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		<title>Encryption Algorithms Explained With Examples</title>
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		<description><![CDATA[<p class="toctitle" style="font-weight: 700;text-align: center;">Содержание</p> How Encryption Works Key Takeaways Encryption Algorithms Explained With Examples Asymmetric Key: Explaining The Crypto In Cryptocurrency A Quick Guide To Modern Cryptography Cryptography And Its Types <p>Attackers can bypass cryptography, hack into computers that are responsible for data encryption and decryption, and exploit weak implementations, such as the use of default keys. However, cryptography makes it harder for attackers to access messages and data protected by encryption algorithms. Perhaps the most ingenious and influential development in modern cryptography is the asymmetric key pair, also referred to as public-private key pairs. The basic idea is that two keys are generated, one for encrypting and one for decrypting. The encryption key is safe to distribute, the decryption key is kept private. After the cipher is created with the correct symmetric or asymmetric algorithm, it is initialized for encryption or decryption with a key.</p> It contains documentation and a Java Archive file [...]]]></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;">Содержание</p>
<ul class="toc_list">
<li><a href="#toc-0">How Encryption Works</a></li>
<li><a href="#toc-1">Key Takeaways</a></li>
<li><a href="#toc-2">Encryption Algorithms Explained With Examples</a></li>
<li><a href="#toc-3">Asymmetric Key:</a></li>
<li><a href="#toc-4">Explaining The Crypto In Cryptocurrency</a></li>
<li><a href="#toc-5">A Quick Guide To Modern Cryptography</a></li>
<li><a href="#toc-7">Cryptography And Its Types</a></li>
</ul>
</div>
<p>Attackers can bypass cryptography, hack into computers that are responsible for data encryption and decryption, and exploit weak implementations, such as the use of default keys. However, cryptography makes it harder for attackers to access messages and data protected by encryption algorithms. Perhaps the most ingenious and influential development in modern cryptography is the asymmetric key pair, also referred to as public-private key pairs. The basic idea is that two keys are generated, one for encrypting and one for decrypting. The encryption key is safe to distribute, the decryption key is kept private. After the cipher is created with the correct symmetric or asymmetric algorithm, it is initialized for encryption or decryption with a key.</p>
<ul>
<li>It contains documentation and a Java Archive file with the cryptographic APIs and a cryptographic service provider.</li>
<li>In this method, a person can encrypt a message using the receiver’s public key, but it can be decrypted only by the receiver&#8217;s private key.</li>
<li>A hash is a function that converts an input of letters and numbers into an encrypted output of a fixed length.</li>
<li>The most popular symmetric key cryptography system is Data Encryption System.</li>
<li>Using the documentation in the download, convert the pseudo code to source code.</li>
</ul>
<p>One estimate says that recovering the prime factors of a 1024-bit number would take a year on a machine which cost $10 million. Doubling the size would exponentially increase the amount of work needed . Thus, assuming this was implemented correctly, it&#8217;s relatively easy to do the math required to create the key, but is extremely difficult and time consuming to do the math required to try to break the key by brute forcing it. Multiple variations of the above methods with desired levels of customization can be implemented across various applications of cryptography. Encryption underlies the security and functionality of decentralized cryptocurrencies, such as Bitcoin.</p>
<h2 id="toc-0">How Encryption Works</h2>
<p>We also reference original research from other reputable publishers where appropriate. You can learn more about the standards we follow in producing accurate, unbiased content in oureditorial policy. Encryption makes it more difficult for a company to analyze its own data using either standard means or artificial intelligence. And being able to analyze data quickly can sometimes mean the difference between which of two competing companies gains a market advantage; this partly explains why companies resist encrypting data. Encryption is a means of securing data by encoding it mathematically such that it can only be read, or decrypted, by those with the correct key or cipher. Information can only be accessed by the person for whom it is intended and no other person except him can access it.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2021/03/9042e4af-ae1c-46bd-b3fa-ff2a06abf045.jpg" width="308px%" alt="What is cryptography with example"/></p>
