<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Bitcoin Exchange Archives - REAL ESTATE EXPERT</title>
	<atom:link href="https://www.barneymcshanerealestate.com/category/bitcoin-exchange/feed/" rel="self" type="application/rss+xml" />
	<link>https://www.barneymcshanerealestate.com/category/bitcoin-exchange/</link>
	<description>ARIZONA . LOCAL KNOWLEDGE</description>
	<lastBuildDate>Wed, 14 Sep 2022 15:54:22 +0000</lastBuildDate>
	<language>en-US</language>
	<sy:updatePeriod>
	hourly	</sy:updatePeriod>
	<sy:updateFrequency>
	1	</sy:updateFrequency>
	
	<item>
		<title>1 Xbt To Usd</title>
		<link>https://www.barneymcshanerealestate.com/1-xbt-to-usd/</link>
		
		<dc:creator><![CDATA[barney]]></dc:creator>
		<pubDate>Mon, 18 Jul 2022 17:09:43 +0000</pubDate>
				<category><![CDATA[Bitcoin Exchange]]></category>
		<guid isPermaLink="false">https://www.barneymcshanerealestate.com/?p=1676</guid>

					<description><![CDATA[<p>He educates business students on topics in accounting and corporate finance. Outside of academia, Julius is a CFO consultant and financial business partner for companies that need strategic and senior-level advisory services that help grow their companies and become more profitable. John Edwards is a licensed attorney with experience in commodities and investments. He provides [&#8230;]</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/1-xbt-to-usd/">1 Xbt To Usd</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>He educates business students on topics in accounting and corporate finance. Outside of academia, Julius is a CFO consultant and financial business partner for companies that need strategic and senior-level advisory services that help grow their companies and become more profitable. John Edwards is a licensed attorney with experience in commodities and investments. He provides performance analysis of hedge funds and investors. The Payment Card Industry Data Security Standard is an internationally recognized set of security requirements related to gathering and storing card credentials. If the platform has this certificate, that means it passed the regular checks by independent auditors. Thus, you can be sure that no one can steal and use your card data. Consequently, we can see the market spread — the difference between the lowest bid price and the highest ask price.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How long does it take to mine 1 bitcoin?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>How Long Does It Take to Mine One Bitcoin? In general, it takes about 10 minutes to mine a block, and a block will award a number of coins to whoever mines it.</p>
</div></div>
</div>
<p>Learn more about Bitcoin&#8217;s volatility and some reasons why its price acts the way it does. The initial idea was in creating a storage system where documents are protected from unauthorized changes. One of the possible solutions was a system where document timestamps could not have tampered with. Every record included the hashes of previous records’ certificates. Thus, the data structure keeps the strict chronological order. Additionally, the system used private keys or digital signatures to sign the document. Mobile App Buy, sell, earn and exchange crypto anywhere and anytime.<br />
More nodes makes for a more secure network, as to alter the ledger, one would need an incredible amount of processing power, making Bitcoin virtually invulnerable to censorship or attack. The current price per unit of weight and currency will be displayed on the right. The Holdings Calculator permits you to calculate the current value of your gold and silver. Interactive chart tracking the current and historical value of Bitcoin in U.S. The current price of Bitcoin in USD as of December 31, 1969 is 0.00. Przemysław Kral is set to discuss cryptocurrencies starting from April 7. News Corp is a global, diversified media and information services company focused on creating and distributing authoritative and engaging content and other products and services.</p>
<h2>Bitcoin</h2>
<p>You can narrow down your search for the right platform by mostly paying attention to security and fees. 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. The Bitcoin price page is part of Crypto.com Price Index that features price history, price ticker, market cap, and live charts for the top cryptocurrencies.</p>
<p>Cryptocurrency exchanges are a dime a dozen, but there are only a few we think make sense for crypto investors. The volatile, speculative nature of cryptocurrency investing presents risks for investors no matter how and where you buy it. As with any investment, price is where it starts and ends for investors. Pricing is highly volatile in cryptocurrency, but viewed over time can give investors an idea of how a given coin’s value has gone up over time. A distributed ledger is a database, digitally recording transaction information using cryptography, making it secure and unforgeable. 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. Firstly, traders may speculate on the possible scarcity of Bitcoin making way to high volatility.</p>
<h2>Four Ways To Make Money Online In 2022, According To Four Experts Whove Done It</h2>
<p>Because bitcoin cash initially drew its value from bitcoin&#8217;s market cap, it caused bitcoin&#8217;s value to drop by an amount proportional to its adoption on launch. &#8220;A group of miners who didn&#8217;t like SegWit2x are opting for this new software that will increase the size of blocks from the current 1 megabyte to 8,&#8221; Morris told Business Insider. Bitcoin cash came out of left field, according to Charles Morris, a chief investment officer of NextBlock Global, an investment firm with digital assets. A 2015 survey showed bitcoin users tend to be overwhelmingly white and male, but of varying incomes. The people with the most bitcoins are more likely to be using it for illegal purposes, the survey suggested. In countries that accept it, you can buy groceries and clothes just as you would with the local currency.</p>
<p>You can purchase bitcoins on a cryptocurrency exchange, or by buying BTC directly from another investor. Volatility is perhaps the most commonly-cited disadvantage of Bitcoin in terms of its use case as cash. Ironically, that very volatility helped grow the network, providing traders with very lucrative opportunities in short time periods. However, for those wishing to store value and transact Bitcoin as an everyday currency, the volatility is a major drawback. Bitcoin’s use case as a store of value is controversial due to the price volatility. Bitcoin has a strong use case as an alternative to government-backed fiat currency when it comes to making digital payments. E-commerce merchants often accept Bitcoin as well as currencies like the US dollar, and you can use Bitcoin to invest in gold and silver.</p>
<p>Bitcoin’s price recovers to $770 in June 2016, ending rumors of the currency being dead – for a while. Meanwhile, tech giant Microsoft begins accepting BTC as payment. Bitcoin reaches and exceeds parity with the US dollar, hitting a value of around $31 per bitcoin in June 2011 before crashing to less than 10% of that value, where it remains for much of the following year. Bitcoin is known for its price volatility, and has undergone numerous dramatic price swings since its launch. When you return to goldprice.org <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> the cookie will be retrieved from your machine and the values placed into the calculator. The spot price of Gold per Troy Ounce and the date and time of the price is shown below the calculator. The Xe Rate Alerts will let you know when the rate you need is triggered on your selected currency pairs. After kicking off the year with Solana, we are listing another top coin on our exchange &#8211; Algorand . Following the Ukraine&#8217;s Ministry of Digital Transformation request, we are terminating all the accounts of &#8230;<br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="300px" alt="price btc in usd"/><br />
Forks are the points where software is copied and modified, resulting in two chains with a shared original chain. Soft forks are upgrades that still allow un-upgraded nodes to interact with upgraded nodes. Hard forks are upgrades that do not allow un-upgraded nodes to interact with upgraded ones. Circulating supply shows the number of coins or tokens that have been issued so far. Fidelity Investments will introduce the bitcoin option later this year, becoming the largest 401 provider to offer crypto. Bitcoin’s price is renowned for being highly volatile, but despite that, it has become the top performing asset of any class over the past decade – climbing a staggering 9,000,000% between 2010 and 2020. EToro USA LLC; Investments are subject to market risk, including the possible loss of principal. Taproot is a soft fork that bundles together BIP 340, 341 and 342 and aims to improve the scalability, efficiency, and privacy of the blockchain by introducing several new features.<br />
In particular, Schnorr Signatures would lay the foundation for more complex applications to be built on top of the existing blockchain, as users start switching to Taproot addresses primarily. If adopted by users, Taproot could, in the long run, result in the network developing its own DeFi ecosystem that rivals those on alternative blockchains like Ethereum. Some of the top crypto cold wallets are Trezor, Ledger and CoolBitX. Some of the top crypto hot wallets include Exodus, Electrum and Mycelium. At present, miners are heavily reliant on renewable energy sources, with estimates suggesting that Bitcoin’s use of renewable energy may span anywhere from 40-75%. However, to this point, critics claim that increasing Bitcoin’s renewable energy usage will take away from solar sources powering other sectors and industries like hospitals, factories or homes. The Bitcoin mining community also attests that the expansion of mining can help lead to the construction of new solar and wind farms in the future. Bitcoin is a decentralized cryptocurrency originally described in a 2008 whitepaper by a person, or group of people, using the alias Satoshi Nakamoto. Learn about altcoins, how they work, and which are the most popular. A cryptocurrency is a digital or virtual currency that uses cryptography and is difficult to counterfeit.</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. The answer is simple — the higher the trading volume is, the more people are supporting the current trend. Theoretically, the price will soon return to the previous level. Bitcoin, the flagship cryptocurrency has remained below $40,000 over the past few days. The broader market correction has pushed altcoins to trade below their key support levels. Many people monitor Bitcoin’s price action through charts and either purchase BTC or buy BTC futures contracts which allow them to open long and short positions on Bitcoin. Trading such a volatile currency can be profitable, but is undeniably risky.</p>
<ul>
<li>Bitcoin started the week on a weak note, with its value falling nearly 7% over the last seven days.</li>
<li>Bitcoin went public in 2009, and people begin “mining” new units of currency by running special network nodes called mining nodes.</li>
<li>The new software has all the history of the old platform; however, bitcoin cash blocks have a capacity 8 megabytes.</li>
</ul>
<p>Own 30+ cryptoassets on an easy-to-use platform, and share in the knowledge of 25m+ users. Check out CoinMarketCap Alexandria’s guide on the top cold wallets of 2021 and top hot wallets of 2021. Bitcoin is secured with the SHA-256 algorithm, which belongs <a href="https://www.beaxy.com/exchange/btc-usd/">price btc in usd</a> to the SHA-2 family of hashing algorithms, which is also used by its fork Bitcoin Cash , as well as several other cryptocurrencies. Bitcoin’s most unique advantage comes from the fact that it was the very first cryptocurrency to appear on the market.<br />
There are also new regulations and policies that are constantly reshaping the market and causing drastic swings — and hype on social media. Bitcoin is valuable thanks to its limited supply steadily increasing demand by a greater number of investors. Bitcoin skyrocketed to an all-time high over $64,000 in the first half of 2021, then just as quickly fell back below $30,000 over the summer. Bitcoin hit another all-time high over $68,000 in November 2021, but by January 2022 had dropped back below $35,000. At the start of 2020 when the coronavirus pandemic shut down the economy, Bitcoin’s price started to accelerate in its upward climb.<br />
Check the details of the temporary suspension of the Zonda exchange functionality. Get full access to all features within our Corporate Solutions. Any copying, republication or redistribution of Lipper content, including by caching, framing or similar means, is expressly prohibited without the prior written consent of Lipper. Lipper shall not be liable for any errors or delays in the content, or for any actions taken in reliance thereon. Data are provided &#8216;as is&#8217; for informational purposes only and are not intended for trading purposes. Data may be intentionally delayed pursuant to supplier requirements. Hello everyone, if you like the idea, do not forget to support with a like and follow. BTC once again starts dumping and does not hold above the $40.5k level.</p>
<p>Secondly, as miners&#8217; rewards will be reduced, we may see some miners exiting the market as they could not sustain the lower profitability. This in turn may cause the hashing rate to reduce and mining pools may consolidate. Due to this, the bitcoin network may be a little unstable during the halving period. Since there is no central figure like a bank to verify the transactions and maintain the ledger, a copy of the ledger is distributed across Bitcoin nodes. A node is a piece of software that anybody can download and run to participate in the network. With that, everybody has a copy of how much balance Alice and Bob has, and there will be no dispute of fund balance. The percent change in trading volume for this asset compared to 7 days ago. To be sure, only a minority of bitcoin miners and bitcoin exchanges have said they will support the new currency.<br />
As part of their compensation, certain CoinDesk employees, including editorial employees, may receive exposure to DCG equity in the form of stock appreciation rights, which vest over a multi-year period. CoinDesk journalists are not allowed to purchase stock outright in DCG. Later, you can exchange BTC to USD and withdraw funds to your card. We use the enhanced security measures to protect your funds and keep them on cold wallets, away from possible online hacks. However, it doesn’t mean that you can not withdraw your digital funds when you need them. To cover the customers’ transactions, CEX.IO keeps the company’s funds on hot wallets.<br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="306px" alt="price btc in usd"/><br />
