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	<title>Trim Agency &#187; AI</title>
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		<title>Open source P2P money</title>
		<link>http://old.trimagency.com/open-source-p2p-money/</link>
		<comments>http://old.trimagency.com/open-source-p2p-money/#comments</comments>
		<pubDate>Wed, 20 May 2026 23:10:39 +0000</pubDate>
		<dc:creator><![CDATA[Miguel Lozano]]></dc:creator>
				<category><![CDATA[AI]]></category>

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		<description><![CDATA[<p>In an online chat with social media users in 2021, one of the world&#8217;s richest people, Elon Musk, said he was a big supporter of Bitcoin. People can also spend their Bitcoins fairly anonymously &#8211; meaning people don&#8217;t know who you are. Although all transactions are recorded, nobody would know which &#8216;account number&#8217; was yours [&#8230;]</p>
<p>The post <a rel="nofollow" href="http://old.trimagency.com/open-source-p2p-money/">Open source P2P money</a> appeared first on <a rel="nofollow" href="http://old.trimagency.com">Trim Agency</a>.</p>
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				<content:encoded><![CDATA[<p>In an online chat with social media users in 2021, one of the world&#8217;s richest people, Elon Musk, said he was a big supporter of Bitcoin. People can also spend their Bitcoins fairly anonymously &#8211; meaning people don&#8217;t know who you are. Although all transactions are recorded, nobody would know which &#8216;account number&#8217; was yours unless you told them. However, because of something called halving &#8211; a way to slow down the rate at which people find Bitcoins, the final Bitcoin (or more likely satoshi) is not expected to be found until around 2140. Currently it is thought that the total amount of Bitcoins is capped at 21 million, with 19 million having been mined already. In order for the Bitcoin system to work, people can make their computer process transactions for everybody.</p>
<p>Once you have some BTC, you can trade it on a cryptocurrency exchange, send it to your friends or use it to buy goods from stores that accept Bitcoin. Alternatively, you could just hold it for a long period of time and hope that it becomes more valuable in the future. A high Bitcoin dominance ratio typically infers <a href="https://crest-fundgrove.ca/">https://crest-fundgrove.ca/</a> altcoins are doing poorly in the market, or at the very least poorly when compared with Bitcoin. In contrast, a low BTC dominance figure means that alternative digital assets, including Ethereum and all other coins that are not Bitcoin, are performing well against the world’s oldest crypto. These rules govern things like making sure balances don’t spend more than they have, as well as other things like how many bitcoins can be created. Every time there is a new transaction, nodes check to make sure the transaction follows the rules, then pass it along to other nodes they are connected to.</p>
<h2>Bitcoin Price Calculator</h2>
<p>The Bitcoin protocol specifies  that no more than 21 million BTC can exist. However, each BTC can be subdivided into 100 million units called satoshis. Satoshis are commonly referred to as “sats” by cryptocurrency fans.</p>
<p>There is no guarantee that Bitcoin can sustain its upwards trajectory, even though the price of BTC has been showing a strong positive trend ever since its inception. You can also earn Bitcoin through mining, but this is not a realistic option for most people. Because the Bitcoin mining market is so competitive nowadays, you need a significant upfront investment in <a href="https://crest-fundgrove.net/">crest fundgrove</a> specialized Bitcoin mining hardware in order to be able to mine BTC profitably. Bitcoin is a digital currency originally proposed by the pseudonymous ‘Satoshi Nakamoto’ in 2008. The identity of Satoshi Nakamoto is still unknown, although speculation about potential Satoshi Nakamoto candidates is a popular topic in the cryptocurrency community. The market capitalization of Bitcoin can change significantly as the BTC market goes through its various cycles.</p>
<h3>Bitcoin/USD Coin Metrics BTC.CM=:Exchange</h3>
<p>Some concerns have been raised that Bitcoin could be more attractive to criminals because it can be used to make private and irreversible payments. However, these features already exist with cash and wire transfer, which are widely used and well-established. The use of Bitcoin will undoubtedly be subjected to similar regulations that are already in place inside existing financial systems, and Bitcoin is not likely to prevent criminal investigations from being conducted.</p>
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" width="304px" alt="bitcoin"/></p>
<h2>Hands-on Review by Bitcoin.com &#8211; Digging Into Vultisig’s World</h2>
<p>Our bitcoin vs gold and assets report delves into merit-based comparisons, examining liquidity, portability, issuance schedules, and long-term risk profiles. That analysis equips investors to weigh bitcoin’s emerging asset class status against traditional alternatives. Mining creates the equivalent of a competitive lottery that makes it very difficult for anyone to consecutively add new blocks of transactions into the block chain.</p>
<h3>Canaan Wins Nordic Heating Bid, Turns Bitcoin Mining Waste Heat Into Residential Hot Water</h3>
<ul>
<li>Some of the top crypto cold wallets are Trezor, Ledger and CoolBitX.</li>
<li>You can use the BTC price chart to analyze price movements and identify areas of support and resistance.</li>
<li>This was followed by a heavy crackdown on Bitcoin mining operations, forcing many crypto-related businesses to flee to friendlier regions.</li>
<li>According to the firm, one of the most important markers for Bitcoin is its realized price, or the average cost basis for all market participants.</li>
</ul>
<p>In October 2021 the online payment service, PayPal, announced that it would be allowing its customers to buy and sell Bitcoin. During the purchase, you scan a Bitcoin address from your wallet so the machine knows where to send the Bitcoin. This option is often used by people who want a simple, account-based buying experience and the flexibility to move their Bitcoin later. These platforms may limit withdrawals, delay transfers, or freeze accounts in certain situations. This is why many people move their Bitcoin into a personal wallet after buying. If you’re interested in Bitcoin, here are some other assets to consider.</p>
<p>Therefore, all users and developers have a strong incentive to protect this consensus. This isn’t advisable since you’re trusting exchanges to have control over your BTC, making your coins more vulnerable to fraud and theft. Just like any other tradeable asset, the price of Bitcoin is based on supply and demand. These dynamics can sometimes be unpredictable, and it’s impossible to list all the factors that contribute to Bitcoin price movements.</p>
<p>Mining software listens for transactions broadcast through the peer-to-peer network and performs appropriate tasks to process and confirm these transactions. Bitcoin miners perform this work because they can earn transaction fees paid by users for faster transaction processing, and newly created bitcoins issued into existence according to a fixed formula. Consequently, no one is in <a href="https://westrise-corebit.co/crest-fundgrove/">Crest Fundgrove Review</a> a position to  make fraudulent representations about investment returns. Like other major currencies such as gold, United States dollar, euro, yen, etc. there is no guaranteed purchasing power and the exchange rate floats freely. This leads to volatility where owners of bitcoins can unpredictably make or lose money. Beyond speculation, Bitcoin is also a payment system with useful and competitive attributes that are being used by thousands of users and businesses.</p>
<p>The post <a rel="nofollow" href="http://old.trimagency.com/open-source-p2p-money/">Open source P2P money</a> appeared first on <a rel="nofollow" href="http://old.trimagency.com">Trim Agency</a>.</p>
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