<p>Symmetric-key encryption are algorithms which use the same cryptographic keys for both encryption of plaintext and decryption of ciphertext. A message sent over the network is transformed <a href="https://xcritical.com/blog/what-is-cryptography-and-how-does-it-work/">what is cryptography</a> into an unrecognizable encrypted message known as data encryption. At the receiving end, the received message is converted to its original form known as decryption.</p>
<p>This new form of the message is entirely different from the original message. That’s why a hacker is not able to read the data as senders use an encryption algorithm. Because asymmetric encryption is generally slower than symmetric encryption, and doesn&#8217;t scale as well, using asymmetric encryption to securely exchange symmetric keys is very common. Technically there are two RSA algorithms (one used for digital signatures, and one used for asymmetric encryption.) &#8211; this article covers the asymmetric encryption algorithm. Encryption is a means of securing digital data using one or more mathematical techniques, along with a password or &#8220;key&#8221; used to decrypt the information. The encryption process translates information using an algorithm that makes the original information unreadable.</p>
<p>Only programs with the key to turn the cipher text back to original text can decrypt the protected information. The same algorithm with the same key is used for both the encryption-decryption processes. However, luckily for those who have to worry about nation-state attackers, there is a different way to achieve the DH key exchange using elliptic curve cryptography . This is out of the scope of this article, but if you&#8217;re interested in learning more about the math behind this exchange, check out this article. Additionally, there was an attack demonstrated in 2015 which showed that when the same prime numbers were used by many servers as the beginning of the key exchange, the overall security of Diffie-Hellman was lower than expected.</p>
<h2 id="toc-1">Key Takeaways</h2>
<p>In other words, it only allows you to see the communications that are being used now . Since each set of communications has a different secret key, you would have to crack them all separately. Encryption is encoding messages with the intent of only allowing the intended recipient to understand the meaning of the message. It is a two way function (you need to be able to undo whatever scrambling you’ve done to the message). Cryptographic hash functions combine message-passing capabilities with security properties. The Advanced Encryption Standard is a protocol for data encryption created in 2001 by the U.S.</p>
<p>This relies upon the idea that it&#8217;s relatively easy to mix two colors together, but it is very difficult to separate them in order to find the secret color. Cryptography, at its most basic, is the science of using codes and ciphers to protect messages. Today, 128-bit encryption is standard, but most banks, militaries, and governments use 256-bit encryption. In recent times, cryptography has turned into a battleground of some of the world&#8217;s best mathematicians and computer scientists. The ability to securely store and transfer sensitive information has proved a critical factor in success in war and business.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2020/11/crm-software.jpg" width="302px%" alt="What is cryptography with example"/></p>
<p>Even if an attacker gains access to the database, the passwords are secure. The encrypt method creates a cipher and session key, and uses the session key with the cipher to encrypt the credit card number. Public key cryptography is an encryption system which is based on two pairs of keys. If you&#8217;re looking for a general background on the difference between symmetric and asymmetric algorithms and a general overview of what encryption is, start here.</p>
<p>If you are within the United States or Canada, you can download the javax.crypto package from the Products &#038; APIs page. It contains documentation and a Java Archive file with the cryptographic APIs and a cryptographic service provider. A cryptographic service provider is a package or set of packages that supplies a concrete implementation <a href="https://xcritical.com/">https://xcritical.com/</a> of a cryptographic algorithm. To safely send the credit card number over the net, the example program gets the plain text credit card number entered by the end user and passes the credit card number to its encrypt method. Encryption is the process of applying a key to plain text that transforms that plain text into unintelligible text.</p>