Therefore it’s essential to follow the price charts and understand what influences the value of BTC and other coins and tokens. Bitcoin price again reached an all-time high in 2021, as values exceeded over 65,000 USD in February 2021, April 2021 and November 2021. The first two were due to events involving Tesla and Coinbase, respectively, whilst the latter. Tesla’s announcement that it had acquired 1.5 billion U.S. dollars’ worth of the digital coin as well as the IPO of the U.S.’ biggest crypto exchange fueled mass interest. The world’s most well-known cryptocurrency, however, suffered a notable correction in April after speculation on government regulation. Another reason, according to experts, was an electricity blackout in the Xinjiang region in China. This unexpected development led to a decline in the Bitcoin hashrate &#8211; how many Bitcoins are being mined – and potentially spooked investors into selling their assets. According to a 2020 research based off IP addresses from so-called hashers that used certain Bitcoin mining pools, more than half of all the Bitcoin mining occurred in China.</p>
<p>In that same month, Bitcoin also hit its six-month low as it dipped below $34,000. Bitcoin has lost 40% of its value since its Nov. 10 all-time high above $68,000. Minutes from the Fed’s March meeting last week showed the agency’s plan to shrink its balance sheet by $95 billion each month to combat inflation. The latest inflation report shows consumer prices rose by 8.5% from a year ago — the largest surge since 1981. Bitcoin started the week on a weak note, with its value falling nearly 7% over the last seven days. Bitcoin’s price tumbled to just below $38,000 Tuesday afternoon, after rebounding briefly above the $40,000 mark earlier in the day. Get the latest crypto news, updates, and reports by subscribing to our free newsletter. In order to determine for yourself if it is a good investment, it is important to understand the risk and only invest amount that you are comfortable losing. When transacting coins, you would typically be doing it on your personal computer.<br />
Because Bitcoin is so new, price predictions are mostly informed speculations. Since then, Bitcoin has remained under pressure as investors wrestle with rising inflation, geopolitical crises, and the potential for tighter monetary policy by the Federal Reserve. Based on those principles, the cryptocurrency market — which now consists of thousands of cryptocurrencies — has grown to a valuation of more than $2 trillion. While Bitcoin has the longest record for investors to consider, it’s no less volatile. In general, the higher the value of the market cap the safer the investment.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Beaxy Exchange Explains Why it Trusts Bitcoin SV in Virtual Meetup  &#8212; <a href="https://twitter.com/hashtag/businesstips?src=hash&amp;ref_src=twsrc%5Etfw">#businesstips</a> <a href="https://twitter.com/hashtag/sme?src=hash&amp;ref_src=twsrc%5Etfw">#sme</a> <a href="https://t.co/r87rwOo1fi">https://t.co/r87rwOo1fi</a></p>
<p>&mdash; Sandra Hinshelwood (@Hinshelwood_S) <a href="https://twitter.com/Hinshelwood_S/status/1508219819795046405?ref_src=twsrc%5Etfw">March 27, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>In order to incentivize the distributed network of people verifying bitcoin transactions , a fee is attached to each transaction. The fee is awarded to whichever miner adds the transaction to a new block. Fees work on a first-price auction system, where the higher the fee attached to the transaction, the more likely a miner will process that transaction first. The two major changes are the introduction of the Merkelized Abstract Syntax Tree and Schnorr Signature. MAST introduces a condition allowing the sender and recipient of a transaction to sign off on its settlement together. Schnorr Signature allows users to aggregate several signatures into one for a single transaction. This results in multi-signature transactions looking the same as regular transactions or more complex ones. By introducing this new address type, users can also save on transaction fees, as even complex transactions look like simple, single-signature ones. A soft fork is a change to the Bitcoin protocol wherein only previously valid blocks/transactions are made invalid.</p>
<p>© 2022 NextAdvisor, LLC A Red Ventures Company All Rights Reserved. Use of this site constitutes acceptance of our Terms of Use, Privacy Policy and California Do Not Sell My Personal Information. NextAdvisor may receive compensation for some links to products and services on this website. The $40,000 benchmark has emerged as a key level for Bitcoin because how it performs from there could determine whether the market enters another bullish or bearish phase, experts say. If you are new to crypto, use the Crypto.com University and our Help Center to learn how to start buying Bitcoin, Ethereum and other cryptocurrencies.<br />
<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='402px'/></a><br />
Check live rates, send money securely, set rate alerts, receive notifications and more. If you &#8220;follow&#8221; press, Only 30 Min chart , In real time, you can check major sections and move, Real-time &#8220;update I dea&#8221; can be checked. Bitcoin has been printing bearish momentum for a long time and 50 SMA will be crossing 200 SMA for the 3rd time in Bitcoin price action history. This ended up with brutal downsides in the past and .618 Fibonacci retrecement is waiting for us which is very well respected since December of 2020. If that Fib level can hold, it might be an epic bounce and we might&#8230; At NextAdvisor we’re firm believers in transparency and editorial independence. Editorial opinions are ours alone and have not been previously reviewed, approved, or endorsed by our partners. Editorial content from NextAdvisor is separate from TIME editorial content and is created by a different team of writers and editors.</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/1-xbt-to-usd/">1 Xbt To Usd</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Inversion of Control and Dependency Injection with Spring</title>
		<link>https://www.barneymcshanerealestate.com/inversion-of-control-and-dependency-injection-with/</link>
		
		<dc:creator><![CDATA[barney]]></dc:creator>
		<pubDate>Tue, 14 Jun 2022 15:37:41 +0000</pubDate>
				<category><![CDATA[Bitcoin Exchange]]></category>
		<guid isPermaLink="false">https://www.barneymcshanerealestate.com/?p=1689</guid>

					<description><![CDATA[<p>Content 5 Bean scopes IOC calls for ban on Russian athletes amid Ukraine invasion Immediate or Cancel IOC Limit Order The &#8220;context&#8221; field is injected based on the known resolvable dependency typeApplicationContext. TipIf you intend to express annotation-driven injection by name, do not primarily use @Autowired, even if is technically capable of referring to a bean [&#8230;]</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/inversion-of-control-and-dependency-injection-with/">Inversion of Control and Dependency Injection with Spring</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">5 Bean scopes</a></li>
<li><a href="#toc-1">IOC calls for ban on Russian athletes amid Ukraine invasion</a></li>
<li><a href="#toc-3">Immediate or Cancel IOC Limit Order</a></li>
</ul>
</div>
<p>The &#8220;context&#8221; field is injected based on the known resolvable dependency typeApplicationContext. TipIf you intend to express annotation-driven injection by name, do not primarily use @Autowired, even if is technically capable of referring to a bean name values. Instead, use the JSR-250 @Resource annotation, which is semantically defined to identify a specific target component by its unique name, with the declared type being irrelevant for the matching process. Attribute indicates that the property is not required for autowiring purposes, the property is ignored if it cannot be autowired. @Required, on the other hand, is stronger in that it enforces the property that was set by any means supported by the container. The FactoryBean interface is a point of pluggability into the Spring IoC container&#8217;s instantiation logic.<br />
Any number of such  ordering constraints may be specified (the add() method accepts a variable number of arguments). One thing to remember is that the order in which contributions occur is unspecified. There will be a possibly large number of modules, each having zero or more methods that contribute into the service. If the special @Local annotation is present, then the contribution is made only to the configuration of a service being constructed in the same module.<br />
The Immediate-or Cancel time in force applied to an order dictates that any portion of the order that does not fill immediately will be canceled. Fill or kill is a type of equity order that requires immediate and complete execution of a trade or its cancellation, and is typical of large orders. IOC limit orders protect against getting a bad fill in a fast moving or illiquid market. On the other hand, IOC market orders ensure a complete or partial execution in a strongly trending stock that has heavy buying demand. In Tapestry 5.0, services that wanted to support this kind of override behavior had to implement it on an ad-hoc basis, such as ApplicationDefaults overriding FactoryDefaults. For mapped configurations where the key type is String, a CaseInsensitiveMap will be automatically used , to help ensure that case insensitivity is automatic and pervasive. Again, they are allowed as placeholders, for the actual contributed objects to organize themselves around. For the &#8220;FileSystem&#8221; contribution, a constraint has been specified, indicating that FileSystem should be ordered after some other contribution named &#8220;CacheSetup&#8221;.<br />
The Spring team generally advocates setter injection, because large numbers of constructor arguments can get unwieldy, especially when properties are optional. Setter methods also make objects of that class amenable to reconfiguration or re-injection later. Similar to instantiation through a static factory method, instantiation with an instance factory method invokes a non-static method of an existing bean from the container to create a new bean. Set the name of the factory method itself with the factory-method attribute. Several implementations of theApplicationContext interface are supplied out-of-the-box with Spring. In standalone applications it is common to create an instance of ClassPathXmlApplicationContext or FileSystemXmlApplicationContext. The term IOC stands for immediate or cancel order, which refers to a type of time-bound orders accessible to traders that must be executed immediately. An immediate or cancel order can be defined as an order of buying or selling security that executed fully or partially immediately and get cancelled any unfilled portion as soon as an order fails in the execution.<br />
The GTC order can be flexibly cancelled at any time before it’s executed or has its unconcluded contracts cancelled after part of the order was filled. GTC is suitable for traders who are willing to wait for all contracts to be completed at a specified price. Unlike the automatic order cancellation at the closing of the stock market, the crypto market is running 24/7, so GTC is also a default option for limit orders on crypto trading platforms. If sufficient liquidity is available, the order will be filled all at once. If not, the order will be immediately cancelled.Immediate-or-Cancel IOC orders are similar to FOK orders but they accept partial fills. The order will then remain active until it is either filled or the preselected date passes.IcebergIceberg orders automatically break large orders down into smaller chunks to conceal the real size.</p>
<p>In those cases, the SmartLifecycle interface defines another option, namely the getPhase()method as defined on its super-interface,Phased. The Spring IoC container manages not only the instantiation of your objects , but also the wiring up of collaborators . If you want to inject an HTTP request scoped bean into another bean, you must inject an AOP proxy in place of the scoped bean. The Spring container creates a new instance of theLoginAction bean by using theloginAction bean definition for each and every HTTP request. When the request completes processing, the bean that is scoped to the request is discarded.</p>
<h2 id="toc-0">5 Bean scopes</h2>
<p>An immediate or cancel order is an order to buy or sell a security that must be executed immediately, and any portion of the order that cannot be immediately filled is cancelled. An IOC order is one of several “duration orders” that investors can use to specify how long the order remains active in the market and under what conditions the order is cancelled. An immediate or cancel order, also known as an &#8220;accept order&#8221;, is a finance term used in investment banking or securities transactions that refers &#8220;an order to buy or sell a stock that must be executed immediately&#8221;. This &#8220;partial fulfillment&#8221; aspect is what differentiates IOC orders from all or none and fill or kill orders, but the terms might be used interchangeably in some markets. Immediate or Cancel, IOC, means if the limit order under the user cannot be filled immediately at specified price, the unfilled part shall be cancelled.</p>
<div style='border: black dashed 1px;padding: 15px;'>
<h3>Japanese Emperor Confers Country&#8217;s Highest Award On Gumel &#8211; Leadership News</h3>
<p>Japanese Emperor Confers Country&#8217;s Highest Award On Gumel.</p>
<p>Posted: Wed, 20 Jul 2022 18:46:23 GMT [<a href='https://leadership.ng/japanese-emperor-confers-countrys-highest-award-on-gumel/' rel="nofollow">source</a>]</p>
</div>
