQsUUUULFFFFCxRRRQsUUUULFFFFCxRRRQsUUUULQrospj4BPvAf7Vib3rJix3BqBJjuK4nDO8HolRIKsfIhIP5hW5nR1vtbUYzuB51VuWPjqC3WGVKAxkgE4zn+oFdOjlhj\/c5dfHPKf2MxC17Y7glSorj52tKd9pBTyT4+Ge7xpi369buUgNMW18ICm23Fk821LKRgj5b\/APY1rUWBLedkVhORjkkUpFlUgqKWWhvO5WAOZ8T863Tnpc1DnjS1pq5\/8SbQpRW4Co9B31Ml+4n8wpi3xXI6lqcxzAAAp+X7ifzCuPKbyuHoad9MWXH\/AAU07TUf8FNO1jLMUUUVAUzIKhtCVEZPPFPUxJ6J\/WkdwzxSVbQ6cjrXdyzy4przidZtepvc68wlHgzVFngtPgLQyjG0jd7AUcL5\/wDyc+lVkXT3aZElzZLD0sofLimt0ppS0qJygkkY2p\/xDHPurfxPZhdPW8ufENGXPiGsxpKDqiK+8q\/zVvocYaUNykna9le8J2j3cbOtaesfuXYy58Q0Zc+IaKKoMufENGXPiGiigMufENGXPiGiigMufENGXPiGiigMufENGXPiGiigMufENGXPiGiigMufENGXPiGiigMufENGXPiGiig4VLHVw13K+501GuKHnYL7Uc4ccaWlPPHMpOOfdzrz+5xe0W4MxWbcy\/aVIQy2Dx2XNuz8Uq5q3bxgJx0IJPUVOfA9Jy58Q0Zc+Iay+iI+rWm5buqnklS1jgICkqKU4ycqHXmcf6a1FUGXPiGjLnxDRQelAlTikkAunnXcr+IaxWsbPqm73iDKtCgzHt4CwQ+UFxSlbVjGMHCOYz\/iAqgn2rtjdLjke5IZW5AdQy2zwihmRh0JKirB5jgnIBAUFE8uqKkmaeq5c+IaMufENeSXx7tKtdyU6hU\/+6itbXsPMrdWrOGynI9kHqoKHyzmtPoONrZp2Q7q2ct8KSNgKW0pCs\/4dpz065A51aSMr8Nplz4hoy58Q0UVFcUtaeZdNJDxOfvelUOr7Vc7vDjx7VKXFdROYdU6gjKUJVlRweR5d1eZ3G2do9lactjMia8ucEtR1tKRkqyApSyc+ztJ5DmOtOEub7PbApahkOGu5c+Iazei7Ze7VDeiXiSt9KFoEdS1JUoI4KNwJSBn7zide7FaSpMQysZc+Iap9TXtVitb11WzNfRGaU6pmHHW++5j\/ChtAKlKPQAVcVmdaaha05EjSnY6ng6sowk4xyzWM4xREp+jL+dTWqPeRDuMNEloOCNcIy48hrxSttYCkkHx5HqCRzq6l+4n8wrM6B1I1qRuVIbirY4JSghRBzkZ7q00v3E\/mFYQyLj\/AIKadpqP+CmnasgoooqApp9ClAFP+Gna4oZSR4inyMtK1laos\/8Au9SX1K3FO9LZKMj3ufy7\/ofCrKZeIMDaZT6UBTK30nuKEDKj+gqrkaRluSsMzWUxCtxQSpgl1viEle1WccyT1B6mpN90ezeWmWkTn4fBacj5aSk7mlp2qT7QOOQ69ay6qYzCOvXWm2isOTx7C0t+y2o5UVhAA5czuUBy8acY1jYpEpiE1JUp2SFFA4agMJUEqySOWFEA57yKrpHZjHel\/a0XuW04laHGyhpobSh1Dgz7Ptc2wOeeRNWkPRzMNxh9M99x5puShTi0IPELzyXVqIxjqgAAcgDTqKk45qeys3FVrkTAy+kZPFSUJHh7R5c\/rT6L5ZXSlLV4grKlFCQmSgkqHUDn1pi66TjXWSJT0h1JGz2QAR7JJHUfOqCH2SW2N9pLl2mPrkOodK3AglJSpJ5ez37cH6mnVKzC9RqvTi5a4YvcErbaDqjx07dpUUg7s46pUP0NWcaRHmBSocll4IUUKLbgVtUOoOOhHhWKHY3Z\/aU5c5LyipsgOtNqQkI4+AEFO3H\/AJCuWOqUmtfp+xRdPW5NthZLaXHXMlIBytZX3eG7H0Aqzl7JSZw3O8D1o4a\/AetSBXanXK0jcNfgPWjhr8B61Jop1yUjcNfgPWjhr8B61Jop1yUjcNfgPWjhr8B61Jop1yUjcNfgPWjhr8B61Jop1yUjcNfgPWjhr8B61Jop1yUgynUQ4zsqStLbTSFLUonkABkk\/oKooOuNO3FdvZi3JsP3RxxuK0tKgpwoQVqwMdAkZz06VoLlDE6E7EKlJDyVIKknBSFAgkfPnXmunuwDT+n7lCvcW9XYTYUpySjY9wmcKQpGzgpwgJ57iAOas560jOSYimhn9pWkLbJlQ5F3a48F9EeS2kKKm3Fp3BOMczjB5ZrUNbnm0utgFKgCPpWK1F2PWbUk2Tcn7jKjyZaUocW0hv3eEW1YBScKUk+91BAwRW5gxEQYbMNsqKGG0tpKjkkAYGT3mp1yU5w1+A9aOE74CpNcpOclMxcda6etWpYOkZ08IulwZXIZZDalfdI6rUoDCRnlk0Pa200xZot9euzKIc6S3CjOHP3jzjmxCAMZyVfLkMk8gTVFrzsetuvdWWbUdyu0xlu1MPsFiOAguBwY\/EA3p5ZHI1Mh9mMOBZf+n0Xe4SIKJDMplEhQdW06iQXioLUCo59lGCeSU8sZOU5TEcHTC2seqrJqKRNiWeaJDkB3gvgJUAleSMZIweaT0\/5FXXDd8B61mNG9nMDR9xuVwhz5D394Lzw3EISlpPFdcwNoGfaeV7RycAc614GKdUqj8NfgPWjhr8B61Joq9cpTO6o1RaNH21V2vsoR44cQ0FbVKKlqOEgBIySTRG1TZJjkplm4NFcFlMiSDlPCQpO4FWRy5c\/l31F7SdBsdoemZGnJE9yIh9SVcRDaFkYOeigR+vUVXaX7JrVpKW7MtN3uqvtKG25DcmQp9DqUpII2ryE5yCcY6Y6Vh1zE8kxxwnWvtB0peZsCDbbw3IeuccSoyUoV7TZBIUeXLISev\/6zpQhxXNIGKxFo7ILRZ77a71GuUvNrbQkNFCAHVIadaSpSgnd7ryvZBxlKTjlXoCU4rKM5K5R+E75RWR7QNNyr\/CixmXkNFtwrJUCRjGK29Vl4\/wAv6mnVMlM52b6bkacamMSJCHS8pKwUAjHLFa6X7ifzCoVm\/Ec\/KKmy\/cT+YUhS4\/4KadpqP+CmnaSCiiioCkq38thA8cjNKrhyASKBH3ucb0Z\/L\/Ndw95k\/t\/msDPvd+NzM1qahptpx1Jj5ACAhRCdwxzKuWOY94cuVT9Waou1oYhvxOA2l1JcfS6MrAAB2gZ59\/TJ+VBrvvs+8n9v813DvnT+3+awMntQdYLCGbWXt4aLqgSOHvUQQR4jbVTE7TNRzIMQmBHjS3ojchwrPse2GFcskc8PH2T3p61YxmfCW9Uw750\/t\/mjD3mT+3+a83Y7WltJQ1Jta1uKyniAFKVEd+DzAIyf0p60dq7l0ktsGyqbKnzGWC4ApKwlSs4P+H2cZ8SKdMwW9Cw95k\/t\/mjD3mT+3+aweodb3Sw3jGxp6I03lTKElTq1bFK8cjoMcsfMVCk9sKmWBJTZlqbAUtXtc9oPXH5S2r6LpGMz2Lek4e8yf2\/zRh7zJ\/b\/ADVBo7VTmqIipDkQMFKUK9lW5JC07hg9\/XnWiqTFKRh7zJ\/b\/NGHvMn9v80uigRh7zJ\/b\/NGHvMn9v8ANLooEYe8yf2\/zRh7zJ\/b\/NLooEYe8yf2\/wA0Ye8yf2\/zS6KBGHvMn9v80Ye8yf2\/zS6KBGHvMn9v80kl4f4kft\/mot4nO2+2yZjRa3MNrX94SE8kk88c+6vEXu2zWsa12eazZGpq3pU+HcG+GpLiXWoapDfD2kpUnkAVBR6Y65wta8vefvfOj9v80fe+dH7f5rxy4drWo7dp0zPs7L8pm4PsF5Df3ciO0gLLqAVY55IAySSDgE8q0vZlra6asm3Bu5BPDQ21JjFtsBAacKsJKgT7Y28wQCOXLnUibRv8PeZP7f5ow95k\/t\/ml1w9DVCfvfOj9v8ANc++7lI\/b\/NeW657R9T2DtK03pO2xojsK7xX3HCoEucVPuA4Pso8VYNRLX2p6kVP0mi7NQWm7whtM9tKVAtAxZT6n0k9EJMdCOY\/xnOOQMib5Hro43epP7f5ruHvMn9v814PK7Zdcsz7gyuJDbYhz8AhAUtcbiSUYSCobl\/coOPe9o8umfdozhdZSsggkd4qpfgrD3mT+3+aMPeZP7f5pdFFIw750\/t\/mk\/fZ5LT+3+aw\/bJrG9aJ0dIvliEdUll5pJDwyAhSsKIGRk46DPOsnc+1XV0O33GWiPBaQw22\/EcW2s8RBjF3aoHGFqUNoA6fM1Imx7KeNj30ft\/mj73zp\/b\/NeOar7WNUWy8MwrTGhqYftxWFu9ESixIcTuOfdCmUAnGPaOSDgV6HoC+zdRaaj3G4JxJK3mnvZCQVtuqQSnBIKTt5EEgjn30saHD3mT+3+arbtv+73EHr0GP+atarLx\/l\/U1QmzfiOflFTZfuJ\/MKhWb8Rz8oqbL9xP5hVgLj\/gpp2mo\/4KadpIKKKKgKQtQHJSgAaXSVBJGVDOPlQQHLPZ3ZSZrkZpTyeij\/8AedPvRIEjHHaac2nI3gHB8Rmoj1\/sTEgxXJSQtKghR2KKEKPRKlY2gnwJzUqRMtsQBUuSyyFEAFxQSCT0HOgSbfaySTGYJKt5O0Z3eP1oXbrW42W1x2VJIAwUjp4f7D0p0ORFY2qQc9PnSssg4IHpQMKt9sUMFhnBGOg6Yxj0plmy2Vh519qEwlbwAWQkcwOlPqnWtEpMFUpgSFpKktFYCyB3464p4qjDPu8vAZoGlw7e44HlstKcA2hZAyB4Zpp602iQhTbsVhSVJKSNo6EY\/pUxKWV80hJ+ld4TfkFBHgwrfbWERoLTbLTaQhKU8gAOlSeI35x61zhN+QUcJvyCg7xG\/OPWjiN+cetc4TfkFHCb8goO8Rvzj1o4jfnHrXOE35BRwm\/IKDvEb849aOI35x61zhN+QUcJvyCg7xG\/OPWjiN+cetc4TfkFHCb8goO8Rvzj1o4jfnHrXOE35BRwm\/IKBDgZcSUqKSD86itWm0MtNstRWEIaKlISlIABIIJH1yfU1LUGkDKgkfWqZes9EttsPO6otCESt\/AUqY2A7s5L2kn2sHrjpQ8Jps9mLKY\/2KOWkEFKChO1JHTA7qkR40KKVKjttNlZ3LKQBuPifE1Aj6o0nLgJukW\/2x6GtzhIkIkoU2pecbQoHBOe6nrbfNO3l19iz3iBOcjHDyI8hDimjz5KCScdD18KCw4jfnHrXC42RgrHrRwm\/IKOG35BQQ5NqtMuQzMfisrkRwpLLpSN7YPUA9RnArhtNnXzciR1HYWsqQCdh6p+h8KROvunbZJah3G7QosiQla2WnnkoW4lAyspSTlQSOZI6d9RIms9Ez5MaHB1RaJEiZu+ztNTG1LexnOxIOVY2qzjynwNLsTRZrJzJgxiVOcUkoSSV+b6\/OpqVNISEpUMD51UTNW6Ot5UmfqO1Ryh3gKDspCdruM7Dk+9jnjrVugMuJCkAEHvqQFcRvzj1o4jfnHrXOE35BRwm\/IKojToNuuTKo8+OzIZXjc24kKScdORpLtstT6Nj0Zlacg4KQeY6elFyuVns8ZUy7To0OOjAU6+4G0JycDKjyFVsnXGhISn0TNWWZhUYgPJdmtpLZPTdk8s4OM1OIE9Vnsy1la4UcnapGdgztUckfQnr45qVHZiRW0tR0obQkYSlOAAPADuqDK1FpmCN0292+OOEp\/LshCPuh1XzPujIyegzUi23C0XiKidaZsabGczsejuBxtWDg4UOR5gigl8Rvzj1qtu6kqDe1QPM9DVjwm\/IKrrulKQ3gAczVHLN+I5+UVNl+4n8wqFZvxHPyipsv3E\/mFWAuP+Cmnaaj\/gpp2kgoooqAris7Tjriu0lZWPcGaDETdKTnZY2wWFqQp4tyVKGQHVEncfe5ZIAGQcJ8KsL9pedcFw3on2SQqMytkom5UlW5IG44ByeXMd\/iK0mXfhjn867l7yD1oMAez6+zHCxcro2IaFlSEx3VoUQUvgchySQXkYHMewPlRE0JqdFzRcrjfFS1KZPFbRKcZbDii4VBISM7crAB3AgJHIkCt9l7yf70Zd+GPWraRFMPqHQd2ut8eucF2HH4oQS8VKKyUA7QUkEdT7ySk4zyNU7nZtq+NHSTqQvrZf4qF8ZxK0IBBKB1zkAju69a9R3PeQetcPFUMFsH9alzCs\/oWzXGz2taLkv231h1LQeU4Ghw0JKdyuZypJUfmo\/WtLTQLo6Nj1ru57yD1qzNpEUcopvc95B60bnvIPWopyim9z3kHrRue8g9aByim9z3kHrRue8g9aByim9z3kHrRue8g9aByim9z3kHrRue8g9aByim9z3kHrRue8g9aCHe4K7ja5UJAbK32nG08RJUnKkkDIBBI58wCOXfXkVo7HNaR029xd8iIXb5S3oyzJddUwzlGY6spSmSlezmtxIWjIwVYBr2gl09Wx60ZeH+WPWhEzVPK9Q9kV3ummrRZoUiMw9b0uOOrRLeaS5JdThb3sjKtisqSlWUq91WBWt0NpCVppVxlXR9qVOnyS4qQ2nYCykbWU7egIQBnHInJ761G57yD1o3PeQetA5XD05Ujc95B60bnvIPWg8g7Uux68a51lar3DVAbjM2uZbZanlrK3G3kqHDKRlJSdx9pJQsc8K7qs9K9mN6sKYciaYUx+1Mzf7uaclOuIbcfWSkKdcSpZ2IGwLwVBLjgwQcH0vLvkHrXdz3kHrUiKHkth7F7jBuE8XGVFdt064ty3muK44t1KHnnue\/kncXUpUgeyQlR6qNeuNp2JCQMUnc95B60bnvIPWkByim9z3kHrRl7yD1qjDdseiLpr3RsixWv7OJKnmnWlPOqbCFIVkKBSDzHXBCknoQRWWtHYrf4r89ubcYSoVyLP2pptbhD5SsKcc4asobKgAgpQAkpz06V7Dl3yD1oy95P96x6IHmF67LdQztZ\/9WwJUJhbcdTTKHH3Vtp2sSGm0FrGzbl5Cyr3k7VJGQomt\/pnT0DS9jhWK3tlLMNlLYKlFSln\/EtRPVSjlRJ5kkk8zVhl7yf713c95B61Yig5VZeP8v6mp+57yD1qk1PdIlogLud1fRGixUKdddUchCAOZOO4VRKs34jn5RU2X7ifzCqfSF2t19gou9ololQ5TYcZeRna4nPIjPdVxL9xP5hVgLj\/AIKadpqP+CmnaSCiiioCuHODjrXaKCucYvJlhbUuN9nyMoUhW\/HfzBx\/tVgM99dooCiiigKKKKAooooCiiigKKKKAooooCiiigKKKKAooooEOBZQQ2cK7q4yl1KAHlhS+8gYFOUUBRRRQFFFFAy6mQXmy2tIbGd4PU+GKeoooCiiigKKKKBDocKDwikK7s9KUkEABRya7RQFFFFAVCuNtbuKA26EFGFJUlSchQIwQRU2iggWu1t2ttLDAQhpCQhCEJ2pSB0AHcKfl+4n8wqRUeX7qfzCgXH\/AAU07TUf8JNO0H\/\/2Q==' alt='https:\/\/www.beaxy.com\/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='400px'\/><\/a><br \/>\nThe following article explains how to anticipate the cost of an unsent transaction by returning an estimation. Gas limit refers to the maximum amount of gas you\u2019re willing to spend on a particular transaction. Running our test again against Ganache with gas exactimation&#8230; And we\u2019ll make sure we have the latest version of Truffle installed globally that uses Ganache with gas exactimation. Before we run our test, we\u2019ll download the most recent version of Truffle that uses Ganache before gas exactimation.