<h2 id="toc-2">Encryption Algorithms Explained With Examples</h2>
<p>The origin of cryptography is usually dated from about 2000 B.C., with the Egyptian practice of hieroglyphics. These consisted of complex pictograms, the full meaning of which was only known to an elite few. The creator/sender of the information cannot deny at a later stage their intentions in the creation or transmission of the information. Although there is much complexity involved, understanding the lay of the land is increasingly valuable to all of us, programmers and non-programmers alike. A famous example of a symmetric cipher is the Enigma machine employed during WWII. Shifting four places in the alphabet is very obvious, and not secure.</p>
<p>This led to a 128-bit system as the standard encryption length for web browsers. However, the internet has allowed the spread of powerful programs and, more importantly, the underlying techniques of cryptography, so that today many of the most advanced cryptosystems and ideas are now in the public domain. Blockchains and the systems built on them are essential cryptographic structures.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2019/11/forex-crm.jpg" width="301px%" alt="What is cryptography with example"/></p>
<p>But so long as the private key is kept private, it is practically impossible to break the encryption. Besides numerous in-the-wild exploits that have been brought to light, the security of even the most secure public-private key pair is based on how long it would take to reverse the process of factoring the numbers involved. Under this system a pair of keys is used to encrypt and decrypt information.</p>
<p>The creator/sender of information cannot deny his or her intention to send information at later stage. Research shows 23 live open radio access network deployments and 24 standalone 5G networks in addition to almost 2,000 cities in &#8230; Microsoft has aimed its latest Windows 11 features at helping IT staff automate updates, secure corporate data and assist workers&#8230;</p>
<h2 id="toc-3">Asymmetric Key:</h2>
<p>With the advent of computers and attendant advancements in mathematics, the possibilities of encryption grew more complex. Many new techniques arose, but among the most fundamental is what is known as a one-way function (which includes one-way hashes, for generating fixed-length output). Like the name suggests, a one-way function works in only one direction. Cryptography before the advent of computers relied on the use of ciphers.</p>
<p>Security and privacy remain a stumbling block for cloud computing, according to information experts at the Trust in the Digital &#8230; The information cannot be understood by anyone for whom it was unintended.</p>
<h2 id="toc-4">Explaining The Crypto In Cryptocurrency</h2>
<p>The first known use of a modern cipher was by Julius Caesar (100 B.C. to 44 B.C.), who did not trust his messengers when communicating with his governors and officers. For this reason, he created a system in which each character in his messages was replaced by a character three positions ahead of it in the Roman alphabet. Procedures and protocols that meet some or all of the above criteria are known as cryptosystems.</p>
<p>One way to keep credit card and other proprietary information secure when sending it over the net is to encrypt it. This occurred because millions of servers were using the same prime numbers for key exchanges. Precomputing this type of attack still requires either academic or nation-state level resources and is unlikely to impact the vast majority of people. Diffie-Hellman solved this problem by allowing strangers to exchange information over public channels which can be used to form a shared key. A shared key is difficult to crack, even if all communications are monitored. Encryption is crucial in a digitally-connected world to keep private information, messages, and financial transactions private and secure.</p>
<h2 id="toc-5">A Quick Guide To Modern Cryptography</h2>
<p>The sender and receiver can confirm each other&#8217;s identity and the origin/destination of the information. More secure means of generating random numbers have been developed to foil random number attacks. Using the documentation in the download, convert the pseudo code to source code.</p>