<p>Often third-party components that can not use more modern equivalents such as @PostConstruct or@PreDestroy in order to remain compatible with JDK 1.4 or to avoid a dependency on JSR-250. NoteSuch RAR deployment units are usually self-contained; they do not expose components to the outside world, not even to other modules of the same application. Interaction with a RAR-based ApplicationContext usually occurs through JMS destinations that it shares with other modules. A RAR-based ApplicationContext may also, for example, schedule some jobs, reacting to new files in the file system . If it needs to allow synchronous access from the outside, it could for example export <a href="https://www.beaxy.com/market/btc/">https://www.beaxy.com/market/btc/</a> RMI endpoints, which of course may be used by other application modules on the same machine. RAR deployment is ideal for application contexts that do not need HTTP entry points but rather consist only of message endpoints and scheduled jobs. Application components can also interact with the application server&#8217;s JCA WorkManager through Spring&#8217;sTaskExecutor abstraction. NoteThis method of declaring inter-bean dependencies only works when the @Bean method is declared within a@Configuration class. You cannot declare inter-bean dependencies using plain @Componentclasses. In the example above, the foo bean receives a reference to bar via constructor injection.<br />
Note that these exchange fees and rebates typically only apply if you’re trading with direct market access. IOC orders are generally employed when ordering &#8220;large quantities of stock&#8221;. The term is also used to describe an order for goods, especially when vendors are concerned that &#8220;not all items and quantities can be honored within the amount of time required by the customer&#8221;. Part of your order, 400 shares, is immediately filled at 10.40 per share.<br />
However, it is recommended that you rely on the default behavior and simply use Spring&#8217;s JNDI lookup capabilities to preserve the level of indirection. The CustomAutowireConfigurer is aBeanFactoryPostProcessor that enables you to register your own custom qualifier annotation types even if they are not annotated with Spring&#8217;s @Qualifierannotation. Read more about <a href="https://www.beaxy.com/buy-sell/drgn-btc/">how to buy dragonchain</a> here. As a specific consequence of this semantic difference, beans that are themselves defined as a collection or map type cannot be injected through @Autowired, because type matching is not properly applicable to them. For such beans, referring to the specific collection or map bean by unique name.</p>
<h2 id="toc-1">IOC calls for ban on Russian athletes amid Ukraine invasion</h2>
<p>Aware of being overridden, so it is not immediately obvious from the XML definition file that the override configurer is being used. In case of multiple PropertyOverrideConfigurer instances that define different values for the same bean property, the last one wins, due to the overriding mechanism. With the context namespace introduced in Spring 2.5, it is possible to configure property placeholders with a dedicated configuration element. One or more locations can be provided as a comma-separated list in the locationattribute. An ApplicationContext automatically detects any beans that are deployed into it that implement theBeanFactoryPostProcessor interface.</p>
<p>If &#8220;true&#8221;, then that object will be started at that point rather than waiting for an explicit invocation of the context&#8217;s or its own start() method . The &#8220;phase&#8221; value as well as any &#8220;depends-on&#8221; relationships will determine the startup order in the same way as described above. The global session scope is similar to the standard HTTP Session scope , and applies only in the context of portlet-based web applications. The portlet specification defines the notion of a globalSession that is shared among all portlets that make up a single portlet web application. Beans defined at theglobal session scope are scoped to the lifetime of the global portletSession. Thus if you dependency-inject a prototype-scoped bean into a singleton-scoped bean, a new prototype bean is instantiated and then dependency-injected into the singleton bean. The prototype instance is the sole instance that is ever supplied to the singleton-scoped bean. That is, the bean is injected into another bean or you request it through a getBean() method call on the container.</p>
<p>Often, you don&#8217;t care about ordering; the first form of the add method is used then. The ordering algorithm will find a spot for the object based on the constraints of other contributed objects. For example, here&#8217;s a kind of Startup service that needs some Runnable objects. Because Tapestry IoC is  highly dynamic , the FileServicerDispatcher service may be in one module, and the other contributing modules may be written at a much later date.</p>
<p>The session scope implementation for example, removes the session-scoped bean from the underlying session. The object should be returned, but you can return null if the object with the specified name is not found. The session scope implementation, for example, returns the session-scoped bean . UserPreferencesinstance) which can fetch the realUserPreferences object from the scoping mechanism (HTTP request, Session, etc.). The container injects this proxy object into theuserManager bean, which is unaware that thisUserPreferences reference is a proxy. In this example, when a UserManager instance invokes a method on the dependency-injectedUserPreferences object, it actually is invoking a method on the proxy. The proxy then fetches the realUserPreferences object from the HTTP Session, and delegates the method invocation onto the retrieved realUserPreferences object. TipThe interested reader may also find theServiceLocatorFactoryBean (in theorg.springframework.beans.factory.config package) to be of use.</p>
<h2 id="toc-3">Immediate or Cancel IOC Limit Order</h2>
<p>The regular Spring lifecycle callbacks are fully supported as well. If a bean implements InitializingBean, DisposableBean, or Lifecycle, their respective methods are called by the container. Any classes defined with the@Bean annotation support the regular lifecycle callbacks and can use and @PreDestroyannotations from JSR-250, see JSR-250 annotations for further details. The central artifacts in Spring&#8217;s new Java-configuration support -annotated classes and@Bean-annotated methods.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Japan confers Order of the Rising Sun on HOC President and IOC member Spyros Capralos <a href="https://t.co/AUSH2f0F8E">https://t.co/AUSH2f0F8E</a></p>
<p>&mdash; Around the Rings (@AroundTheRings) <a href="https://twitter.com/AroundTheRings/status/1546946883058159616?ref_src=twsrc%5Etfw">July 12, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Fidelity does not provide legal or tax advice, and the information provided is general in nature and should not be considered legal or tax advice. Consult an attorney, tax professional, or other advisor regarding your specific legal or tax situation. Virtual Assistant is Fidelity’s automated natural language search engine to help you find information on the Fidelity.com site. As with any search engine, we ask that you not input personal or account information. Information that you input is not stored or reviewed for any purpose other than to provide search results. Responses provided by the virtual assistant are to help you navigate Fidelity.com and, as with any Internet search engine, you should review the results carefully.</p>
<p>No, Zerodha doesn&#8217;t charge brokerage or any other fees for canceled orders. You get charged brokerage/fees/charges only for the orders that get executed and not for the orders that get rejected or canceled for any reason, whether auto-canceled or manually canceled. The validity in Upstox means the period for which a placed order is valid. The price of a stock moves up and down regularly and order is executed only when the matching price is available. Validity in Zerodha Kite means the time till when an order remains valid in the market once placed. A FOK order mandates that if the order is not executed immediately, it is canceled. When you are making a trade, you will be prompted to select an order type after selecting a symbol, action (buy, sell, etc.), and quantity.<br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/images/reused/crypto-icons/tomo.webp" width="305px" alt="ioc order"/><br />
With an ordered list, the contributions are sorted into a proper order before being provided to the service builder method. Contributions must establish the order by giving each contributed object a unique id, by establishing forward and backward dependencies between the values. If we don&#8217;t specify a custom name, then the bean name will default to the method name. Dependency injection is a pattern we can use to implement IoC, where the control being inverted is setting an object&#8217;s dependencies. In contrast with traditional programming, in which our custom code makes calls to a library, IoC enables a framework to take control of the flow of a program and make calls to our custom code. To enable this, frameworks use abstractions with additional behavior built in. If we want to add our own behavior, we need to extend the classes of the framework or plugin our own classes. Inversion of Control is a principle in software engineering which transfers the control of objects or portions of a program to a container or framework. We most often use it in the context of object-oriented programming.</p>
<ul>
<li>As mentioned, the LifecycleProcessorinterface defines callback methods for the refreshing and closing of the context as well.</li>
<li>Multiple bean definitions within the container may match the type specified by the setter method or constructor argument to be autowired.</li>
<li>If the 500,000 IBM buy order is a market order, the trade fills for all shares at the best prices available.</li>
<li>Any scope, initialization method, destroy method, and/orstatic factory method settings that you specify will override the corresponding parent settings.</li>
<li>If an individual put a buy order, but enough sellers are not available, an individual have to wait for the completion of an order.</li>
</ul>
<p>As a rule, use the prototype scope for all stateful beans and the singleton scope for stateless beans. Scopes a single bean definition to a single object instance per Spring IoC container. For creating actual instances of the class defined by that bean definition. The idea that a bean definition is a recipe is important, because it means that, as with a class, you can create many object instances from a single recipe. The constructor arguments specified in the bean definition will be used as arguments to the constructor of theExampleBean. Each property or constructor argument which is a value is converted from its specified format to the actual type of that property or constructor argument. By default Spring can convert a value supplied in string format to all built-in types, such asint, long,String, boolean, etc.<br />
<a href="https://www.beaxy.com/"><img src='data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD/wAARCADLAWoDASIAAhEBAxEB/8QAHQAAAgIDAQEBAAAAAAAAAAAAAAcGCAIDBQQBCf/EAF8QAAECBQIDAgUMCwkOBgMBAAECAwAEBQYRBxIIITETQRQiUZTRFRYYMkZVYXGRk9LTFyM0RVJWc4GxsrMmMzU2QnSDocIJJDc4U2JjZHJ1goSSw0NUZaLB4iVmduH/xAAdAQABBAMBAQAAAAAAAAAAAAAAAgMEBQEGBwgJ/8QAUREAAQIDBQIHCAsOBwEBAAAAAQIRAAMEBQYSITFBUQcTImFxgZEyQlKSobHR0hQWIzZicqKzweHwCBUXJDM0NUNEVHOTsuIYU1WCo8LxY4P/2gAMAwEAAhEDEQA/AHhBBBHnKPUcEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEENLQ6y7ZvBdZTcVN8L8EEuWftzje3d2m72ihnO1PXyRNs6gmWnUppZRAUp9dMgTsB3RX2paMqyaVVXOBKUs7a5kDaRv3wrYItWNF9NE9LZT+eaeP9uPv2HtNEeMq2mQB5Zh36cbSLiWge/R2q9WNPPCLZuyWvsT60VTgix9z0fh7seXTM3dM27Rml5CF1CohkLPkTvWMn4oUd08SXBTaji5dE7K1d9Azspkq/MJPxOfvZ/6oz7RK0azEeX0RYUd7TaP5pRzl9CX8oLRDM/BBmIvcvHlopKLW3ZugjlQSMhLlRmG5bJ8uEh3l+cRZrhxqFl606UUjUKdsKhyU1PqmEPSzLIWhtTby28Aq59Eg8/LC03EqjlxqfL6ImWpblXYtKmsrqNaEE4Q5Q7kE6AkjIHWEbBFxU2DY6cYs+icvLINfRjNNk2aj2lp0ZPxSLQ/sw57Qaj/OT2GNaPCPTbJCu0RTcnAyYIs/qvblvSOntYmZKhU9h1tpBQ41LIQpP2xPQgZEVgjWrbsZVizkyVrxOHyDbSPojarv26m35Cp6EYcJbMvsB+mOJdVcmKDJtTMuy24px3YQvOMYJ7viiMfZHqf/AJCV/wDd6Y6uo/8ABUt/OP7JheRWISCHMec+FS/V4bCvLNorOqlS5YSggAJ1KQTqDEu+yPU//ISv/u9MH2R6n/5CV/8Ad6Yg83UZaSelmX1EKmnOyRgZGcE8/J3D4zHqheADZGgzeEi+0iXLnTaxYSsEpJCWUASkkcnNiCDE4pd+VCfqUtJOyUulDzqUEjdkAn44m+D8EKG3P4ekP5wj9MN+GZgAMegeBq8dqXjs2pnWpOMxSZgAJbIYQWyA2wRFaxfSKRUn6eqml3sSBu7XGcgHpj4YlUR2zqdaNb1kZt69ZFUxTqq8mUCkOrbW28pADZBSR1XtSc55HMbncSyKK2a6bKr0YkpQVMCRmCkbCNhMdq4yXIlTJ81JUEJKmGuW7MbI5J1ObH3lV5x/9YxOqLY+8qvOP/rE+oWl1nt8QVX01uW3x6jI3eDLTNutqZSQksK3lfjFZcQgjnlShjHSITcdr0i0bqvyQqtttOSdDUZeQSXn0pS8t0CX578nc1vcIJOdhxiOsIuLdpZwiQdAe7Vt/wB0RpVr2fPmCVKQokoSsZjMLIAblauQ/wBYjxnVVsH+BFecD6MYnVlofeNfnI+jErvDRlNQsjTyq6eWvNP1e45KYmKg208taCUBrBG9WEDK1cs88wp27QuV+oz9KFIeamaVu8PS/hpMoAoJJdWshKBuIGVEcyBEmTcC680PxO/v17C3hQ9SV9BWyytBAYkEEgEMopch9CRkdsSs6uND7xL85H0YwOsDQ+8Cj/zP/wBY49P0qvioXfS7Jco6pOoVcIXKqmVBLS2Vc+1SvO1aMAnKSc4wMnAjzao2NMad3lULYcWt1mVdUiXfXtBeQDjfgE7ckHkYko4O7rLWJYkuSH7tenjQCrolzhIlrBURiDF8nZ/tz7o751jaH3gV5z/9YwOs7I9zy/Oh9GNddtGkyujtu1yWsmvtVuo1MtLq6nErkZttXabGmglRO/xQMbQQULyTyAiNcsS7belH56rUdbDEo+mVmVdqhZl3lAkNOBKiW14SfFUAeR5Q9K4ObqzMuI2kd2vZl4UR5ddTznYsXKWJGZBbLP64mCta2R7nV+dD6EYHW9ke5xfnY+hC9o1Ardyzi5Ch052cebaW+4EDCWmkjKnFqOEoQB1UogDvMes6f3ma3I24mgTCqhVGkvyDSSkibbUMpWysHa4kgHBSTnHKJQ4MrpgsqRn/ABF+tBNqpUtRSpYBGeo03xNDrkyPc0vzsfQjA67Mj3Mr87H0IidZ0q1IoNImK9WLMqkpT5Wb8CemHGTtQ9nbtPf7bxc9N3LOeUNTR3h/fqCrmldVLGnZMSdvvVWRecdcadQ6kDalaUrwnIJVtWkK5eQGETeDu5smVxpkOOaYt/69j5xWVVtU9LJM7GFAbiCdmmexw8RU68sD3ML87H0IwOvrA9y6/PB9CIBRLEvC55QT9Dob8zLrmBJtObkoS9MEbgw1vI7R3HPs0ZV05c4zo+meoFx02bq9CtOoz0rIzAlZlTDe9TTxUEhtSB4wUSoADHWJ/wCC+5ye6kM3/wBF+vDq7RQh8UwBtcxtidHiAYHW11+eD6EYHiEYHuVc88H0IWl32fdFiVhVAu+iTNLqCW0uliYTglCuihjkQefMd4I7o9tV0uv6jSdKqNVt12Vla4pKKa8682lE2VAEFtW7ChgjmOXMeUQ8OCy5rJUZGStPdF59HLzhhVqAAELDHTTPo3xPDxDsD3KL89H0IwPEUwPcm556PoQv5fTK+pyZmpVqgrQqSnhTHlvvtMticOcS4cWoJU7yPiAlXI8oaHDVotR7x1RuHTvVe1p1l6l0Z6dLDrjss+w8hxpIGARlJS7nmDnCSDjqmo4M7k0slU5VO+EOQJiyWy2Y+eIVTbvsaWqaVvhDkBiW+xjm+yNYHuSc89H0I+HiPlx7knPPR9XHAatChI4fpm8H7DuBdZNYShivoeSaaiW8VJaUndkL3bhjbnmk7seKZfw78PlSue/aJIaoafT4tyvyj0wxMuOOMOJSlpS23EhCgUpWUgArTg5G0wTuDW49PJmT5lMQEEhuMW5why3umfRrzQxOvCZMtc1Su5fLJy2rfZ45vskmB1tFzz4fVx8PEpLj3IOefD6uOYxYltNaW6gV1+wbhnZ2mVYS1LrUtMJMjItJeSlSHxu3BRB70qzuTjb7Y/b94arusexbIuF5vwqq3Y6+XZRp9styyD2AlUA58Zay6vOCQPFHLBJeRwZXFKxLXTkEnCHmLzITiPf7BvbPLdCBeFWLApbElhpufzb9sdA8S0v+J7nnw+rj4eJiXHuOc8+H1cLiqaSaj0WuG2ava78lVUyblQVKTDraHEyyASt0gq5JABOT3JUegJHO0+kbSqt70anX3V3aZb782hNRm2kkqaZz4xGAcZ6ZwcZzg4ieOCS5KpZmIpsQAfkzJhLczL27N8Om2pxQVpW4AfIA/RDX9kzLfic55+Pq4bFqV5N0W9I19MqZcTrfadkV79nMjGcDPTyQt67pbpXVeH27dT6O01S523bncpNHm2X3wxXZXe2EEMzC1qSvY4pfinl2ZyPbYmGkv+Dmhfzb+0qOQ8KF0bvWHZEurseQZa+NwKdSj3hUzKURu59h2iJliWsu0lrCieTlmAM8t3TEuhtaFz1QptLvCepMoianZeSbdl2Fr2JdcSHSlJVg4BOBnBxClhzcOCA7MXCwR7dhgf1rH/zHKbqfpeT1/wBJhN8C1iziz9z/AFpimN0/3RfiBrReZo6KBQEKJCFS0kXXmx8KnVKST/w/mhP3PxE653kHG6/qlcT7Tx8dlmcUw0r4Chrakj4MQ7pDgkrVS1CuF+5p8U+32KtNiSl5daVTUywHVdmpSsFLCFJ7yFL5e0xzh9UXS+yNPZPwa1LdkJBaW+zMw0wO3WP890kuK55PNWOfdHZghStYK29tz7uJSmzKRE2YwOQDDLQrIJfofnj81XnX3nC5MOOOOHqpZJJ+WMIv3ftAtu4m1S1w0SUqCFA4W+kKW0SQMpUfGHLJOCD5MxUzVnStNmOpq9DU69SH1bSlZ3KllnmEqUORBGCD1GcHnGFSynONjuxwmWdb09NFNQZMxXcgl0k7gWGe4EZ6O7Qt4/R3+5i3T4bp1dFpOzCluUurJmkIP/htPtJAA+AracPxkx+cUW7/ALmpdSaTrFWbZdd2IrdHK0JJ5LdYcBA+E7XHD+YxhB5UWHCTRezbtz21Qyh1EP5CY/TWCPg5iPsSI8nxENW0b9Oq4P8AVwfkWkxUuLc6pjOnteH+pq/SIqNHK7+D8dln4P0mOwcHJ/EJo+H/ANRES1H/AIKlv5x/ZMJi55tliaQlyj1+cKWd+6nPPIRjdjaezWkFfPOMZx8Ahz6j/wAFS384/smK+6iad3heNWk6hbuqNTtmXlmezdlJZpSkPq3E7lFLqCORA/N1jWbOEszBxq8I35/9c487cLolm+s0TV4RgRmX8AeC5j4a+3tAFl3iVSqjtS4wXlA8yVJW4VZ9qOiu8AQTVck0TYaFo304pa171tuTSW04PXIdCcHuxy+KI8dF9SScjXWqjnnAYmenk+6+kaZjRHU54p7PiCrkvtUT9rl3jnPd40yekXgTQAuJ4/5PRGmzammnSkSZlWClDsPdcn173fnD2tg7q1TlBKk5ebOFdRz74cMJ+2UlNbpyVK3EPIBPl5w4I1WbrHfPuf8A9EVf8Uf0iCFVdcy/KXZMzcq6tp5h1txtxBwpCglJCge4g84asKS8zi5Z7/aT+oI6TwVB7Wm/wz/UmPR9CAVkHd6IcWu+pNOqCLQvK2JksV6r06Tnp1SAPtHg7qy2kHHUvdpkf6Bs/HyeJu8beuadodQt1tbbtfpsrWKn44IU5sLbKFD8NtPag/7YhKrPKNKjHd5FCiWUkHuX8voiso7tU1CqQtBJMrE3OFMwPMlg3Q8WhqiZv1F4eWWi5sk6iwqcQlRwz9sYUC4P5PiJcPPuCvhjo1+2qlcWoesi6dXVmnuyEk69SJRTKXKsBLApw64DsQFBQUpHPKiMgxUdZjUoxlNmnYvfs3qxb+ryxUqustBJTODsodw/dTRN8LYzDaNQQYtzebsrKXRw+1RxUnLycs0xLOramUuMsrCWU9mF7lZAIUM7j05mEPxF0ifper1yPzzbaEz887My4DqVlTSjlKiEk7Qe7ODyMLhSufljUoxOo7PNOsLxOwI03l98OWbYSrMnJm8ZiZKk6ausrG06Ettfmi0cl6qjhu0ml6G5Koq8teTMyymaP2toqmJvsnHQOYbKlt8/IoY6iIzrRMWjeGnc/qCq1KlZV1P1ZlmoSC3VCVq7mFFTzaTgLKclRWEjBUc7twMV8WcRoWonvh6TZeGZxmPPETpvLtrmP/RESXYPEz+P4zPGpWQIyUrEUnlMRpqMmcMYd+gVVpR041WtVDrYr9XoyDTmP/FmkNpd7Rtv8JXjJ8QcznkDgxPZGoUuXluHyz51sKualT4nZxBP2yQky5u2ujqjI2qwegbOccs1NWY0rV5IlTbKE+YpeNnL6bcOHfptaGa2xE1M5c3G2IvptwFGr6MXbftix173rOUHiteTdNbnkWs9cklPPsLmFmUcbQGw08pOdi0oKUnPPAQR3Q0qJRq3I666u3BV3W006t244KZOOvoS1NoWhoNhok+OEgbCRkJIAJGRmjSzGhZhS7D4xCUpW3JCTlqxBfXI5c8QKiwBMlpQhbMgIPJ1YgvqGOXP5ItlQjUa1w6WHNaeW7SrguGw629MT9PmX3EOyL3buOJfKEutbgD2ec7hhR8isa7Aq1cr2lWvVZmEyDdWrqkqLdKUexeeKFmYSzzJc9uc7SoEqOCQQTUtZjSpUSfvFiCkheqsWmY5QU2rM/MOuGZliOFgL1Vi0zHKxka5h+Ydce6u3DXbjnBP3FWZ6pzSW0sh6cmFvLCE+1SFKJIA7h0iwNjah23W+GWep92TCF1jTKrsVKgpeSlfbl4rDLODzUgOlZWOmxKB3cq1KVGpSouqmzZdZLSg8nCQQ3NqOsOOuJNbSIqkJRphIIbm1HWHHXFltMrVrNW4c112YqyK5TZa625oUEzLEqzJOgBCpuamFEO7dvRtK0DmFEkZxYCntGU4zbprUwW25GbshtDcypxIbWsrYCRuz1OxWM9dpx0MfnIpXONK1RAqLtrq1zFGawUFDudArD8IBxh1bN84paqx1VC1q4xsWIaaYm59jatnti1lloYpPBlVGbikV9mze7E3NSa04dXKodlkunYeZAKFpPLqkjuMNzwSoz3GbQtTZeeYesyctxRkKoJlCZRTfgzgLSFEgFQXlZQMkA7iAMkfnmpUalK+GHZt2FTlTFcaxXj712CwkZcrUYdfJDU6yDMKzj7rFs2KA59Q2sW3tqTmpfho13kn2tkw/Xg4y3kZdQ2+0pakfhJCQSSMjAzHg4mpR2t8PGhlwUmYln5Kj0BUvNvJmEDs31NSaA2BnKl7m3MgAkbFE4xFVFKHfHRtWvS9tXNS7gm6LJVdmnTbUyuQnUbmJlKFAltwd6T0I5/EYmy7AXJniqStyFlbNq6MGHustHB8kY9gKlzOOCnIUVM2rpwtr5YslrzqJbl76OWTq0mdT69q7Sn7TqaEt+MpMu42t94kckE5xgDmibI/k4FWC4Ykuol7Sd51pc3RralrdpKHHnZWlSrpWywp1wrWRkAZJISMJSAhDaceLEUKotLGs4UFNxbEOSWLFgTknLcMoeopIppWHnJbdnkOqGrrTZF5afUeyKPcdzUmoU+ZownaZK0ycU63LIdWVrUtJwAtal81pyFbeRwkQ7dIznTegfzU/rKinZX8MXD0gOdNaAf9V/tqjiHD1Tqp7uUqFkE8dmQGd0rOn23xsN3UlEwpUXLbm2xMYc3DWr/8pXE/6uz+sqEzDi4bF4rdZb8sq2r5F/8A+x5tusWteT0n+kxJvgHsSf0D+oRMLrlDL1CbQOnaFQ+I8/0kwrbomFoUuWY2FYTudUQTsB5pSO7J5E94G38KHHfwblKsw6sDbNN7Mq6bknl+mEdfzBkmnnZl5aypSlqGdqCVHJJSOSufQqyR5Y7eI4DCouqsLZKwts8yc7VZA+XH9UKurzLdcacpFRQHGppstPADcEZxlacjlggHlzOMRIboqDtSeelqcFLfbIJCRlOwnBye7mQB8fy+m2rLdfQ3MlCnCsBQVjqD0jBzhcuYqUsLQWILg7iIqncdAnrZrMzRqg3tdl1kA9QtPcoEcuYhjcKd2psriEsisOJ3NvVJNPWM4wJlJYB/MXAr80NPXbR6br1neummSxXUqE0VvJAyp6VHth8aBzHwAgczFXqTU5ui1WTrNPc7OakJhuZYX+C4hQUk/KBEdQwKj1Zdy2Zd9bvLQtuMKTLWPhFLP0HXybI/eRBBSCO8RlHJtOssXDbNKrsqrLNQk2Zls5/krQFD+ox1okR5SUkoUUq1ERjU5O+wK8P9RcPyCKhxb/UgZsKvj/0979UxUCOW39H43KPwfpjrfBwfxOcPhDzRwbvos5XJFmWky2Fod3ntFYGMERE/se17/KSnzh9EMqCNGCyA0JvHwWWDem0FWlX4+MUADhUwyDDJjC1+x7Xv8pKfOH0QfY9r3+UlPnD6IZUEZ4wxRfgKur/9fHHqxAaRY9ZkanKzjy5YtsupWra4ScA/FE83n8ExlBgeSEqUVaxvN1bm2bc6nmU1m4sKziOIuXZtwgiGV2w5mr1WYqDdQabS8QQkoJIwAP8A4iZx55uoSNPSlU/Oy8slZwkvOpQFH4M9YtrFtmusSeZ1nqZag2gOTg6EHdG1qq00STOWoJA1JIA7TEDVpfOnpVmfmz6YwOlU6fvwx80fTE29cdv+/tO86R6Y++uGge/lP86R6Y2kcIN6Bov/AI0+rEQ3loT+0y/HT6Ygp0nnj9+GPmj6YwOkc+fvyx80fTE99cFB9+6f5yj0x99X6F79SHnKPTChwiXpH6z/AI0+rCTeKzz+0y/HT6YXx0fnj9+pf5pXpjA6Nz56VyX+ZV6YYnq9Q/fmQ85R6Y++rlE9+ZHzhHphY4SL1j9Z/wAafVhBt2zj+0y/HT6YW6tF6gfv5L/Mq9MazonUD0r0v8yr0wzPVui+/El5wj0x99WqN77yfz6PTChwmXsH63/jT6sINs2af2hHjp9MK46H1E/f6X+ZV6YxVoXUT0uCW+ZV6YafqzSO6rSfz6PTHqafafaDzDqHUKzhSFBQP5xGTwo3sQHM4D/80erDkisoqxWCRNSs6sFAlt+RhPK0IqJ90MsP6BXpjV9geoLUUpuWVJTyI7FWR8fOJNfGpzFPcmaHbcywudl0nw2dWQpmQSDg5/Dd54CB0JBV+CpDN3ZO1K8JSoW/Iurl6VNoqk3MPuEuOtNKQp16YdA5JwnJOMDIAyAkC8s6/t8q5JUmeAwf8mj0bdnbpFPaVt0dBMTKbESWyP2dtvphoq4f6mrn645X5hXpjl1LRtNMfTLTt2y6HVNre2oknXCltIJUtW3O1IAJycDkfIYllM1lk7r0+RV6Koy9aqSH2ZNhLalFCg4pAd8ZO3ARh0pOeXLn3+m3ap6q2Pdl31yaZmH5SSmqaw6ooSVNKedabcVtAAVjdkADIKT/ACoVRcIt8JsxSZ1QAEuDyEO/i6PDlZXUstI4nMkONzdusQGkaRSdwPvS1IviSmHJdKVuJTKuDAV0IzjI+KOmeHSqn3TSnm6vTHq0+qUpT73l6c1MtrLbCpZ1SDuBBISFEjuKksgf/GTl1xCq+Fm9tKsJTUBiHzlo9WJFnIk1srGpOYLZEwiDw4VY+6eU83V6Y1nhsqx91Ep5ur0w+4IjjhkvgNKhP8tHqxN+9tOdnlMIE8NNXPupk/N1emMTwz1g+6mT83V6YsBBChwz3xH7Sn+XL9WEmyqU975TFfTwx1g+6uT82V6YxPDDWD7rJPzZfpiwkEK/DVfIftKf5cv1YT96KTwfKYryeF+s912SXmy/TGPsXa0et2Sfmy/TFiIIV+Gy+f7yn+XL9WMfeaj8HymK7HhcrP42SfmyvTDusq33bVtam289MpmFyLPZqdSnaFHJOQPzx24I1283CDb97qZFJa00LQlWIAJSnNiNUgbCYfp6CRSqKpQYnnghu8N6iLmqiR3yI/aJhRQ2eHBX7rqijy05R+RxHpimuz+lpHT9BipvaHsWo6B5xE14jpuao2nzlyyjC3XKXMNuqSgZUUKUEn5N2fzRXar3qrUu2mZaksOStQ7VLDqpsFlvBSTuClYCjgHkMn4It5qDRk1+zatSlJCu3llpAPlxyio9DkbM1bumpaP2XdjiKpaczMorM2zRJ5cpT5uXUEOMOTKmkS/aAn2odJIBjuUef43WnpHS6NKvTE7PtTDjqUocWOeSVBX9kxJKVSqDK0yWel9mxTaFI3JOAkgEZA59O7IjySNe4a6HppcV7Tuvcvd9ItIyzNXmbYdbm+xcmnEtMI2M9spSlrUlKcHGd2cYOM7Y1r0ir16aZO2LKPVm1tUbdrz1Fl36coOv1SmKSt1tx1x7LaghLqOy7EgqBVvwADl4I7NNbYem1y5li52ikjsgjpkAKQE9cZB69cnuioWoXBdrJP6mVWR0106n36HMKTOSrz7jcsyyhwZLW91SBlCtw2jJ2hPXMPey+MPU/VThsu7VTS/Te0rBXQahTksT9QnUzNNapjqkeGPErEskvSye0C28jKkgJ3EpCnbw6al3NxM8JNGvqbn00W5Lpok9IvTlOy14NPNrelS+0M5QQ432gGfFOB3QhScWsbLdm9VddWeufRscYYhTkauCwIzGzPaYkWi8pc2mGh9uUjVGYpVImbfpyJWdmZifR2DTbfioKnPa+0CcknrHk1R4ntEdH5yRpGomqcjI1WrMNzVOpkhLOTc5NtOFYaU0yylxawtSFJSrGFKAAOSBH5x0GfplY4LLhTeFxVe8562a3bOoVYt6oszLrjMuibFNqKfCH1rEwh1crNuqCcJbKlD4uNqHKVKt8PegN8Wsw9MXXQqRXrNVOSrZeWJmhT7U9T2glIO4qRIuhAHXthiMgRQ1NQqqnrnrABUSS2mZfLmj9UEXpQdSNF5287WqPqhR6xQ3KhITJQpBdl3WO0bUUqAKTtUMggEHIIyIrFE44SqNd1pcK1R0+vGh1OnTNst1ykyi5+VcYVOSbb75ln20rAJbLDjISroQmIPHML/D8Zkn4J88dU4OD+Kzx8IeaCPNUajJ0qUXPTzwbab2jOCSpSiEpSkDmpSlEJSkZJJAAJMemIxdTksa7bstM05dQDs04oMoSFFghGBMqH4KCQgnuLyeXeNGkoExeE/Zs46FOmGWhxr6coxavWfcm1Mmx68GQcB4BhQzkDmA7y9sOXXGSQACR1KVcUhVZt+QbS+zNMIDimnm8Eo3KTuSRlKsKSoEAkpONwGRnczUpBouSrikSvg6m2ghxSEZC1bGyE5yEqWClOQMlJxnlESdqUnM3/bM0UNszU5KVJgLYUHEvNIU2UpLgHMclKAIGClWD+FIEtM5wEswJ7A/miOqYuUxKncgZ85b6YnkEQ6Rv6cerRptQtiakpdxW2XecUoOL+2obKlNrQnCQp1sEhSgSsFO5IKhMOflER5slckgLGsSJc9E0OjZH2IFq19w078sv9URPYgOrR/vKnD/AEq/0CLGwv0hL6/MY51ww+8mv+Kn5xELhPdG1PdFVOKGr3NYdx0t61rzuKRbqzLzz7CKo8W0rSsc0Aq8UeNjaOQwMAQz6XYVw1XTqk1u3NQbllLiepcvOtvTNTcmGHn1NBRS405uTtJOOQ5cuuMHqqqfChKyrIx4hXd9EmkkVsycAmbkHByIyOLVh0PDgT1jYiEJoBxAz9+1N2yb1YbZrrKFrZfQkNiZ2e3QpH8lwDny5EBXIY5vZ6ZYk5d2bmnUtssIU44tXRKUjJJ+ICIs6SqSvArWK60bLqbJqTS1A5WxswQdCN7/AFR6knpGxMVs0C10nr01SuehVydcMtWHVzdHZeJHYhrl2KU9AS0Ao/ChR6mLHvsImpd2WcW4lDzam1KbcUhYBGMpUkgpPkIIIhuokKkLwqh607KnWRUex6nVge0fQXHVHoT3RuT3RSbXKc1N0h1BZYbvy6pq3Z4pm5NKqu+CpsKHaMFzPJQPLPM7VIPUxaqTnrRntNG6wiuVBu3nJETxnjUpgTCGR9sJL+/tcjBBG7PIp6coxPpDKSmYC4VuiwrrBNFTyKlMzGiboQNOY5683Md0TNMMm0udvSvxL/XVFZ9D7RuGmUT1zXXcNwzk9VlOPy8nUqi88mSlVqy02UKOC4E43KIyCSBjnmzFo/xelP6T9oqNWvIgS5ISC7KHmMdk4BZCKa9lTKQvE0hQcaPxkvSEw/oHeE1Zk3cLFDkGJJ2lOT6HS62FKbLRXkJTk7iO498JisNzUxS6Jp7QpZQdukonahO7cLcl0nxWE/gpSsLJ/CUE8wOUMStTVwmnTVvTNw1FyQl0uMJkVvlTCduQBsPLAI7hGnRmZpUzf9iIq0jLTQqclOUlHbMNultYnmylSQtJAUEE+NjOCqNqrJlo0VKJtatKgQSMKWYBJIdzmeyN+sBVFMq5yZCVApOeIvmSxbdHP1WqdSs+16a5a++XcpjbcmktpC09glJbK/gSpXi8+fJHlID900vRtfC5KtqYR6vztAqi5RKuySZh4duStI3A4So5IwD1wCMZ82sVGo1rsVOUkaLTZRKXZOVadZlGWnVIdK1+MUJTnxpdWB0A+M5q1Olyq6xaf0lx0pSmoMSKcnkgOVN1X5v32NdXZkm17GlVKFMMeJ2z5KVEA5/TF9Nrj98vYzZYMWu9TadUWkcc4mJ2oy8hetRsFmjy09Krn26UzNF50JdaUEIWtOzd4yFEbgduYYsSCpU+RXQ11bYoOPNMuq3OqKEnKSVBBO1KsdVAAkdTEfilvCVqmoKwNum58uuOjWCCmUsE7YIIII16L6CCCCCCCCCCCCCCCCCCCCCCCCCGrw5n92s8PLS3P2rUKqGXw/zktJXu+5NTDbKF051G5xYSCd7Zxk/FFzd1QTakgnwoob0JKrIqAPBiykw2HmHGiMhaSn+qPzNr1Ud0F44ZMWrqld0vK3PqDSF3Laz+1ijzKa7KusmZbSl5RmVIelxvW42jYpSAnOCo/pMbgoSRk1mRH/MI9MLG4NOdDa9fMjqLcFl2TWbppCkeptYnzLqflUocLrexaskKQ4pSknGUk5BEdw4+UNVDtEefxImnRJ7DH53aF2vWbY1D4ieHOwKXJ1fwO0rjk6dTJ+RRO76hSas49SVracBQvc3UEBG4Eb2xyITiGTwy6V68L0r0pqP2Kq9JVXT/AFieqbbVfSJOcFsVKVX4a/l/YVqSuZXuSACooGBnlF0bUtiwLMuy8L0oFyUenT99TktP1nbPpcQt9lhLKVoQpW1BKEjdgeMeZiUm4rPUsLnL/kVq8gqTTY+RJEJNXIGqx2iFikqFaIPYYqFQuBq+qjduuDWptasyl2rqZRp6kSb1EaCJhx1VSdmpGfmpdDLLPbMNuIQrClFZQMq5lRa+iXDaNJ7Iptoz+tl01x6l3lMXih+jtGnNTSngS5IvtJU6l2VU6tx0oKgdxHMY5uZq5dM5ZRcTcdA3nmVGdaUon492Y2nUfT5nkLspQ/2ZhJ/RDZr6UazU9ohYoKtWkpXin0RAbN4b9FrHmrnnbS0klgu9EPMVxqpzLkzLzUu66464wGXluIQypx51RaQlKCVnlDBt61GLWo8rbtq0ah27R5FBRLSFNkktMsAkkhCEBKEjJJwE9SY0q1R0+T1uyQ/M5n9Ealauaco63VKn4krP6Ewg2lRDWcnxh6YWLLrlaSV+KfRHtuWnLTbVZcmJtyYcVTplAKwkBILZzgART6LRV/VjT2aok/KsXKwtx6VdbQkNuc1FBAHtYq7HOb8VMipmyTJWFMC7EHaN0dR4PqWopZU9M9CkuUs4I2HfHDvOo1il29NT1DYbcmGk7ipZTtabHNSyFEAgAeUkZztVjaYyzLV67bSkrhWgpq9PmUzlPcDYQuZYS4hwtlKsJT2yEFvIOBkKBI6z6YdZYYcfmHEttNoK3FqOEpSBkknyYiDW3J0+u9hTqhRmk09NORNS9MwUysrKOLxLIWyUgLcKWVKUFA9mpO1PI7lapTLCZZUBoXf6Nn26o3OqQVTMJLhQIb6dvp6njpVy5aZUaE14DOvoTVXBJImGEN9ow8VbSjDigEvBQKQCCUqGSnCTHqZYla7c6KvsK2qI05Ly7qHFhJfdOHxgHavalCE55gKUscikxG5Ww5F6t3Q4zKS8glTyexaYaEuZgKkkoDrjqRu2hS3Ep24KS2eZxgdWznZ6g0egUeaxNSExKNMycylCW1s4Z3JadSMJ9qkhK0gdACkHxlOrQhEv3E5/QRn05ZdsNy1rXM92GX0gsPLmPLHtt2y6fRFzM48ht+em5tybeeTvCFKK1FBCFLUAoJOCc5J3HlmJFt+GPsEV0yYuarEsuYsZcpElOFAYQRAdW/uGnH/TL/QIn0QHVv7hp/5Vf6BFpYP6Ql9fmMc44YfeTX/FT84iKE8aP8N2x/NJn9dEWR05P7gLZ/3NJfsERXXigpN0X5ctMYteybjnWqSy8w9MIpb3ZrWpY5IO3xgNvthyORgmGlQb8uWQsCj0K3tN7lmrgl6WxKBqckFSks08hoJKluulKSkEZ5HJ+Du63OSV06EjWPH1o0y6iwKGQgjECpwSAzkkEuch0whLPQ4eLJxFNHIXNPnxOnZhbpXj4NuYs7q7XadL06mWfP1WWkE3ROiTfeffS0lEmgdpMnJIHjIT2fxuiIdoPoPM6ezMzed4TTc3cU4hQCG1FxMslRyvxv5TiuhI5AZAJyTHVt6rJu/VOp1C5LIr7MkzKNU6iLqFFeDCkZU4+6oqQUoKlBsAqx4qR3kiEVExM2biTmEjywq16yRaFemdIONFPLAcd8oaM+rEv0A7IQWtr9JsDWuR1AsCsU2aYmHGqkESEyhaUPJO15tWwnAXjJ8vaKEXTt+tSVxUWQr9Nc3ytQl25llX+YtIUM/Dz5/DCS4mrMplaslNJtyzqhMVtp9qalPUqjrcQRkoWlxxtG0DaScE5ylMbOFqq3lR7aNgXraNepqpJ1blOmJmmutsllWVKbUspwkhW4jd13ADpiG6hqimTM2py6RBawRa9hyaxJ90lckuRiUnfztl5YmPEBpuxqTp1PSTaEipUxKp+nuHAIcQklSM5HJacp5nGdp7oRfC1XatfbbektXcbXQKO8a64hWVKmEIWjZKkHxey7ZQdI7yCOhMWcvuveodtzjjdIqtSfmJd1liXp8k5MrU4UHAOwHaCf5SsCKucMFFvDTS/J2qXbp/dctJTtNXKJeRRZhwIcLrahkJQTjCTzx5IRTEmlWk7Mx080KsKauZYVTKWQ6SFS3Z3zcp6POYuek9IZdpfxdlP6T9dULNPfDLtE/udlP6T9dUaPeH82Hxh5jG/fc8e+ef/AV85LhE1qSnJy5Kq3KST7yjUJpCUttKUVEOrBwAOfQxHtIZLwa9tP25pDjTshV6gFJdThaFtShcSkg8wdyOYPOHRWK/rLQKjOW9Zc5PsUxU0qZlXGZGXcx2x7VxO91CgB2i3Pbcx3EDELimaY6lytx0qoTNLKps3EqszL/ao2NMOIcad3EHaV+1VtRnkv48XlRay66hQipVLSlhhZbqzSQ6gww6jLPPKOt2ZYM2itSp4mXMIJLkoIT3WWE7fRnDb4iqc5NS9YLSD2jM5ITfME/a0KZRkfmde/riqz1m3fP6lWrXrct6pVBoV5tCXJeXWtCHW3WlkKWBhPJQVkkYGT0EW21iVWL7tS4EW5SVqqs3SjT5ZsPqZw52m4KC3W0YIyrmCQSAMjORyeFygVawtP5ikaoUJaas5UnH0KLrcytbSkpA3rSo55hXIkjGPzUFFaxsm7iZBAVNSe5cEsXGw7HeLSdYlYuvRVpQpsJScjvcQz69WZFOmU64icl0zAoa3W2i6ndvEuVgYznPKObCgd0FkJ6QPqjfmpzrsw0UOU9VbZTIpVjGwgZPYA8gkAq2gDGYbw5dTziHb06TOEsylBRzdtmkb7YkudLC+NSU6M/XH2CDMEa9F7BBBmD8x+SCCCCD8xg+HB+SCCCCDn5D8kGD5D8kEEEEHPyH5IPzGCCCCCCCCCCCCCCCCCCCCCCCCCDKCCCCCDKCCCCCBxHFvVaW7Nrzi9m1FMmlHekFOA0rqDyI+AxxpRPrKqldqE/Tps0x4yjcgKfJuzRbl22QnYWmkqWMOFw8k4wofDEvmJdmbYclZllDrLyC242tIUlaSMEEHqCO6IXK0KsTdZqtLpV5V+l02mNysqwhlMq9tc7PesbphlxavEW1zUTzz1idTKBlqQSw29DjRnz6tHiDUpImJWkOdnSx1cjJjv1aNlQqdr3PXE29L1ZhaqvRZ2XmEsPBD4QS0EhSc7kqCXHinIyPH6c4j71duaelLbs1MvIP15uakpicLM/lxqXlJplM28ttSE4ChvSME5KhgmO9clpXN4FJVSl3BN1SqUOYTPSbU6zLJ8IUEqQ61ubbbCC40txsK6JUpKseLHktqVpdU1Bfu6kMzSW3ae8maL8o412b7ipZst7lAAqT4EoLQCSk+29sIlS1Sky8QzAD7clB2fTIuOlmiJME1UzCciTzZpLO2uYY9DvDBHSCCCKeLmCIBq59w078qv8AQIn8QDV37hp35Zf6BFvYP6Ql9fmMc04YveTX9CfnEQtkxsTHMertElHlS01WJFl1HtkOTCEqHxgnIjfJVmkT7pZkapJzLgG4oZfSsgeXAPwx04pOseAeJmAYikt0R0R1jYk/1R45qdk6fLqm5+bZlmGxlbrywhCR8JPIRz6TfFl1yZ8Cot3UWfmCMhqWn2nVn/hSomGik6iHESZq0laEkgbWMSBMbUmNKDGanENNqdcWlCEDKlKOAB5SYZIhIzLCN6ekZoMR2Tv+xJ+e9TJG9aFMThO0S7VRZW4T5NoVnMdxuek3JtyQbm2VTTLaHXGA4C4hCioJUU9QCUqAPQ7T5DDSkKGoiQuRNlnlpI6Q0exMM20P4uyn9J+0VCxSYZtofxdlD/t/rqjW7w/myfjDzGO7fc8e+af/AAFfOS47MEEEadHsqCCCCCCG1oFS6ZUna56pU6VmuzTL7O3ZSvbkuZxkcugiWv33oLKXC7aUxWLUbrjCilymqba8KQQncQWtu72vPp059IjnDr+/V/8A2Zb9LkJes1So0b+6FVWo0i3JuuTjVsEtSMq6y048rwRGBudWhAGccyfzGPQvBnYNLbVlr48Zy5UxY7kOUq0JIYDPXZHEb1rmKtuekLIAAORbvUxZ616tpFe0xUJS0nbbqz9KUhE81KtNLXLKXu2hwAZSTsVjP4J8kd/1q2x+LlL80b9ELy1TeNx6XJ1NtyQpdO1EuSgSinUVCWUZcvMl1bbDqEqQoAF9xvdnKcgkHbgwbh7111P1r2UqdNGotctqdmGrwlHaQ6OwSHNrDLAMzuDitjm5SgoJKFZHtQrYZl2ZcxE+okJSESSErdiQW1yTmkqBSDvYHMxrJmVBBUiYWHOYfnrVtf8AFyl+aN+iOBXqtpDa1bpduXE9bNNqdacS1TpWabZbcm1qWEBLYI8Y7lJGB3keWK+0HiA1+uilaxzVNmbLYc0onJpKFOUqYPqi1LmY3IKfCPtZKWCdwKuZAwPbRD9XdSWdX67woaitSBkjWLnKnZfduDTzc/ItuJB7070KwTzxjODFvRXBUqqEmrCQjlAlLEhQkmakFx3wGzndjlC0+ycTKmHtO54ukLUtfP8AFyl+Zt+iOLU5zSijXFTLRqvralK1WQtVPkHW2UvzISMqKEkZPQ/Hg46GEbrFxGaoabU297gmpOg0Vy26tLy9Do1QaDztcp6nW21zIUh8LSPHKshsJSNqTuVnGF26lvVPiC0OmV2jbMxL3hSPVCWmZyQU5UaZ2jBWpLT4cCSDuHVvl42OvKFTXMWtAnTUJKCmYQUkaol8Y2jaEO24h8QaEpNScystntOwPFkfWpa/4t0vzNv0R89alr/i3S/M2/RFW18RWus0jWxqRes5H2KHipqYXTJjdONJU+Cgt9uQlSktZ37sDGNp3bkd2Y4r6pPymj9KlJSQpdT1GklVCqTa5d2ZbkGW0neGWUncsrWlYSSo7QOYVnlhdxaxHcy0K3tsHF8a5y8DPJy+TOzn434Z7TufzRYj1q2vn+LdL8zb9EcCTqmkdQuqasaSVbjtwyTRfmKWGWhMtNDb46myNwT46OeMHcPLCHufixvuhWJISCbVlmb2q94O2nT35+SmJaSmWUrTtqKGVneUKS42AjfyUonJCdp8enbFxS3H3cUvdVRkKhUW7HQHJqSlVSzTw3yuD2SluFB7iN6gcZ5Z2h+RcnBJnzq1KU4ULUlmOLAUgnTuXU2oL7NYyDUgErmHIHadkWk9adrjrbdL8zb9EAtS1unrapfmbfohZcU2oupWkml7+oWnMvR5pdJmGvVGXqMo68DLuKCN6OzcQQUrUjOcjaSeWOa5m+Keuy2r9DtsXLbhsquW25WE1cUh4uMTKJAzSmCQ/tUQ2WXSkDOHkI6ndFfQ3Rn2jS+y6dCSll9PuYBUGAObKBA2iEIXVTE4krO3adkPmrTWlFBrtKtitC25KrVwrTTpN9plDs0UY3BCSMnGRHUm6DZchLPzc3QqQ21LNl51RlG/EQMkqIxnHI/JFdr9uy8qLrXoRTb7t+zKrVa8h4PzJo7qZilzGEF0SzhfUAMLQnxknBbKv5WE87h6rGpFw69a4uXHeElPtUaaYps0hVOWntGWxOJYRL/bsS6EHJIIcKsnmCSozlXOkCh9mukBMvGcnxe6mVyWGQ+Nt5i4WVVGHFxh0fU72ixFqPaWX1SRXbNbtytU4uKZE1JNMut7043J3AYyMj5Y7PrTtb8W6X5m36I/P3RnWLUnQvhTpl/223QJijN3g7ITUjNy7rkxMocQFKUl1K0hrHZlIG1ec7s8tp/QS5K9J2vbdUueoBZlKTJPz74QMq7NpsrVj4cJMM3jugmxKsypaQuWVrQk5OSggEENryhpln0wmeuolKYTCzkDM7Ix9alrfi1S/M2/RB607W/Ful+Zt+iK4aacUF+XpL2Lc71Dam6belWm6bO0+nUiZcXQ2+2U1KvrmclDqcpHakhIwrI27cH5S9eNcpXV+4NB7uZtqUuZ/sXLSm2qQ+JOflitSnZhzfMZwlhKjsSr26HEgkgA4XciqlrmS1oQFSwSocyVYFHTvTmr4PKDjOB6sEjGcuc/bKLIetS1vxapfmbfoj761LVPuapXmbfohL6ratan2LVK5ITDtCotMotqqqUhWZ6XSpquVZCdypVtrtwtAOFeIN6gASVYxugl5cWuo0nw9ab62W5SKAzNXTV1Uio0+bYdcbKwt9BcaWlxJbGZZZwoL5ODn4vjJpLl1NaiUuShBExQSC41KSoA5bQk9ByUxgSatQBCznzmLR+tO1uX7mqV5m36IPWna2cetqleZt+iK/SmsmuTmut0aDvTNnrmpaiJrdPq6adMJRKowgqbUx2xLxy4Eg9ojGCvn+9xEV8Xep01wmt65yFOt5mvSFb9SZ1h6UdclphJUAFoSHUqbOFpzlShkHkMjDku41VNMvi0oOMywM/80EoOmQLEbwRmGYxkeyyzLObbTt0i1y7WtRtBWq2qXgDJxJNn+zHDtGf0ivyXmpyyzbNaZk3vB5lck0y6GncZ2KwOSsY5GFMxrtqXamtFhWJfzdvT1H1HphmpRdOlnWHaZM7SoNFS3Fh9PtE7trZJXuwkJ2lK6U60DQbSbWi+mZBqeqB1BmJCnSzyiltyZczgrI57UpStZAxnbjIzkSqW4i6mmUtKApauL4vC2FWNakFyQGYpI2Mz6MYUn2SUnll8mzO0tF4fWna34tUrzNv0RBdYrbt2lWBOP0yg06TcD7RC2JVDasqcBUcpA6kkny5jm6W6qXhX9R6nYVflU1OntUWXq8lX5WkzElLqcKkoflVdoSkqClBacHOw8wSCYkmuP+Dud/LMftBGiXmssWfRT5cxAfASGG9LjY4PMWIibYk2em1adK1nu07TvEVngggjgEegxBC/1d+4ad+VX+qIYEL/AFe+4ad+WX+gRcWD+kZfX5jHNOGL3kV/xU/OIimHGJTaeLOo9XEiwJ31TDHhAbHaFstOEpKupGUg4+CJTw6CiW/oZTrjfl5eWCWp2anpkNgKWlt93KlHqcIQB8QER7jF/wAH1IH/AKwj9i7Ht00ps5WOFA0untqcmZqlVRtlCeq1l5/CR8Z5fnjrpzpkgnbHj7OddamlzFEJM5iebleaIJpjWJ7iH1mcqV5BT9FozDs9K0tR3SzfjJQ2hSeij425RI8Yox05Q+NaNP6Re+n1RlnJJkT1NlXJmmvpQAth1CdwSkjmEq2hJHTnnGQIQXBdNstXdcMisgPPU5t1A79qHQFf1rTFrK++1K0GpTD5Abak3nFk9yQgk/1Q1VqMueAjIBmhN6J8yz7blSaXkplBOEDTee3bv2wkuFPWCsXpKztl3ROOTlQpbImZaadJU47L7glSVqPNRSpScE8yFc+nOIXhedU131yktLZefdl7UlJ9bL0uhZQJtLAUt5a9p557NQR5Bg4BJjg8G9Nm5jU2eqTW5MvJ0p0OKxyKluICUn48KP8Awxz9CZdy3+JWVplVV2b7E5UJVZXyy4GnQPlI5eXMSVSUImzFoGYD9BjZp1nUtHaVfU04AWiViSPBUQpyBsOQPXF0HbQtWZt5NqTFu09dGSgNpkTLp7FKRzGE4wDnnkc88+sQDR/S2d0yvq8mW3ZmYotQZkHKY+84VqShPbAsEnvRkAf5pSe8w1UmNgMUPGrSlSNhjmMm0qiVJmyMTpmavnm4L9OWsbkHuhn2f/FyU/pP2ioVyTzho2dztyU/pP2io1e8X5sn4w8xjtv3PHvmn/wFfOS47MEEEabHsqCCCCCCHHw6/v1fH+bLfpcjR7Ha4kcRL/ECxqDTkzD0p4CKWuhLUhLPZBsZcE0CVcgc7cd2IhFl3/WLFXNrpMrKPeGhAc8ISo42bsY2qH4RiU+yBvD3so/zTv1kdWunfiRd2z/Y6VlKlJUhXJCnSpTkZg65aMY5beG61qWhac2qpgMKmGZHggHzRM29NtQ1XXU7ymdSKV4caQ9SqCwxbym5Wl9s6hx55TZmSqYcUWmuqkDxOmCREUo3DC/aOsdM1esu+0UpaaciQr8iqlqeFcPV591wvgpcWoJWVYPjoCjuyrPn9kDd/vZR/mnfrIPZA3f30uj/ADTn042OVwoyZAUmXMICk4CBLSxSQzEM3O+uJ1d0XilFyrbGiU55aj0QkdDbcuTUe5eIyybPvmjUhu4rimZWbXMSRm3FSbr82lbrG11HPYpSckKHjAgpI5uitcIkpMJ0ikravRFLp+k00J1hl6mGYcqD5mGn3FLWHkBAWtnOAk43nHIADFjXK4JZfaS1v0BpeMbkSy0nHkyFx6PZBXh71Uj5p36yLe0OGWRUVXH0ilS05ZYQc+L4okkpzdLgP3Llt8OLudbalOlKQPjDc26IvXuDe761L6p0s6ryi5HUaeYqBcmqQp2bbWw8XmWlPdqPtaSQnASeQBG3mky1PDPX37y0qvCe1CkC5plTGqcmWaoiwmeCUbFK3mZPZ5RtA5HBBPMHaNQ4grwH3qpHzTn1kffZCXh710f5p36yIkzhhMxOAzizEfk098gSz3u1ACerfGDc63DsT2jc27dGuU4WKtLI1fSdRZRR1a3F4+oah6nkqdPi/wB8/bPFeUOe3mAfgPiqHCPVpe3NNnLX1GZkrv0xStqn1RdK/vecYUvd2bzPalQ7xkL6KXy5gp6Hsg7w97KP8059ZH32Ql3+9dH+ad+shKeF8pVi446g/k0sWRxbEYcxg5JGh1OecY9ptubk9o3Nu3R0tVeHy5NW7Uovrhv6VbvG3qsitU6pS9K2SbDiQPtCWC4V9kSlJJU4pW4Z6eIM7W0Gu+ma9TWvVfv2lzU9UKUmkzVMlKKtpnsglH724p9SkkKbQcqCs+NyGQE8r2Ql3+9dH+ad+sg9kJeHvXR/mnfrIYRwqy0U5pUzCEEKS3FpySsgqAyyBIBYMx01MJFy7bCcLJbpG2HjctApt129VLXrLalyNYknpCaSk4JadQULAPccKMJakcJFpU+0tLLamagX3NOaqas5MBoJM+4oKW4kjPJKngyeefEa29+Ro9kLd/vVR/mnfrIPZC3f71Uf5t36yItHwlU9BLMqmmrSkl8htwqS/iqI64Si5NtoDJCfGHREo1M0MqOoWrNhamNXhL05qxXnHm5BVLU8qaLik9oC72yQkYQkDxDg5Jz0HKs7h9uextUr+vih6gSiaXfb4nZmRdpJcebfAd2p7TtQOzCnlKOEhSsJAUnBKuZ7IW8Peuj/ADTv1kHshbwx/BVH+ad+siQjhSkop/YgmHi8OBuLHc48baeHm+vPChcq2wnCyWZtR0xGXOCKfd0Ba0IOqjAYar/q4Kj6gHf+9lPZdn4TjqrO7PTljviy9QorVctyZty4S3NNVCSXJTxaQW0upWgoc2pJUUggnAycZ6mEd7IW8feqj/NO/WQeyFvH3po/zTv1kJtDhRlWoQaqaokKUscgDlKbEcgNWHZlAu5VtzO6Cd+ojp6J6F6jaN09uxpTVSTnrLkZxc3JMGihFQCVrKywp7tCgNlZJUQ2VKyrBbyMc3VLhZqup71NuiZ1HZpl70it+qkncEvR1LMvLo/eZNtlUwQltBCVe2IK96sZcVn57IW8femj/NO/WQeyFvH3qo/zTv1kPDhYlprDaCJjTTqoS05vq4wsXflOGO14z7S7cCsYCX6R6I1XHwx3tcOqte1Dd1UlCzc9rqtqdYfoynVSrS2kId8Dy/hkKUlTgzuwXFghecxw5ng1uKqaE2fotPan06XRaVadrDc4zQluF7ct1SGyDMp6KfdJV3jYMDaSqQ+yFvH3qo/zTv1kHshbx96qP8079ZEhHDEqUmWlE4gIwlPuacsCVJT3ubBRGcKFzbdDME5c42dUd9rQOsNa+1bXRF7yfa1OhGiCmmkK2tJ2oAc7XwjKjubBxtHIkZHWK9a96Lnh64Marp9M3jL1wTNxy05LveA+BrJWpO5GwuubsBGcjHLPLvhzeyFvH3po/wA079ZGuY17uebSlE3QaE8lJyA5LuKwfzrhyzeGGRR1Elc5aly5ZlHDhAcSnwDFhcM5z2vm8Zl3NttKgSlJAbaNmmyN1maKVK9rysTWi6r7p1YlLWoLTNvStOkOybWtxnBfmFl1YWobjyRtBKUnxcFJ5EtwVSsxpvfGntyX63P+u+uC4pedl6QWFU6cyeYSp9YcTglOMpO1ShnJBHTZ4gLrlmwzL0WiNtp6JQw4kD8wcjP2Q15e9dH+ad+shj8LwlkcTOUlIw4QEJyCFFaWyyZRJLakl3GUY9ptuA5BPaNmcMjS21dTrapstJaiX7Tq74BKJkpZEhSzKhxKcAPPqW4srdISB4uxIyrIUSCMdcP8Hc7zz9uY/aCFz7Ia8feqj/NO/WRx7r1fuS76K7QqjIU5ph5SFKUy2sL8VQI6rI7vJGr23fWz7Up5wB5a0kZICQ5G4AARJsy51q0tfJqZqU4UqSSxGgL6RBoIII5JHX4IX2r5/vGm/lV/oEMGF7rB9w038sv9Ai4sD9Iy+vzGOacMXvIr/ip+cRFWNddN771Vp8pQaN6gycjJzXhXbzU492rithSBsSyQkDcr+Uc8ukSHRm1LwsK0ZOzrjao7rNP7UtTUlNurUve6pzCm1tJAwVq5hXcOXfE5SY2pMdUVNUUcXsjwmu2p8ygTZpSniwXGRd883fnPNCdndEataOoY1L0qmZJpbxX4dR5tRaYeQv26W1pB2ZPjAEYCgMHHix3b2l9VdQLdmbSpltylttVJvsJ2fnagh5SWT7dDSGQclQ5ZUQME95yGSkxsSYbVPUSCrMiHvv7UTFy5s5KVrlgBKlAvlo7EAt8IGIlpTpbQdKLd9RaOtcxMPqDs7OOJAXMOd3Ie1SOYCe7ykkkxDVjh+VeFxy+oFkVhqjXPLOtPFbqSWH3G8bFqwCUqG1IzgggDI74cKTGxJwYaE+YlfGA5wintqtkVaq5K3mK7onNwdQRoRzbMm0heUy49dlSqKfUNN6EJ4DYaj6t7ZQn8PsghTmP83P5xEptC2qlSXZus3HWl1OtVLaJhxALcuy2nJQyw1khKE7lczlSiSVHoB3kmNiTDEyY+QAHRCJ1eZqSiXLSgHXCDn2ksOYMI3AmGjZpzbcmfyn7RUKwGGlZn8WpP+k/aKjV7x/myfjfQY7b9zv75p/8AAV85LjtwQQRpcey4IDBAekAghKXpqDeFJueoSFPrBal2XdraOxbO0YHeU5jgL1Uv0dK8rzdr6MY6iD92dV/Lf2REXWI2yRTyTKSSkaDYIvZUmWUJJSNBsiSq1Xv8dLgV5u19GNS9WtQh0uFQ/wCXa+jEZWItTwNuuTktfshO7ZmWk6c1MyzTyA4ll09rlaAoHaTgZx1wM9BFjR2dIq5wlYQH5gdjxVW5Wy7GoV1vFBWFstNSBqx3xXZWr2og6XErzZn6Ealaw6jY5XGrzZn6EPXheZp+vM7cmlmqMo3Wm1UpdRp9SeQDPyLiXENktv8At8ZdSraolOUYxgkFQuaHV2Rotfuy4KpK0q36DWF0Mzzra1qm5pKygpZbSCVAYKiSQAAcZIIh42TK4tMyWgEF9gDNq/piOi2KRNTMpKlIQtGHnCsfc4cnJ2EN2xw16yakjpcivNWfoRpXrNqX3XMrzVn6ETaQ4Xb7ntUW9J5qqUiRqk3I+qVPmXVuqlZ6WwT2ja0IJAwlXJSUnKSI8NU4cbhldPa/f9LuugVdFqzxkqzJSTjqnZVQUE5ClICFgbgSUkjGcElJAyLJAcmUMn2DZrDhtiysSUCYl1YWy8IsnNmzIbpy1iJq1p1NHumV5qz9CNStbdTx0udXmjH0In9Rr9raw0TRXSdicZo85T/CKXU5wSalBtx+ZSlnASAXFFKEq643OcyMKI5vFbpxaWl+qb9q2hNs+CyknKNKlQlztmiJZrLjqygIUpwlS8oJ5k5CeQhZsynSgzEpSUhtg1IfyQ3ItKVMqUUc6UUzFBZZnGFKsILt32o5ukPDVa4apDpdKvNGPoRqVrnqp3XSrzRj6Eemj6R1Gf0+Gp9brUnRaA9VRRpaYfaedLszsKySlpKiltIByrmc8glXPD00coSKVw5a/wBvT78jU1W+4uXl5pjDrJWkLQtxhZGdq9iSCMZGDDsmyZMwsqWkZE6Dc/0Q1aFr0tHLK5aQshSUkaM6gk5szhw4ivqtddVu661j/lGPoRrVrxqwPdYrzRj6EdenabOW3e1lSYu+3Xq1VZ2RfTTpqWmViTU4sFpM4gtYAUQgFAJO1YJGDmGdqPoTqTrPxPXBY9Xqtk0i6hIS86tEg1MtSDjaWG/aHs1L37Skkr6nODgAQpFkyVJylpdwGYbYxPtejkzQFsEYVKKi4yBA0bMZ6+mEsrXvVodLtV5nL/QjUrX3Vse61Xmcv9CJFUeHC4BpvWtSbZuuhXHK2vNmTr0pTlvF6QWMeP46EpdbGea0Ep5KKSoJJET0XrlKtbV2zrhrss2/TpCtyjs0hxIUA0HU7lYPIlI8YfCBGPvbToUAuWkPzCJKa2nnyZk2mZZQ7jQuA7ZjJ8my2vG1Wv8Aq6Ol3K8zl/q41q4gdXx7r1+Zy/1cWPpd620r+6QzNTdosizIGuP0MoU2namZRKmV7YdwUp5Oc4/lHv5xxeGPVGw5LiP1PvGfpMqaVW6RcFRp0u8wkp7NDnhZa2kYSCw05kY7sRKFk0eIJwp1I7kbNsVC7amJkqmimJaUiYz7VE8nTYzv5IQ6uIXWAe7BXmUv9XGCuIfWMdLxV5lL/Vw2OGe/rXtbRHXim1ugy03NTVvsuSylNJUftq1SoBJ5hKHZllY/OeuIrIUwhdnUiEpOBJf4I3tFrS1BqJ86SqXhEsgA+E6QrqZ4s5w36oX3fV01Sn3XXTPS8vIds2gy7Te1faJGcoSCeRPWLCxVLhEGL1rX+6/+6iLWxoVuy0SqwplgAMNMtkLmgBTCCCCCKiG4IIIIIIIIIIIIIIIIIIIXusH3DTR/pnP0CGFC81i5SVN/Kr/QIuLAD2lK6/MY5nwxe8iv+Kn5xEIS8tVLP0+eZbuuanJNMx+9OiRecaWe8BaUlOR5M5j12ZqPbF+tqmLYcnpmXSVJMwqRebZ3DGU71JAzzHLOY5WsdkC/9PqnQ2We0nUI8KkQMZ8IbBKUjPTcMo/4oT/CBexbcqun084QSfVGTBHeMJeTn/oIHwKjrPFJXJKxqI8S0lkUdbYc2uk4uOlEYg4Zj3wGF+p9hzh617U62LYrEtQquiqonJ5wtSiW6XMOCYUACQ2pKCF4yM46RpqmsVkUa5PWhNTFRcrGxC/A5amzD7mFoCxyQg88EZHd3xoYbTc2qbs6oBcpZ8n4M1kZBnpoBThB6ZQylA8v24x3KPaEhS7srl3kodnK14OgqLYCmWmmko2BXUgqBUend5MwwRLSOUDp5f8AyIfF2dISBOSrFgdgoZqJDDuSwwHEefLKI4xxB6ZP1s22zP1NdVDypcySaTMl7tE53I2bM7hg8vgjqUbWexa5XnrWkJmoiry7Lj7km9TJhp0JQnKhtWgHdjoOpirlsf427o//AGae/Wdi3FQsyRqF60a90rQ1OUqXmJVWG8l9p0DCSrPLarJHX2x8sZqJMqSwzzD/AGyi6tmyrMslUtBC+XLxg4hkrNg2HMEhtmrxGXOI3SyXqxoD1TqSKmHxLeBmkzXbdqTgI2bM7snGMZjujWPT5iotUmr1l6izj4CmmqvJPyO8E4ylTyEpPPlyMVYu7/G9Y/8A6Km/9mLIcQ9p0+69Jq74W0kv0qWXU5V3b4za2gVHB7tyQpJ+OMTaeShSAX5QHU/VD1bYtm0k2klnG09KSTiHJKm2YcwH5oZ6FBQCkkEHmCO+GpZfO2ZP+k/aKijHBrqHVK3SarY9WnFTAo6WpiQKyStLCiUrbyf5KSEYHdvPdjF57K/izJ/0n7RUaheySaeSJZ2KHmMda4DrMmWRfKqo5hcpkKz3grlEGO3BBBGiR64ggPSCAwDWCK66hj92dV/Lf2REXWIlWoQ/dlVfy39kRGFiNxp/ySegRsUrKWnoEeZYiyfB5dNo2TK3nO3fdtHpCaxItykmiamkpccWntMnaMlKRuHM4znlnnFbliNSxFhSVBpZomgORFbbNmItijVRrUUhTORrkQdvOIe+hV62pw6ruC+azXqfWbgm6cqm0ukUx0zAJUtKy488kdmhG5tHIKKiCeXKMJ7U6nan8Nf2N52qyMjdVJuNVW2zkyiXbqDT7jy1rS44UoCkrmFZSVA4TkZzgIRYjQtPliUiuWlPFgcliG6devKIE27sidP9lrUTNxJViyywAgBtzEvm5fXRrpU3W7Tio8R9pVVF006Xt+yrZcpUzVZlwNNzMypCkkNbvGcQCUgHHXcemCYPa1z2hTNHdbrcnLzoKKlclTfdpUv4e2VTbaVbgpJzjCgeWSCSMcoq8od0aVJiR98lqLkDb5Q3mivFz6aWAlExQACBs7xRWD1qJfmyEdjTyrSNvag2xX6o4W5Om1mSnJhYSVFLTb6FrOB15A8oaHGRULRufVyfvW1r0pVbl6u1K9i3T1l3skNy6G1F1XIJUVJ8VI3EjJO3ACkitMaFDyRHRPKZJktqQeuLubZyZleivCiFJSUtkxBIPnEWO4ftVazptbVIpMpcdqVm26/OvJuO3K9Nss+Bt7wgvtlwjktsAlHjklHtDuBia6damaV2XbWtzli1236c1VqmX7VptTcRtmOxCiPtS+QbUo+IF45YHLEU2WmNS0xMk1y5YAA007G+uKWsurT1i5i1KIxkEsAHZQUHGhIZnZ2d3OYtPqo9pLe+oOn2udp3Vb1JqtSqFOm7sorlQaSZR1C0LcmArdtPJJCgPGJCTt3KUA0rDuS27x4/Z+6bTuCQrFLqFskszEm8HEgoZabUlWPaqCkHke4g98UAUmJrpBrBcmiV0O3faVOpUzUly6pVC59p1xLSFEbtqUOIGTgczn4MQ/KrhxgUoMMQJ6vTEOvuus0apUiYVKEtctILaKILE/BYAc2+HRb902Voxobq3Tpu9qNW69qG+adTqZTXlOraYAcSX3gUgtcnl+KsA5Qkd/KtVj0miVq8qLSLkuAUOlzc8yzN1Io3iUaKgFOY+D5B1Maq7URWatOVYSEtJeGPKeMvLb+ybKjkhO9SlYz5VGOYpMMLnYykNkPS8XNDZfsRE1WM45uZOWRwhIbZkAN7mHYi2dN3+K12nva4uC3DVV1IXlhAcVMbPCN28js93beJ2mNhPjAYOI5OlFiaWVDVO6rfuPWkW5QKZJVNim15LKU+qKTlgAJVnAcZcWooHjKGUggnIUqkxqWiFicAXwjV9vZAqzJhlmWJyg6Ep0Ts77uWcvppuEM/Sa2LArFg6kTl0auetaosUpCKfTOyChWSlwPho55qHaMNDCcKBKVE4BBUKkR6lJPTEYKRCStwA2kS5NOqTMmLKiQogswyYAZMHLtteHXwkDF6Vn/df/dRFqoqzwmJxedY/wB2f91EWmjQbf8Az1XQPNDU7u4IIIIpYaggggggggggggggggggghd6x/cNN/Kr/VEMSF1rJ9w038q5+gRc3f8A0lK6/MY5lwx+8iv+Kj5xELFJxz8kU81MkpvRTXeXuukSyvA5h8VNhtA2haHCUvsg9BzKxjuCkxcFJiKX5prRNQZqhTNWISqhz6ZtOUbg83/LZIz7VRSgk8/a/DHWZEwSlHFoY8PXXtiXZNUr2TnKmJKVDfll5cugmPdpvSJ2kWsw7V2tlVqbjlTqQxjbMvq3rT8SchA+BAiVp8kaUmMJ1mamZNxiSnVSb6hhD6W0rKD5dquR/PERfKLxTTZxqpxmLyxF+YP9AinFs/42zufxmnv1nYuwnpiEdK8MdNlLu9fLF+VpNZM4ufMx2LHN5SipR27NuCSeWMc4c0uxOt04Sz1RLs0GynwktJBKu5WwcuXLl05Q7WTETcOE6Bo2i89o0lpqkKplvgQEnIjMbcxp9mind3f43jBP4xU79DMWg1tq0pR9I7rmZt1LaXaW/Koz/KceSW0AfGpQiDTnDLIVC8fX5M39WVVrwpE6JgMS4AdQQUEJ2bcDaOWMcok9Y0Yl7yelRqFedbuGSk1lxuQWWZWXUrGNy0sISpRHcd3LJ8pzmdMlLMsvkkB4sLRtKzayZRr43kyUpCgEqclLZJcAZtqSIVfBRaE9LM1295yWW2xNpbkJNZ5dptUVOkDyAhsZ6ZyO4xfiyv4syf8ASftFQn6dISNJkmKbTJNmVlJdAbZZZQEIbSOgCRyAhwWR/FeS/pP2io1C9041EkTDtUPMY6xwI2oq2L6VdWQ2KQphuAXKA+vnjuQQQRoMet4IIIIIIjdR07tKrTz1Rn6YpyYfVucUH3E5PxBWI8v2KbG96F+cu/SiXQQ8KmcAwWe2HOOmANiPbEQOk1iHrR1+dO/SjH7EVg+8y/OnfpRMYIz7Kn+Ge0wcdM8I9sQw6P6fnrRV+dO/SjE6OaenmaIvzt76UTWCD2XP8M9pg46Z4R7YhB0Y06PWhuedvfSj4dFdOD1oTnnj30onEEZ9l1HhntMHGzPCMQU6JabHrQnPPHvpx8OiGmp60Fzzx76cTuCD2ZUf5h7TGONmeEYgR0M0yPWgOeeP/Tj79gXTZQyLbfI/nb/04nhhm0j+CpL+bt/qiNyudYM+9U+bJNSqXgAO0u5beIpbatuZZMtK2xYi2rRXU6A6aHrbT/nb/wBKMfY/aZfiy/55MfTiyao+R0IcFM79/V4v98UHt1mH9V8r6orYeHzTA9bYe88mPpxieHrS4+5h/wA8mPpxZLJ8sa1Z8sKHBTO/1BXi/wB8ZF85h/VfK+qK4Hh40sPW2HvPZj6cfDw7aVnra7/nsx9OLGRhChwTz/8AUFeL/fCxfCYf1fyvqiup4dNKiMG1n+f+uzH04+exx0o/FZ/z2Y+nFg5yYlpOXdnJyYbYYYQp1111YShtCRkqUo8gABkkwkJXjW4ZZ6uNUFnUxhLj00ZNuadkZluTU7nH3QpsNBOceOVbcHOcc4RM4LVSSBMtIh96f74wq+fFtjSA+9X1R6bR0ps2xJ16o2xRXJR+Ya7FxRfdcyjIOMLUR1AiV9mv8BXyRNypKgFIIIIyCOhEeSqVKnUanTFVq8/LyUjJtKfmJmYdDbTLaRlS1qVgJSACSTyEYmcDYmnHMriTvKP74cN6lHMy/lfVET7Nz8BXyR82L/BPyRBaFxk8OVz12Ut6l6itiZqDpYlXJqQmZZh5Y5YDzraUDnyGSMkgdSBDgcPLGYbkcDNPUh5Ve7bkA/8AeGE3wTMzRLB6FfVEZ2q/BPyQbVeQxoreo1lUC76LYdYuBiWr1xIdcpskpKyp9LYJWcgFKeQONxG4ggZIMdxR6/BEhHAjJmEhNdpr7np8uEm+OrSvlfVHKwfIY+YPkj3rPP4I0rOOnfD6eApB/bj/AC/74bN9FD9T8r6o82D5IMHyRkpUYZEK/AOj9+P8v++EG+yv8n5X1R9iCaq0mp1aTkEUyRemVNurKg2nJSMDrE7gjgFDVqoahNQgOU/+Rf3pu9JvXZE6x6hZQiaACUs4ZQVk+WyECmzrqz/F+d+aMZiz7p94Z35ow+4I2M3vqD+rT5fTHE/8N1hfvk35HqwiBaF0e8U580YzTaVzj7xznzRh6QQk3sqD+rHljI+5vsP97m/I9WEeLTuUfeSb+bMZptW5B1os382YdsEJ9tVQe8HljP8AhwsP97m/I9WEqLWuM8vUWb+bMbE2vcXfRpv5sw5oISb0zz3g8sZ/w42H+9zfkerCcFs3CPvPNfNmGXaMtMSluykvNMradRv3IWMEZWoj+ox2IIr7QtiZaEsS1pAYvl9ueN0uNwT2dcS0F2jST1rUpBQysLMVJU+QGfJggggiojqsEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEBhm0j+CZP+bt/qiFkYZlI/gmT/m7f6ojr3BB+f1PxB/VGm3x/Iyuk+aPQrrHyPqusYnpHoERoYjEwjuLjW66tBtOqTdVnyNFmp6pXBK0dQq/aeDttutPKKyULSRgtJ5k4Azyh4npFOONSxp9vUyxtXq6bUuS0aLLuyL9oXJX2aUxMzKu0PbNLfUGlqIWjIIJHYJyFAnESuWuXIUZeu/dzw1UqUiSSjXzZ6xGaRxf8Rdd1Pf0qpk5oM9PtSaZxuoIq8yqnTBJQAy0+HTvd8f2gGfFV5Ic3Etrtf2g+mVn3MxR6DN1ysViRpFUZcDq5VtbjDi3izhaVYC28JKieXUZiptsUbhwnbqvnVjWhOmNv0GcoxkKLZFu1aXqL7LuEfb0KlDgO5bICkjmXVE7QnxpFRdGdetWeCvT+hytIdn6pTLsFYkZepTaZdwUhLTwa8Z0jxSpzxB+ApJHi4iok1VSULSklSiCRtIAI2Nt2eaIUuonFKgCSSC21mI2Nt+wh4cV2pV71G5aPwtab0qkrrWpVIn2pmoVV51tiVlC06lW3s8q37UOHJCgNoG1W7klqbVqdc/BZqdoTddvS8hcujiFS00GiFIccamFuNzLZwCCpTbqVEZyMqzhzAm922rxVXRxA2hruNBKRKOWnTpinpphvCWcTMdqh9O8u7AU47fONpzt6jPL02/wyasp031vrl3epLt9asNuFqmSMx/e0oAXFIb7VeBkl0jqQAhPjEk4eWJ1ROWsJJBChmCBhw5ajXF1w6oTZ0xSmOYIzGTNlqNXjZReIK8LB0q4bZGSkqfUDfjlPodRenQ4pxDQLDW9spUPH2rJyrcMjpG/isvDULUq9TwiabUqjNzNx0A1WpVSqTLraW2UulQbbDYJBJZwSQoHtAMJAKogWtNj3TptpRw8LrTlvSlT08qDU3OydSrsvJofcZU0vsm3FkhedmCUhW3IJERq6dYtSKHxbUnUSu2BbFDqlQsxLMhKVG75dEg7LOKcLcx4YpCUHJ3Yb5E45HnGJtStCDImkgHADlsKeVs2nrgXULSkyZhLHCNNhGcb7uuii6icANaolTt9um3FpPM06hvsEgqZmWJhhgvpIAx2iFuA/wCdv64BLcufijnNPdJNLGGpOVrd83zbshNNeqE6iVlGSZVtTs1MvKICUblE4yM4V4wxERpXDZfNT4WtR5SSq1CuK89UqqzW1LpU8hUgUicad2tvEhKsYeUSDjmEjOMn033w13s5L6OXgjT2jXvM2Takrb1dtafn2mUPqRL7QptxYLR2OKWSTyO1GAcnEiWKyWnGhJBKEh2+Ec8nzCdwPRCWqEDEkMcKfOfK0aaxrHqFZl72De+t9haY3BQ6zMmnUm6bVccmHKY694p2uvE5BG7IRgEBeFZG0sSe1nvG3OKWU0cuanSBtu56R4VQJmXQoPJfbQtbgeUVEHJbdTgDp2R71QnE8H2ptS0ArFtrTT6FX13gbso1BRN9tLSSAgtiVL3MA7VkgjIyhGTzJE9o2n2tOqGu9o6sao2TTbNp9kyDzTcm1VG552emnErSVpLfJtGVhQCiSNmOe7Il06q1JSllB1IIyfLRQUWGzPPPSGwZ4yIOZB9Ln0xY5caHD1IjcrpHnWeUbmiJa9I1KMa8mMl98YYPlh8aQwY3QQQR88I77BBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBBAYm1Pumjy8hLS7rrgW2yhCh2Z6hIBiEwRsN3rzVl2Zq51GEkrDHECdC+wiK20bLk2olKJzsM8onZu2in/xnPmzHz12UX/LOfNmILBG2/hZt3wZfiq9aKr2p0O9XaPRE4N10f/KufNmEhqfoPY2rWtls6rXnXTUqPblNXI+tecp3bycys9se1USvAO51skbDnsUgnHSbwQ3N4VLanJwzESyNe5Vs/wB0JVdGz1jCrER0j0RhRtNtAbcnm6rb+lNoU6eZO5qZlbelmnkHypWlAUPzGJn65aV0Djn/AEGIfBDieFi3EZJlyh/tPrQtN1KBHc4h1j0RLjcdLJ/fV/8AQYxNw0wn99X/ANBiJwQ5+F23vAl+Kr1oc9rNHvV2j0RCdf8ARS2tdHbcqybtnrfrlpzDsxS51qSbmmklzZvDjDvir/ekEcxjHf0iLW9ws2nO3Si89cL8qGqNRlZYycjL1SnNS8hKtHuTLIynPM45gDOcZAIb8ERV8KNrzJnGKlSifiqbLmxt5IYVdCzVqxqCn6foZvJHSorVr21SJWg27T2KdTZJHZy0rLMdm00jOdqUjkBzMehypyaui1f9JjiwRNTww2+gMESvFPrQ97V6LQFXaPRHTXPy56KPyRqVNskYBPyR4YIcHDNeEd5K8VXrw2bqUJ2q7R6I9Kn2z0J+SNKlJPIRhBCxw03iHeSvFV68IN0KA7Vdo9EfFJzGGxXkHyxsghf4bLx+BK8VXrwk3Ns87Vdo9Ef/2Q==' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='408px'/></a><br />
This functionality can be overridden, however, with thename attribute. The @Bean and @Configurationannotations will be discussed in depth in the sections below. First, however, we&#8217;ll cover the various ways of creating a spring container using Java-based configuration. Thus in the following example, thecustomerPreferenceDao field first looks for a bean named customerPreferenceDao, then falls back to a primary type match for the type CustomerPreferenceDao.<br />
If you are using Java 5 or later, implement the more fine-grained control available with annotation-based configuration, as described in Section 5.9, “Annotation-based container configuration”. That is, it is possible to declare aCollection type such that it can only contain String elements . Specifying the target bean through the localattribute leverages the ability of the XML parser to validate XML id references within the same file. The value of thelocal attribute must be the same as theid attribute of the target bean. The XML parser issues an error if no matching element is found in the same file.<br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/images/pages/pageIntroduction/introduction.jpg" width="300px" alt="ioc order"/><br />