<br \/>\nAnyone with at least 32 ETH can stake them and become a validator responsible for processing transactions, validating blocks, and proposing new blocks to add to the chain. Layer 2 scaling is a primary initiative to greatly improve gas costs, user experience and scalability. Follow the steps below to review the fee of Ethereum transactions in the Coin98 wallet. In peak times a simple transaction can cost upwards of $300 or even much more, while in times of low demand, it might just cost a \u201cmodest\u201d $40 or less.<br \/>\nFor transactions that need to get preferentially executed ahead of other transactions in the same block, a higher tip will be necessary to attempt to outbid competing transactions. Before the London Upgrade, Ethereum had fixed-sized blocks. In times of high network demand, these blocks operated at total capacity. As a result, users often had to wait for high demand to reduce to get included in a block, which led to a poor user experience. The London Upgrade was implemented on August 5th, 2021, to make transacting on Ethereum more predictable for users by overhauling Ethereum&#8217;s transaction-fee-mechanism. The fast gas rate represents the fastest transactions taking place on the Ethereum blockchain.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>Will ethereum 2.0 be a new coin?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>&#8220;ETH2 is not a new coin and would not change the ETH amount one holds &#8230; ETH2 may end up becoming a rebranded version of the original Ether, without needing holders to swap one version for another.&#8221;<\/p>\n<\/div><\/div>\n<\/div>\n<p>Ethereum gas fees calculator depends considerably on a standard supply and demand equation. In the event of increased demand for transactions, miners could opt for the inclusion of transactions with higher gas fees. As a result, users would have to pay more gas fees for faster and efficient transaction processing. A gas fee is the charge that users pay to transact on the Ethereum blockchain.<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"ar\" dir=\"rtl\">\u0627\u0630\u0643\u0631 \u0645\u0634\u0631\u0648\u0639 \u0639\u0645\u0644\u0629 \u0631\u0642\u0645\u064a\u0629 \u062a\u062b\u0642 \u0641\u064a\u0647 \u0648\u0645\u062a\u0623\u0643\u062f \u0645\u0646 \u0635\u0639\u0648\u062f\u0647 \u061f<a href=\"https:\/\/twitter.com\/hashtag\/eth?src=hash&amp;ref_src=twsrc%5Etfw\">#eth<\/a><a href=\"https:\/\/twitter.com\/hashtag\/ethereum?src=hash&amp;ref_src=twsrc%5Etfw\">#ethereum<\/a><a href=\"https:\/\/twitter.com\/hashtag\/%D8%A8%D9%8A%D8%AA%D9%83%D9%88%D9%8A%D9%86?src=hash&amp;ref_src=twsrc%5Etfw\">#\u0628\u064a\u062a\u0643\u0648\u064a\u0646<\/a><a