<p>The second method is called Asymmetric Encryption Cryptography, which uses two different keys – one public and one private – to encrypt and decrypt data. Thepublic keycan be disseminated openly, like the address of the fund receiver, while theprivate keyis known only to the owner. In this method, a person can encrypt a message using the receiver’s public key, but it can be decrypted only by the receiver&#8217;s private key. This method helps achieve the two important functions of authentication and encryption for cryptocurrency transactions. Single-key or symmetric-key encryption algorithms create a fixed length of bits known as a block cipher with a secret key that the creator/sender uses to encipher data and the receiver uses to decipher it. One example of symmetric-key cryptography is the Advanced Encryption Standard .</p>
<p>Key pairs are used to sign transactions, and crypto hashes are used to validate the links in the chain. This creates more opportunities for hackers, as any breach within the hierarchy of validating keys compromises all the keys below. Although such breaches do happen, much of the internet relies on this system. A trusted party that issues certificates is a certification authority . If a hacker knows how the numbers are generated, they could devise random number attacks. The ingenuity of hackers seems to keep pace with that of white hat coders.</p>
<p>Every time you log into an app or send an email, you are relying on an ingenious cryptographic infrastructure that is descended largely from breakthroughs in the 1970s. It is an essential method as it helps you to securely protect data that you don’t want anyone else to have access. Helpful for network communication and where a hacker can easily access unencrypted data. Encryption is a process of converting normal data into an unreadable form whereas Decryption is a method of converting the unreadable/coded data into its original form. And if a third party obtained the key, it was very easy for them to then break the encryption, defeating the purpose of secure communication. In May 2018, the Wall Street Journal reported that, despite the importance and accessibility of encryption, many corporations still fail to encrypt sensitive data.</p>
<h2 id="toc-7">Cryptography And Its Types</h2>
<p>The process, for instance, can convert an original text, known as plaintext, into an alternative form known as ciphertext. When an authorized user needs to read the data, they may decrypt the data using a binary key. This will convert ciphertext back to plaintext so that the authorized user can access the original information.</p>
<p>A third cryptography method isHashing, which is used to efficiently verify the integrity of data of transactions on a network or to verify the fidelity of data that has been copied or downloaded against the original. Typical hash functions take inputs of variable lengths to return outputs of a fixed length. Fidelity can be verified by running the data in question through the same hash function and verifying it is identical to the original hashed data. Hashing works because it is very difficult to reconstitute the original data only given the hashed output. Hashing is also employed because it is computationally difficult, making blockminingpossible for cryptocurrencies.</p>
<p>The SunJCE provider that comes standard with JCE 1.2 supplies only implementations of symmetric encryption algorithms such as DES. For an implementation of an asymmetric encryption algorithm such as RSA, you need to install a different provider. The most sophisticated use of asymmetric keys and cryptography in general is found in blockchain systems, exemplified by Bitcoin. We are just now witnessing the teasing out of these possibilities. In fact, for a time, the researchers involved held serious doubts as to whether it was even possible in theory. Today public-private key cryptography underlies much of modern internet security infrastructure, including the “transport layer” security used by SSL/TLS, digital signatures, and cryptocurrencies like Bitcoin.</p>
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		<description><![CDATA[<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p> Best Pundi X wallets to store your NPXS About Pundi X Swyftx Assets How Often Is Crypto Really Used In Illegal Activity? NPXS Price Prediction 2022-2028 Step 1. Find an exchange <p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="how to buy pundi x"/></p> <p>You may not want “the whole world” to be able to see what you are doing with your bitcoin. Through the use of a mixing service, you can achieve that despite Bitcoin’s public blockchain. Most bitcoin mixers are non-custodial, run on the Tor network, and do not keep records of users after a couple of hours. The end goal of a bitcoin mixing service is to create a misleading trail of transactions that makes it difficult to track your transactions. This is achieved by breaking down your bitcoin into smaller parts and then mixing them with coins from other transactions. For instance, most exchanges require you to verify [...]</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">Best Pundi X wallets to store your NPXS</a></li>