The stop price triggers a market order and therefore, it is not necessarily the case that the stop price will be the same as the execution price. Trailing stop orders allow you to continuously and automatically keep updating the stop price threshold based on the stock price movement. You request a single order with a dollar offset value or percentage value as the trail and the actual stop price for this order changes as the stock price moves in your favorable way, or stay at the last level otherwise. This way, you don’t need to monitor the price movement and keep sending replace requests to update the stop price close to the latest market movement. This is a set of two orders with the same side (buy/buy or sell/sell) and currently only exit order is supported. In other words, this is the second part of the bracket orders where the entry order is already filled, and you can submit the take-profit and stop-loss in one order submission. To indicate an order is eligible for extended hours trading, you need to supply a boolean parameter named extended_hours to your order request. By setting this parameter as true, the order is will be eligible to execute in the pre-market or after-hours. Using Alpaca Trade API, a user can monitor, place and cancel their orders with Alpaca.<br />
If autowiring is not used in general, it might be confusing to developers to use it to wire only one or two bean definitions. Changing the default setting is not recommended for larger deployments, because specifying collaborators explicitly gives greater control and clarity. You can use compound or nested property names when you set bean properties, as long as all components of the path except the final property name are not null. Supplying all object dependencies means that the object is always returned to client code in a totally initialized state. The disadvantage is that the object becomes less amenable to reconfiguration and re-injection. For details about the mechanism for supplying arguments to the constructor and setting object instance properties after the object is constructed, see Injecting Dependencies. For example, if you have a class called Fooin the com.example package, and thisFoo class has a static inner class called Bar, the value of the&#8217;class&#8217; attribute on a bean definition would be&#8230; Typically, to specify the bean class to be constructed in the case where the container itself directly creates the bean by calling its constructor reflectively, somewhat equivalent to Java code using the new operator. If no name or id is supplied explicitly, the container generates a unique name for that bean.</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/inversion-of-control-and-dependency-injection-with/">Inversion of Control and Dependency Injection with Spring</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Polymath Network POLY live coin price, charts, markets &#038; liquidity</title>
		<link>https://www.barneymcshanerealestate.com/polymath-network-poly-live-coin-price-charts/</link>
		
		<dc:creator><![CDATA[barney]]></dc:creator>
		<pubDate>Thu, 09 Jun 2022 07:57:26 +0000</pubDate>
				<category><![CDATA[Bitcoin Exchange]]></category>
		<guid isPermaLink="false">https://www.barneymcshanerealestate.com/?p=1684</guid>

					<description><![CDATA[<p>Content Polymath POLY Cryptocurrency Polymath coin growth chart on the exchange, chart. High quality illustration Views What Is Polymath Cryptocurrency POLY? The creation of the security tokens is not the only feature of the platform as it also allows users to issue and manage these tokens. The project also has its native POLY token which [&#8230;]</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/polymath-network-poly-live-coin-price-charts/">Polymath Network POLY live coin price, charts, markets &#038; liquidity</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Polymath POLY Cryptocurrency  Polymath coin growth chart on the exchange, chart. High quality illustration</a></li>
<li><a href="#toc-1">Views</a></li>
<li><a href="#toc-2">What Is Polymath Cryptocurrency POLY?</a></li>
</ul>
</div>
<p>The creation of the security tokens is not the only feature of the platform as it also allows users to issue and manage these tokens. The project also has  its native POLY token which plays an important role in the running of the whole ecosystem created by the Polymath Network. There Network’s blockchain is made out of three different layers, each playing an important role in it running properly. The protocol layer would be the first one and it is the one holding smart contracts. The second layer is in charge of creating security tokens as this is where they are created. The next layer is in charge of the network’s governance and is called the Legal layer. This is the place where the creation of templates takes place, they are then used by the network’s lawyers all of whom are accredited. The fact that it works with securities tokens, the network’s platform is a full-stack ST one.</p>
<ul>
<li>The key to this is of course simplifying the legal process behind creating and selling security tokens.</li>
<li>This site is protected by reCAPTCHA and the Google Privacy Policy and Terms of Service apply.</li>
<li>That along with the fact that POLY is being traded daily shows us that the Polymath Network is seen as safe enough to use within the crypto community.</li>
<li>It can also help you calculate potential future earnings as well.</li>
</ul>
<p>In the first quarter of 2019, Polymath announced the launch of Polymesh Blockchain in collaboration with Charles Hoskinson. It was a mission to create the best blockchain platform for security tokens. In the same year, Polymath achieved the milestone of upgrading ST-20 to comply with the ERC 1400 security token standard. The team released the Polymesh whitepaper and documentation of SDK 20 in the initial quarter of March 2020.</p>
<h2 id="toc-0">Polymath POLY Cryptocurrency  Polymath coin growth chart on the exchange, chart. High quality illustration</h2>
<p>Secondly, governance offers methods for addressing, actioning proposals, an operating and governance structure that says Polymesh protects assets from contentious forks during network upgrades. Thirdly, a compliance structure that imposes appropriate rules for creating, issuing, and trading security tokens also, the same design feature helps the user to manage complex restrictions and distribution on-chain. Identity is the most important feature that allows users to create and acquire or sell tokens without a validated identity. In certain instances, security regulations vital investors to confirm their profile before investment, and all the validators must be known and regulated entities. Polymath provides technology to create, issue, and manage security tokens on the blockchain. Over 200 security tokens have been deployed using their Ethereum-based solution and they are now in the midst of launching Polymesh, an institutional-grade blockchain built specifically for regulated assets. Polymath streamlines antiquated processes and opens the door to new financial instruments by solving the inherent challenges with public infrastructure around identity, compliance, confidentiality, and governance. Polymath is a blockchain platform for the issuance and investment of security tokens.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Polymath Network (POLY) went up 13.1 percent in the last 1 minutes on <a href="https://t.co/rgEAV9gIXu">https://t.co/rgEAV9gIXu</a>. <a href="https://twitter.com/hashtag/POLY?src=hash&amp;ref_src=twsrc%5Etfw">#POLY</a>  <a href="https://twitter.com/hashtag/crypto?src=hash&amp;ref_src=twsrc%5Etfw">#crypto</a> <a href="https://twitter.com/hashtag/bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#bitcoin</a> <a href="https://twitter.com/hashtag/cryptocurrency?src=hash&amp;ref_src=twsrc%5Etfw">#cryptocurrency</a> <a href="https://twitter.com/hashtag/btc?src=hash&amp;ref_src=twsrc%5Etfw">#btc</a> <a href="https://twitter.com/hashtag/ethereum?src=hash&amp;ref_src=twsrc%5Etfw">#ethereum</a> <a href="https://twitter.com/hashtag/blockchain?src=hash&amp;ref_src=twsrc%5Etfw">#blockchain</a> <a href="https://twitter.com/hashtag/eth?src=hash&amp;ref_src=twsrc%5Etfw">#eth</a> <a href="https://twitter.com/hashtag/trading?src=hash&amp;ref_src=twsrc%5Etfw">#trading</a> <a href="https://twitter.com/hashtag/altcoin?src=hash&amp;ref_src=twsrc%5Etfw">#altcoin</a> <a href="https://twitter.com/hashtag/binance?src=hash&amp;ref_src=twsrc%5Etfw">#binance</a> <a href="https://twitter.com/hashtag/cryptonews?src=hash&amp;ref_src=twsrc%5Etfw">#cryptonews</a></p>
<p>&mdash; Crypto Alerted (@cryptoalerted) <a href="https://twitter.com/cryptoalerted/status/1533962403758612483?ref_src=twsrc%5Etfw">June 7, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>The development team consists of professionals deeply involved in blockchain technologies and passionate about fixed-income products and technologies in the financial sector. Various international online platforms accept Polymath <a href="https://www.beaxy.com/market/icx/">https://www.beaxy.com/market/icx/</a> for selling products and services. A report suggests that the market will expand to $1.5 trillion in Europe alone by 2024. It will become a huge market that cannot be ignored, but there is still time before then.</p>
<h2 id="toc-1">Views</h2>
<p>$59 million was raisedduring a private token sale to accredited investors. Once it got its foot in the door, Polymath built the road for everyone else in crypto to follow. And CPO Thomas Borrel believes the STO can change the investment industry at its core. Polymath aims to enable securities to migrate to the blockchain.</p>
<p>Integration, although not explicit in most definitions of polymathy, is also a core component of polymathy according to the author. Integration involves the capacity of connecting, articulating, concatenating or synthesizing different conceptual networks, which in non-polymathic persons might be segregated. In addition, integration can happen at the personality level, when the person is able to integrate their diverse activities in a synergic whole, which can also mean a psychic integration. Bharath Sriraman, of the University of Montana, also investigated the role of polymathy in education.</p>
<p>For example Da Vinci advanced multiple fields by applying mathematical principles to each. Polymath spearheaded the creation of ERC-1400, a unified security token standard on Ethereum that complies with all legal regulations and obligations, and released the first version of such a token in late 2018. The ERC-1400 standard provides increased transparency for investors regarding their ownership rights to reduce the risk of fraud and improve regulatory acceptance. Polymath facilitates the law process in which tokens are created and sold. Read more about <a href="https://www.beaxy.com/glossary/eli5/">explain like im five</a> here. It sets a new standard, the ST20, and enforces compliance with the government.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Here&#8217;s an all-inclusive Polymath coin price prediction from 2022 to 2031 for those investors who want to invest in cryptocurrency with good sense.</p>
<p> <a href="https://t.co/hw11uV2UWz">https://t.co/hw11uV2UWz</a> from <a href="https://twitter.com/istarsoft?ref_src=twsrc%5Etfw">@istarsoft</a></p>
<p>&mdash; JaniceLiao (@JaniceLiao666) <a href="https://twitter.com/JaniceLiao666/status/1529452974816505856?ref_src=twsrc%5Etfw">May 25, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Within any one perspective, a question may seem to have a straightforward, settled answer. Someone aware of different, contrasting answers will be more open-minded and aware of the limitations of their own knowledge. The importance of recognising these limitations is a theme that Ahmed finds in many thinkers, including Confucius, ʿAlī ibn Abī Ṭālib, and Nicolas of Cusa. He calls it &#8220;the essential mark of the polymath.&#8221; A further argument for multiple approaches is that a polymath does not see diverse approaches as diverse, because they see connections where other people see differences.</p>
<p>This means that you are not required to have any knowledge or experience in the field to be able to issue a token of your own. The POLY token  is used by users to pay for any services including the creation of tokens and transaction fees as well. Since Polymath’s technology focuses on bringing efficiency and transparency across all of its products, it allows issuing tradable tokens that comply with securities laws of various regions. For example, with its help, users can tokenize traditionally illiquid assets such as private placements, real estate, or fine art. In addition, companies and protocols can tokenize their assets or convert their traditional investment currencies to security tokens to make them more attractive to stakeholders. Besides, with Polymath, users can tokenize and legally register stocks and bonds to enable transactions at lower trading costs. The creation of traditional digital assets as well as stablecoins is also possible. Polymesh blockchain technology is focused on four key design principles to solve the problems of regulators and institutions to enhance the functioning of the security token. Firstly, confidentiality protects information and ownership privacy; furthermore, Polymath provides precise reporting and auditing mechanisms.<br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="309px" alt="polymath cryptocurrency"/><br />
This particular repository is the implementation of a system that allows for the creation of ST-20-compatible tokens. This system has a modular design that promotes a variety of pluggable components for various types of issuances, legal requirements, and offering processes. Smart extensions are pillars of security tokens on Polymesh. Smart extensions allow issuers to program-specific rules into security tokens. The feature solves issuers’ need for functionality and regulators’ compliance. Specifically, capital distribution, record keeping, corporate governance financial primitives can be adapted using smart extensions. POLY utility tokens are used to pay for services and make transactions. Only accredited investors can use POLY to buy security tokens, but anyone can buy POLY on ERC-20 marketplaces.</p>
<h2 id="toc-4">Learn how to buy Polymath POLY on 7+ crypto exchanges in our step</h2>