href=\"https:\/\/twitter.com\/hashtag\/GALA?src=hash&amp;ref_src=twsrc%5Etfw\">#GALA<\/a><\/p>\n<p>&mdash; \u062d\u0648\u062a \u0627\u0644\u0643\u0631\u064a\u0628\u062a\u0648  Crypto Whale (@CryptoWhaleAr) <a href=\"https:\/\/twitter.com\/CryptoWhaleAr\/status\/1520937720423628800?ref_src=twsrc%5Etfw\">May 2, 2022<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<p>Ethereum gas fees chart to monitor the trends and plan your moves. The common recommendation would refer to planning your Ethereum transactions around non-peak hours. You can leverage Ethereum gas charts for identifying the live pricing for gas fees according to the local timezone. You can use the chart to obtain an accurate estimate of gas fees alongside setting the perfect gas limit. When the number of transactions increases profoundly on the Ethereum blockchain, your transaction can be put on hold. As the transaction stays on hold, the gas fee continues to increase. So, your proposed gas limit would most probably fall below the existing rate upon starting the execution process.<br \/>\n<img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"307px\" alt=\"ether gas calculator\"\/><br \/>\nI remember when I was selling my UMX tokens , I went to my wallet only to find that I didn&#8217;t have any ETH to &#8216;fuel&#8217; the transaction. By the time I got some ETH, the price of UMX already dipped quite noticeably. It wasn\u2019t a huge amount but enough to cost me a few hundred dollars. One of the main benefits of the London upgrade is improving the user&#8217;s experience when setting transaction fees. To be eligible for inclusion in a block the offered price per gas must at least equal the base fee. The base fee is calculated independently of the current block and is instead determined by the blocks before it &#8211; making transaction fees more predictable for users. When the block is mined this base fee is &#8220;burned&#8221;, removing it from circulation. You can see the priority gas fee , as well as the gas price in gwei. Below these, you can also view the current base fee, which dictates how much gas is required for a transaction to take place at all on the Ethereum blockchain. Try out these Ethereum fee calculators to save money on gas prices.<\/p>\n<p>The simulation could easily help you figure out the estimated gas fees and the maximum limit in ETH. Users could customize the whole recipe for minimizing the gas fee and execute it on Ethereum in real. If you take the case of DeFi, Ethereum has emerged as a promising platform for developing DeFi solutions. Furthermore, the real use cases of Ethereum and its use in developing decentralized applications or dApps also burden the network. As a result, the increasing load on the Ethereum blockchain has translated effectively into massive growth in gas fees.