<li><a href="#toc-1">About Pundi X</a></li>
<li><a href="#toc-2">Swyftx Assets</a></li>
<li><a href="#toc-3">How Often Is Crypto Really Used In Illegal Activity?</a></li>
<li><a href="#toc-4">NPXS Price Prediction 2022-2028</a></li>
<li><a href="#toc-5">Step 1. Find an exchange</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="how to buy pundi x"/></p>
<p>You may not want “the whole world” to be able to see what you are doing with your bitcoin. Through the use of a mixing service, you can achieve that despite Bitcoin’s public blockchain. Most bitcoin mixers are non-custodial, run on the Tor network, and do not keep records of users after a couple of hours. The end goal of a bitcoin mixing service is to create a misleading trail of transactions that makes it difficult to track your transactions. This is achieved by breaking down your bitcoin into smaller parts and then mixing them with coins from other transactions. For instance, most exchanges require you to verify your identity with legal identification documents. In a situation where you withdraw funds from an exchange into your wallet, your identity can be linked to that wallet, and all your linked transactions could be tracked.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>How can I get Pundi X coin?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<ol>
<li>Download Coinbase Wallet.</li>
<li>Choose a Coinbase Wallet username.</li>
<li>Securely store your recovery phrase.</li>
<li>Understand and plan for Ethereum network fees.</li>
<li>Buy and transfer ETH to Coinbase Wallet.</li>
<li>Use your ETH to buy Pundi X (New) in the trade tab.</li>
</ol>
</div></div>
</div>
<p>Other than standard network mining fees, there are no charges for depositing or withdrawing crypto. For optimum security, your best bet may be to withdraw from your Swyftx wallet to a hardware wallet such as Ledger Nano S or X.</p>
<h2 id="toc-0">Best Pundi X wallets to store your NPXS</h2>
<p>FinTech Connect Live Expo attendees can experience a demonstration of cryptocurrency transactions in action via the Pundi X POS device. It has limitations for transactions but it is still the most popular being secure, trusted and independent from banks and governments.</p>
<p>I was just interested in learning a bit more about this innovative technology. Later, I did saw the intention of starting to write about it, but I ended up doing investing more than writing. In the background, it had this amazing potential to change the world in terms of the way that people work with money, interact with money. So, I wanted to understand how that all worked because if people were using it, then why was everybody not going bankrupt or how do you know what was really going on in the background? Buroka is a relatively new Bitcoin exchange with a well-designed, user-friendly interface.</p>
<h2 id="toc-1">About Pundi X</h2>
<p>Bitfinex – Bitfinex is among the best crypto exchanges for experienced investors with a free mobile trading application and low fees. No, Swyftx does not charge any fees for depositing or withdrawing money. If you are transferring crypto you will incur standard network mining fees but the exchange does not charge any of its own fees. You can also deposit and withdraw cryptocurrencies from your own wallet, like Ledger or Metamask.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="how to buy pundi x"/></p>
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<h2 id="toc-2">Swyftx Assets</h2>
<p>Using Ethereum-based wallets like MyEtherWallet or MetaMask will also incur gas fees. Cryptocurrency, as a widely spread product, still doesn’t affect most of the world. Pundi X’s mission is to change that and bring <a href="https://www.tokenexus.com/npxs/">how to buy pundi x</a> crypto to everyone. The main struggle in that direction is reducing the complexity of the crypto actions. This will happen through mobile wallets and contactless smart cards acting like end users’ layers.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px" alt="how to buy pundi x"/></p>