<p>Keep in mind that both of those fees tend to vary from one exchange to another. The project is designed in a way that it may bring a better option for token securities as it overcomes certain inefficiencies tied to them. Their main focus is to bring more investors to the fold, something which will play a key role in Polymath reaching its full potential. With all that being said, remember that the crypto world can be extremely volatile so it is no large surprise that experts are divided on the future of the platform.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Is a polymath a genius?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Genius can refer to a singular faculty of an individual (monomath) or it can refer to the individual as a whole (polymath). The genesis of the word itself comes from Roman times, and originally referred to a deceased family ancestor, the guiding deity or spirit of a person or place.</p>
</div></div>
</div>
<p>In fact, ICO tokens that have been sold by legitimate projects have seen a meteoric rise in the market, more often than not. ICO is actually an attractive way for projects to raise funds quickly, and reach a wider population of investors. Used with care, ICO is the best method for blockchain projects to gain market traction and to accelerate their growth. Polymath is the name for both the organisation and its proprietary technology for creating, issuing, and managing digital securities on the Ethereum blockchain. Freewallet ensures solid protection for your crypto assets, providing encryption of private keys, and combines it with reliable security measures.</p>
<div style='border: black solid 1px;padding: 15px;'>
<h3>Polymath Moves Security Token Platform Off Ethereum and Onto Parity&#8217;s Substrate &#8211; CoinDesk</h3>
<p>Polymath Moves Security Token Platform Off Ethereum and Onto Parity&#8217;s Substrate.</p>
<p>Posted: Wed, 20 Nov 2019 08:00:00 GMT [<a href='https://www.coindesk.com/tech/2019/11/20/polymath-moves-security-token-platform-off-ethereum-and-onto-paritys-substrate/' rel="nofollow">source</a>]</p>
</div>
<p>Many blockchain-based projects sound appealing and have a high number of users, but many struggle to connect with the regulated world. Companies that wish to sell equities, for example, must work with lawyers to verify the company’s financial condition and to register with the regulators. On the other hand, smart contracts work at the transactional level. Because monetary value is attached to the ICO token at launch, investors are more likely to value them for speculative trades.</p>
<p>It&#8217;s our hope that your item gets where it&#8217;s going as soon as possible, but given the factors involved, this is only an estimate. Polymath produces its own wallet software that is available for download on its website, which allows you to store Polymath on your computer. The trading volume of Polymath is 14,046,638 in the last 24 hours. As of now, Polymath is the only one that can add or register a module factory to the module registry. Security Token Registry &#8211; This registry tells us which tokens and tickers have been registered to it. This allows us to prevent people from reserving the same ticker as another issuer as well checking for inputs such as making sure it is a maximum of 10 characters and what the expiry date is on the respective ticker. After it expires someone else can go ahead and reserve it or they you can re-register it. ST-20 tokens must implement a verifyTransfer method which will be called when attempting to execute a transfer or transferFrom method. The verifyTransfer method will determine whether that transaction can be completed or not.</p>
<p>This means while Polymath enables security offerings, its own native token is a utility token itself. It claims to be a pioneer in creating a unified standard security token on the Ethereum network, ERC 1400. It said it has already deployed more than 200 tokens using the ETH-based solution. However, there are questions about demand, as it said only 12 of those tokens had &#8220;more than 5 token holders.&#8221; Charles will be Polymesh’s “co-architect,” according to a press statement. According to Housser, 74 percent of the locked-up tokens will come from those designated for the company and 26 percent will come from those designated for the founders. Per the terms of POLY’s smart contract, tokens are released for use periodically through 2022, but the team is redirecting part of these to a new smart contract that will hold them until January 1, 2024. The POLY token can be bought and traded on leading cryptocurrency exchanges such as Binance, DigiFinex, BingX, Phemex, Upbit, Coinbase, and Hotcoin Global. As mentioned before, investors looking to own equities or other types of security must pay in POLY to verify their identity using standard KYC and AML protocols.<br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="309px" alt="polymath cryptocurrency"/></p>
<p>The post <a href="https://www.barneymcshanerealestate.com/polymath-network-poly-live-coin-price-charts/">Polymath Network POLY live coin price, charts, markets &#038; liquidity</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Bitcoin To Usd</title>
		<link>https://www.barneymcshanerealestate.com/bitcoin-to-usd/</link>
		
		<dc:creator><![CDATA[barney]]></dc:creator>
		<pubDate>Mon, 25 Oct 2021 11:58:37 +0000</pubDate>
				<category><![CDATA[Bitcoin Exchange]]></category>
		<guid isPermaLink="false">https://www.barneymcshanerealestate.com/?p=1697</guid>

					<description><![CDATA[<p>PrimeXBT products are complex instruments and come with a high risk of losing money rapidly due to leverage. You should consider whether you understand how these products work and whether you can afford to take the high risk of losing your money. This means that you are able to leverage your investment by opening positions [&#8230;]</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/bitcoin-to-usd/">Bitcoin To Usd</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>PrimeXBT products are complex instruments and come with a high risk of losing money rapidly due to leverage. You should consider whether you understand how these products work and whether you can afford to take the high risk of losing your money. This means that you are able to leverage your investment by opening positions of larger size than the funds you have to deposit. Margin requirements vary from instrument to instrument and can be changed at any time to reflect market conditions. The best day to change Bitcoin in US dollars was the Tuesday, 9 November 2021.</p>
<ul>
<li>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.</li>
<li>Data may be intentionally delayed pursuant to supplier requirements.</li>
<li>Past performance is not necessarily an indicator of future results.</li>
</ul>
<p>But with the infamous Mt Gox hack, China announcing its first ban on crypto and other situations, it took a further four years for the BTC price to return to above $1,000 again. Once that level was passed, however, bitcoin’s price continued to surge dramatically throughout 2017 until BTC peaked at its previous long-standing all-time high of $19,850. In February 2011, BTC’s price reached parity with the U.S dollar for the first time. The milestone encouraged new investors into the market, and over the next four months, bitcoin’s price continued to rise – peaking at over $30. A soft fork is a change to the Bitcoin protocol wherein only previously valid blocks/transactions are made invalid. Since old nodes will recognise the new blocks as valid, a soft fork is backward-compatible. This kind of fork requires only a majority of the miners upgrading to enforce the new rules. Please note that technical indicators don’t provide a full representation of what’s happening in the cryptocurrency market. Before making the decision to buy or sell any cryptocurrency, you should carefully consider both technical and fundamental factors, as well as your financial situation.<br />
No more bitcoin can be created and units of bitcoin cannot be destroyed. I&#8217;ve made countless analyses in the past pointing out the high correlation between Bitcoin and the stock markets. In that context, I was running a few regressions of BTC against Dow Jones in particular and found an indicator that has spotted all of Bitcoin&#8217;s historic market bottoms with 100% accuracy. If you are new to crypto, use CoinMarketCap’s own educational portal — Alexandria — to learn how to start buying Bitcoin and other cryptocurrencies. Although HODLers will probably not notice a big impact, Taproot could become a key milestone to equipping the network with smart contract functionality. In particular, Schnorr Signatures would lay the foundation for more complex applications to be built on top of the existing blockchain, as users start switching to Taproot addresses primarily.<br />
Sell Bitcoin at the best price and with the lowest fees, convert BTC in USD in one click and withdraw funds on your bank account. With AvaTrade, you do not need to create a wallet to trade cryptocurrency. In the BTCUSD pair, Bitcoin is the base currency, while the US dollar is the quote currency. When, for instance, the price of the BTCUSD pair is 10,000, it means that one would require 10,000 US dollars to acquire 1 Bitcoin.</p>
<h2>Bitcoin Price Calculator</h2>
<p>Enter an amount on the right-hand input field, to see the equivalent amount in Bitcoin on the left. To distinguish it from other dollar-based currencies, it is designated with the symbol $ or US$. The United States dollar is the most widely used currency in the world and is regarded a benchmark currency. The listings that appear on this page are from companies from which this website and Bankrate may receive compensation, which may impact how, where and in what order products appear.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="tr" dir="ltr"><a href="https://twitter.com/el33th4xor?ref_src=twsrc%5Etfw">@el33th4xor</a>,  Projede <a href="https://twitter.com/bit_gossip?ref_src=twsrc%5Etfw">@bit_gossip</a> gibi sabıkalı bir ismin olması güven kaybına neden oluyor. Beaxy gibi dandik projeleri para karşılığı cilalayıp parlatıp kendisine güvenen çok sayıda kişinin batmasına sebep olmuş birinin Avalanche takımında ne işi var?</p>
<p>&mdash; ArtForz (@__artforz__) <a href="https://twitter.com/__artforz__/status/1452976072321114115?ref_src=twsrc%5Etfw">October 26, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>While the size of the digital currency’s market capitalization pales in comparison with that of any major or minor fiat currency, Bitcoin acceptance has been growing. As the acceptance of Bitcoin grows it becomes more commonplace as a currency, a store of value, and as a trading asset. This will only increase in the future, so by learning to trade BTC/USD now you are future-proofing your trading career. Plus cryptocurrencies like Bitcoin are one of the few markets available for trading on the weekend. By exchanging BTC against fiat currencies (such as the U.S. dollar or Japanese yen) or using them as payment for goods and services, Bitcoin can be earned or received in various ways. BTC considers as the most popular cryptocurrency, and on the other side, USD is the most demanding fiat currency globally. Today, almost every fiat currency has been paired with the BTC, including BTC to PHP, BTC to INR, BTC to NGN, BTC to THB, BTC to CAD, BTC to PKR, BTC to IDR and many more in the queue. The given all are fiat currency and the most widespread pairs in the market. CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups.</p>
<h2>What Is Bitcoins Role As A Store Of Value?</h2>
<p>These percentages show how much the exchange rate has fluctuated over the last 30 and 90-day periods. These are the lowest points the exchange rate has been at in the last 30 and 90-day periods. These are the highest points the exchange rate has been at in the last 30 and 90-day periods. They are in favor of smaller bitcoin blocks, which they say are less vulnerable to hacking. On the other side are the miners, who want to increase the size of blocks to make the network faster and more scalable.<br />
Mt Pelerin does not offer services in relation to cryptocurrencies to US persons. Also known as the ‘greenback’, the US dollar is the greatest reserve held currency in the world. The USD is also the denominator for major commodities such as gold, silver and crude oil in the global markets. As the official currency of the United States, also the world’s largest economy, the USD is the most stable and liquid currency in the world that has rightly earned the title ‘king of currencies’.<br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="302px" alt="$btc to usd"/><br />
Any data, text or other content on this page is provided as general market information and not as investment advice. Past performance is not necessarily an indicator of future results. CoinDesk is an independently managed media company, wholly owned by the Digital Currency Group, which invests in cryptocurrencies and blockchain startups. DCG has no operational input into the selection or duration of CoinDesk content in all its forms. Every 210,000 blocks, or about once every four years, the number of bitcoin received from each block reward is halved to gradually reduce the number of bitcoin entering the space over time. As of 2021, miners receive 6.25 bitcoins each time they mine a new block. The next bitcoin halving is expected to occur in 2024 and will see bitcoin block rewards drop to 3.125 bitcoins per block. As the supply of new bitcoin entering the market gets smaller, it will make buying bitcoin more competitive – assuming demand for bitcoin remains high. Bitcoin is the first decentralized, peer-to-peer digital currency. One of its most important functions is that it is used as a decentralized store of value.<br />
This indicator uses a combination of price action and trading volume to analyze the market. Originally developed for the stock markets it has also been used successfully in forex trading. It also uses a comparison with Ethereum, the second largest cryptocurrency. Basically it looks for divergences between price action in Bitcoin and Ethereum, such as a breakout in one, but not the other. A breakout in Ethereum first indicates the same will be coming for Bitcoin, and the OBV is used to confirm that.<br />
A decentralized ledger that is updated instantaneously across all users, with transaction times and fees depending upon the speed which miners are able to verify transactions. The Blockchain technology is unique as it has no centralized control or the ability to manipulate its content. We&#8217;ll immediately convert your BTC into USD and transfer them to your bank account. There is a realistic expectation of this happening with major institutions now among the big players in cryptocurrencies as well as the underlying blockchain technology.</p>