<br \/>\nThis base fee is always burned, which can make ETH a deflationary asset as time passes on. Although ETH has infinite supply, when the network is busy, more tokens are burned than mined and therefore the amount of ETH in circulation can decrease. You can check out this website or this one to see how much ETH is being burned. Etherum gas prices change constantly and there are a number of websites where you can check the current price. CoinGecko is one of them, but the price isn&#8217;t always accurate, so I prefer to use ETH Gas Station or Gas Now , which you can also install as a browser extension. Each transaction on the Ethereum blockchain requires a certain amount of computational power and gas is the fee paid to miners for providing that computational power. Gas prices are &#8220;offers&#8221; or &#8220;bids&#8221; to the miners in order to get your transaction processed and included on the blockchain.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>The price of Gas in other fiat and cryptocurrencies is based on the corresponding exchange rate of those currencies to&#8230;<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[119],"tags":[],"class_list":["post-1031","post","type-post","status-publish","format-standard","hentry","category-bitcoin-trading"],"_links":{"self":[{"href":"https:\/\/kursus.smkn1-sampit.sch.id\/index.php?rest_route=\/wp\/v2\/posts\/1031","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/kursus.smkn1-sampit.sch.id\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/kursus.smkn1-sampit.sch.id\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/kursus.smkn1-sampit.sch.id\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/kursus.smkn1-sampit.sch.id\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=1031"}],"version-history":[{"count":1,"href":"https:\/\/kursus.smkn1-sampit.sch.id\/index.php?rest_route=\/wp\/v2\/posts\/1031\/revisions"}],"predecessor-version":[{"id":1032,"href":"https:\/\/kursus.smkn1-sampit.sch.id\/index.php?rest_route=\/wp\/v2\/posts\/1031\/revisions\/1032"}],"wp:attachment":[{"href":"https:\/\/kursus.smkn1-sampit.sch.id\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=1031"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/kursus.smkn1-sampit.sch.id\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=1031"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/kursus.smkn1-sampit.sch.id\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=1031"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}