<p>When trading Pundi X, you can go long in the belief it will rise in value, or short in the belief it will fall in value. To purchase coins on an exchange, you need to have a validated and funded account first. So, complete the sign-up process and fill out any contact details that are requested to make sure your account is registered correctly. You can follow the same process when you want to sell your tokens, or come back to this page to see if they can now be traded on an exchange in the UK. Find NPXS on a decentralised exchange and make sure Pundi X can be traded for ETH which is the native asset of Ethereum. Decentralised exchanges are unregulated and run using autonomous pieces of code known as smart contracts. To use a DEX you must interact with the blockchain directly, which is not recommended for novice users.</p>
<h2 id="toc-3">How Often Is Crypto Really Used In Illegal Activity?</h2>
<p>However, having a platform that offers such an array  of altcoins can prove useful if you want to begin diversifying your portfolio and investing in up-and-coming cryptos. Swyftx offers a wide variety of cryptocurrencies to buy, sell and trade. If you are interested in long term growth, Swyftx offer seven different coin bundles, which are a way of diversifying your investments. Bundles are collections of coins that can be purchased together. Swyftx compiles these bundles in groups such as “Swyftx Top 10 by Market Cap”. If you purchase this bundle, your investment will be split evenly between the top 10 coins, ranked by market capitalisation. The platform is easy to get to grips with and the demo mode feature provides a risk-free means of testing out the platform and experimenting with trading strategies.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px" alt="how to buy pundi x"/></p>
<p>Additionally, it can also accept data through QR code and NFC applications as well. Along with Bitcoin, it also accepts payments in ETH, BNBand DAI from private wallets. It takes only 0.5 seconds to verify the remittance by the POS. The main problem for drug dealers using crypto is to turn their income into cash. Most cryptocurrency exchanges have instruments to define whether a transaction is coming from a suspicious source like the darknet. The rise of Monero use in the online drug market will hinder such tracking. However, for the reasons listed above, crypto is unlikely to completely replace regular cash in drug sales in the foreseeable future.</p>
<h2 id="toc-4">NPXS Price Prediction 2022-2028</h2>
<p>Media and analysts who are interested in meeting with Pundi X can contact to schedule an exclusive one-on-one meeting. Change the wallet network in the MetaMask Application to add this contract. Pundi XPOS is a quick-witted device that will help increase revenues for your business. One can also look forward to rewards and redeemable points for each transaction performed.</p>
<ul>
<li>This guide provides step-by-step instructions on how to buy Terra Luna Classic, lists some exchanges where you can get it and provides daily price data on LUNC.</li>
<li>According to the University of Technology Sydney, about 46% of criminal activity of each year is connected to Bitcoin.</li>
<li>The improved position of PundiX within the top 50 coins by market capitalization further improves the token’s potential to add to its price.</li>
<li>The main struggle in that direction is reducing the complexity of the crypto actions.</li>
<li>This is immensely desirable, and it is the only way cryptocurrency is ever going to achieve mainstream acceptance.</li>
</ul>
<p>We generally recommend that people use brokers to trade because they offer a great blend of low fees, ease of  use and customer support. However, because Pundi X is an early-stage crypto project that is yet to take the mainstream by storm, it is not currently supported by any brokers. If this changes, expect to see eToro offer it first because this major broker has established something of a reputation for listing cryptocurrencies first over the years. LAS VEGAS—Blockchains aren&#8217;t just for currency speculators.</p>
<p>The website also has an extensive section with how-to guides, FAQs and tutorials. Having said this, Swyftx prioritises security and has an ample number of security measures in place. This protects Swyftx customers <a href="https://www.tokenexus.com/">https://www.tokenexus.com/</a> from hacks and data breaches. An early alternative to Bitcoin, LTC aimed to be a coin for easy, fast, low-fee spending. LTC offers a faster block time and a higher transaction capacity in comparison to Bitcoin.</p>
<ul>
<li>This guide provides step-by-step instructions on how to buy ZUSD, lists some exchanges where you can get it and provides daily price data on .</li>