<p>This table does not include all companies or all available products. Neither Bankrate nor this website endorses or recommends any companies or products. Interactive chart tracking the current and historical value of Bitcoin in U.S. The current price of Bitcoin in USD as of December 31, 1969 is 0.00.<br />
Currency traders are familiar with the major currency pairs, and often a good number of the minor pairs. More experienced traders are also likely familiar with a number of exotic pairs as well. But the BTC/USD pair is something of a mystery to currency traders, and that’s because one of the components isn’t a traditional fiat currency. BTC/USD refers to the pairing of the leading cryptocurrency Bitcoin with the U.S. dollar. It’s a very new currency pair, and one that has generated much excitement over the past decade. If you aren’t familiar with BTC/USD you should take some time to learn about it now.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Beaxy recent activity:</p>
<p>Volume Rank: 307 out of 524<br />24H Volume: $24,822.17<br />30D Volume: 8,278,013.03<a href="https://t.co/tfQkra3KY9">https://t.co/tfQkra3KY9</a><a href="https://twitter.com/search?q=%24beaxy&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$beaxy</a> <a href="https://twitter.com/hashtag/LunarCrush?src=hash&amp;ref_src=twsrc%5Etfw">#LunarCrush</a> <a href="https://twitter.com/hashtag/LunarShare?src=hash&amp;ref_src=twsrc%5Etfw">#LunarShare</a></p>
<p>&mdash; Mohomod Ali (@akash7640) <a href="https://twitter.com/akash7640/status/1453163798030741506?ref_src=twsrc%5Etfw">October 27, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>This also ensures that the value remains or continues to increase. Mt Pelerin is a financial intermediary duly affiliated with VQF (), a Self-Regulatory Organisation officially recognised by Switzerland&#8217;s Federal Financial Market Supervisory Authority . Those persons interested in acquiring cryptocurrencies should inform themselves as to the applicable law within the countries of their nationality, residence, ordinary residence or domicile for such acquisition. There may be restrictions in certain countries as to whom may acquire cryptocurrencies.<br />
Bitcoin is secured with the SHA-256 algorithm, which belongs to the SHA-2 family of hashing algorithms, which is also used by its fork Bitcoin Cash , as well as several other cryptocurrencies. Bitcoin’s most unique advantage comes from the fact that it was the very first cryptocurrency to appear on the market. Some concepts for a similar type of a decentralized electronic currency precede BTC, but Bitcoin holds the distinction of being the first-ever cryptocurrency to come into actual use. There are many altcoins in the market, and investors need to clear out how altcoin differs from Bitcoin <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> and what it can offer by comparing all altcoins with Bitcoin. Some are Ethereum vs Bitcoin, Tether vs Bitcoin, BNB vs Bitcoin, USD Coin vs Bitcoin, XRP vs Bitcoin, Cardano vs Bitcoin, Solana vs Bitcoin, Terra vs Bitcoin, Avalanche vs Bitcoin. Bitcoin doesn&#8217;t have a history of being already mined, ie no coins have been mined before it went public. But the competition has been very low in earlier times than it is now. Compare Bitcoin to gold and other precious metals by checking out the converters for Bitcoin to gold, Bitcoin to silver, Bitcoin to platinum, and Bitcoin to palladium.</p>
<p>Good headlines will push the BTCUSD price higher, while bad headlines will pressure it lower. The Bitcoin price page is part of Crypto.com Price Index that features price history, price ticker, market cap, and live charts for the top cryptocurrencies. Unlike US dollars, whose buying power the Fed can dilute by printing more greenbacks, there simply won&#8217;t be more bitcoin available in the future. That has worried some skeptics, as it means a hack could be catastrophic in wiping out people&#8217;s bitcoin wallets, with less hope for reimbursement. The most popular wallets for cryptocurrency include both hot and cold wallets. Cryptocurrency wallets vary from hot wallets and cold wallets.<br />
<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='400px'/></a><br />
The country instituted a ban on financial institutions and payment services companies offering crypto-related services and even made some mass arrests on people using cryptocurrencies in controversial ways. China is a significant country for Bitcoin, with almost 50% of miners domiciled there. The recent crackdown dented Bitcoin’s infrastructure, which subsequently weighed heavily on the price of the coin. But it is not only negative regulation that is making headlines. There have been positive headlines hitting the wires too – the US levies capital gains tax on cryptocurrencies, which implies a positive step. Launched in 2008, Bitcoin was the first and remains the most popular cryptocurrency. Unlike traditional fiat currencies, which are backed by trusted third parties such as banks and governments, cryptocurrencies are decentralised and backed by peer-to-peer technology. At the core of cryptocurrencies is the blockchain technology hat serves a secure and accurate public ledger of all transactions. By design, there will only ever be 21 million bitcoins, and as of the beginning of 2020, more than 85% of this amount had already been mined. As the largest cryptocurrency by far Bitcoin should be of great interest to currency traders.</p>
<p>If you are new to crypto, use the Crypto.com 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. Live tracking and notifications + flexible delivery and payment options. Until just before the decision, the solution known as Segwit2x, which would double the size of bitcoin blocks to 2 megabytes, seemed to have universal support. But while fraudulent credit-card purchases are reversible, bitcoin transactions are not. Each bitcoin has a complicated ID, known as a hexadecimal code, that is many times more difficult to steal than someone&#8217;s credit-card information. And since there is a finite number to be accounted for, there is less of a chance bitcoin or fractions of a bitcoin will go missing. Stocks traded up and down all day, as investors look to earnings reports from Netflix, Tesla, and other big companies coming later this week. Our new digital magazine goes beyond the daily headlines to put crypto and blockchain developments in perspective. There are also a number of initiatives including the Crypto Climate Accord and the Bitcoin Mining Council that aim to improve Bitcoin’s carbon footprint by encouraging miners to use renewable sources of energy.<br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/images/pages/pageHome/calc-bullit-first.webp" width="306px" alt="$btc to usd"/><br />
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. In addition, it&#8217;s the only form of money users can theoretically &#8220;mine&#8221; themselves, if they have the ability. In order to incentivize the distributed network of people verifying bitcoin transactions , a fee is attached to each transaction. The fee is awarded to whichever miner adds the transaction to a new block. Fees work on a first-price auction system, where the higher the fee attached to the transaction, the more likely a miner will process that transaction first. Over 2018, the entire crypto market plunged into what is now known as the “crypto winter” – a yearlong bear market. When the cryptocurrency was launched at the beginning of 2009, as Satoshi Nakamoto mined the bitcoin genesis block (the first-ever block on the Bitcoin blockchain), 50 BTC entered circulation at a price of $0.00.<br />
Alternatively, you can choose a specific source from the settings menu. See the Bitcoin exchange rate i.e. the current value of one bitcoin. The very nature of Bitcoin’s decentralized blockchain means that the payment system runs 24-hours a day, <a href="https://www.beaxy.com/market/btc/">bitcoin price</a> with no downtime and has no restrictions on where and to whom Bitcoin can be sent. The creation of each individual Bitcoin comes from mining, which stems from a reward mechanism for miners verifying transactions on Bitcoin’s blockchain.<br />
A limit order can then be placed just above the BTC/USD resistance level. This appetite for electricity has drawn widespread criticism from celebrities such as Tesla CEO Elon Musk to government bodies such as China’s State Council and the U.S. But while the electricity figures are alarmingly high, it’s important to note that bitcoin mining at most accounts for 1.29% of any single country’s energy consumption. Bitcoin is the world’s most traded cryptocurrency, representing a huge slice of the crypto market pie. It was the first digital coin and, as such, remains the most famous and widely-adopted cryptocurrency in the world. The original gangster in whose footsteps all other coins must follow. The birth of Bitcoin was the genesis for an entirely new asset class, and a huge step away from forms of centralized control. Today, many advocates believe Bitcoin will be the inevitable future for the entire global financial system, although this – of course – remains to be seen. The current valuation of Bitcoin is constantly moving, all day every day. From a start of under one cent per coin, BTC has risen in price by thousands of percent to the numbers you see above.<br />
The cryptocurrency market is also highly volatile, which means it may not be suitable for investors with a low risk tolerance. Unlike fiat money, there are no physical Bitcoins, just balances of Bitcoins that are recorded on Bitcoin’s blockchain which is a decentralized, public ledger. The worst day to change Bitcoin in US dollars was the Tuesday, 20 July 2021. The Bitcoin blockchain is a database, the so-called ‘ledger’, that consists of bitcoin transaction records. For new transactions to be added to the ledger, the nodes must agree that the transaction is real and valid. The blockchain is public and contains records of all the transactions taking place. As people look for alternative places to keep their money rather than losing value in a negative interest rate account, Bitcoin becomes more appealing. Big global companies, such as Tesla and MicroStrategy already purchased serious amounts of Bitcoin. And it&#8217;s only a matter of time that other companies will follow.<br />
As an example, you have acquired Bitcoin at different prices, which makes it difficult to identify the individual purchasing prices. Bitcoin is secured using the SHA-256 algorithm, which falls to the SHA-2 family of hashing algorithms, and is also used by its fork Bitcoin Cash , along with several other cryptocurrencies. Cryptocurrency instruments are not available to UK retail clients. Enter the number of bitcoins you have, and watch their value fluctuate over time. You can use Bitcoin to send money to anyone via the Internet with no middleman. An overview showing the statistics of Bitcoin, such as the base and quote currency, the rank, and trading volume.<br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/images/pages/pageHome/calc-bullit-second.webp" width="308px" alt="$btc to usd"/><br />
Keep in mind that trading with margin may be subject to taxation. You are solely responsible for withholding, collecting, reporting, paying, settling and/or remitting any and all taxes to the appropriate tax authorities in such jurisdiction in which You may be liable to pay tax. PrimeXBT shall not be responsible for withholding, collecting, reporting, paying, settling and/or remitting any taxes which may arise from Your participation in the trading with margin. History of daily rates BTC /USD since Wednesday, 24 March 2021. View the total and circulating supply of Bitcoin, including details on how the supplies are calculated. Mt Pelerin Group SA is a company established in Switzerland since 2018, with offices in Neuchâtel and Geneva. We are an authorized financial intermediary, which means that our processes are regularly audited by an external and independent entity. We are affiliated with SRO-member VQF, an officially recognized self-regulatory organization according to the Anti-Money Laundering Act by FINMA, the Swiss financial market supervisory authority. See our pricing page to see the different limits to sell Bitcoin by bank transfer, with or without KYC. Yes, there is a minimum cash out value of CHF25 to withdraw Bitcoin in USD by bank transfer with Mt Pelerin.<br />
This scarcity has always fuelled the demand for Bitcoin, and it is one of the key reasons why its value started at a measly $0.003 in its early days and exploded to above 5-digits within a few years. The retail investing public took notice of Bitcoin in 2017 when it quickly accelerated above $10,000 and managed to print a then-high of just below $20,000. The 2017 massive rally was driven by increasing demand from retail traders who were keen not to miss out on the abnormal price gains which the primary cryptocurrency continually posted. Given that Bitcoin was the first cryptocurrency to surface in the market, the other digital currencies that emerged are referred to as altcoins. To check Bitcoin 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. Intraday Data provided by FACTSET and subject to terms of use. Real-time last sale data for U.S. stock quotes reflect trades reported through Nasdaq only. Intraday data delayed at least 15 minutes or per exchange requirements. The new software has all the history of the old platform; however, bitcoin cash blocks have a capacity 8 megabytes.<br />
Libertex MetaTrader 4 trading platform The #1 professional trading platform. Research &#038; market reviews new Get trading insights from our analytical reports and premium market reviews. FAQ Get answers to popular questions about the platform and trading conditions. It’s free to open an account, and there is no obligation to fund or trade. Founder Satoshi Nakamoto is reported to own in excess of 4% of total Bitcoins that can ever hit circulation. Bitcoin was invented in 2009, by Satoshi Nakamoto, whose true identity had yet to be released. Bitcoin.org was registered on 18th August 2008, shortly prior to the first Bitcoin block being mined on 3rd January 2009. Continue reading this blog article on how to buy your first bitcoin. In 2008, Bitcoin was invented by an anonymous person or group named Satoshi Nakamoto.</p>
<p>The post <a href="https://www.barneymcshanerealestate.com/bitcoin-to-usd/">Bitcoin To Usd</a> appeared first on <a href="https://www.barneymcshanerealestate.com">REAL ESTATE EXPERT</a>.</p>
]]></content:encoded>
					
		
		
			</item>
	</channel>
</rss>