<li>Instead of above 236 billion tokens, there will only be about 23.6 million PUNDIX, a much more limited supply.</li>
<li>Pundi X is currently one of the crypto market’s most aggressive virtual assets.</li>
<li>Finder.com provides guides and information on a range of products and services.</li>
<li>This token has all the right moves to outmaneuver the test of time and become a solid investment material.</li>
<li>You can also follow Swyftx on Twitter and Instagram for news and updates.</li>
</ul>
<p>As a result, many traders and investors are unsure if it is time to hold or sell for a fair price in Crypto. Kraken – Kraken is a top-rated cryptocurrency trading exchange offering the largest tokens and altcoins by market cap. If you are withdrawing or depositing crypto you will incur standard network mining fees, but Swyftx does not charge any fees on top of that. Cryptocurrency SMSFs – Self-managed super funds are a type of retirement savings fund that eligible Australian investors can use to allocate cryptocurrencies into a retirement portfolio.</p>
<p>Author: <a href="https://techcrunch.com/author/romain-dillet/">Romain Dillet</a></p>
]]></content:encoded>
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		</item>
		<item>
		<title>Will Tron Reach $1 In The Long Run</title>
		<link>http://www.platinumpolish.co.uk/ethereum/</link>
		<comments>http://www.platinumpolish.co.uk/ethereum/#comments</comments>
		<pubDate>Wed, 15 Jul 2020 15:45:15 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Cryptocurrency service]]></category>

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		<description><![CDATA[<p><img class='wp-post-image' style='float:left;margin-right:10px;' src="data:image/jpeg;base64,RXJyb3IgMDAwNS4gVGhlIHR5cGUgb2YgaW1hZ2UgeW91IGFyZSB0cnlpbmcgdG8gcHJvY2VzcyBpcyBub3QgYWxsb3dlZC4=" width="253px" alt="Tron Price Prediction 2020, 2025, 2018"/></p> <p> Ripple: Legendary Blackjack Pro Predicts Xrp Price Of $10,000 </p> <p> </p><p>On the other hand, CoinSwitch and U.Today predict that the summer of 2020 is going to be the most fruitful period for TRON with the $0.04 valuation. Since the article was published a few months ago, it is noteworthy to say that the price of TRX was at $0.013. After the initial Tron Price Prediction 2020, 2025, 2018 pump, according to CoinSwitch, TRON will reinspect the support levels around $0.03 as December 2020 draws near. The last days of the upcoming year should bring a negative price movement. CoinSwitch predicts TRX to conclude the year with a valuation of $0.24 per token.</p>  <p> </p><p>Despite the predicted drop, this price would still represent a 71% positive movement for TRON. The latter prediction may be conditioned by the fact that TRON Foundation’s TRX [...]</p>]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='float:left;margin-right:10px;' src="data:image/jpeg;base64,RXJyb3IgMDAwNS4gVGhlIHR5cGUgb2YgaW1hZ2UgeW91IGFyZSB0cnlpbmcgdG8gcHJvY2VzcyBpcyBub3QgYWxsb3dlZC4=" width="253px" alt="Tron Price Prediction 2020, 2025, 2018"/></p>
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<h2>Ripple: Legendary Blackjack Pro Predicts Xrp Price Of $10,000</h2>
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<p>On the other hand, CoinSwitch and U.Today predict that the summer of 2020 is going to be the most fruitful period for TRON with the $0.04 valuation. Since the article was published a few months ago, it is noteworthy to say that the price of TRX was at $0.013. After the initial <a href="https://www.google.com/search?q=Tron Price Prediction 2020, 2025, 2018">Tron Price Prediction 2020, 2025, 2018</a> pump, according to CoinSwitch, TRON will reinspect the support levels around $0.03 as December 2020 draws near. The last days of the upcoming year should bring a negative price movement. CoinSwitch predicts TRX to conclude the year with a valuation of $0.24 per token.</p>
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<p>Despite the predicted drop, this price would still represent a 71% positive movement for TRON. The latter prediction may be conditioned by the fact that TRON Foundation’s TRX holdings will be unlocked and ready for selling in the open market on January 1st. According to the article published on October 24th, TRON should initially surge towards $0.03 <a href="https://coinbreakingnews.info/technical-analysis/tron-price-prediction-2020-2025-2018/">https://coinbreakingnews.info/technical-analysis/tron-price-prediction-2020-2025-2018/</a> to score a 114% profit for its holders. Following the rally, Coinnounce thinks it is possible for TRX to skyrocket to $0.07 on the overwhelming wave of FOMO. However, as the year passes, so should TRON’s glory days as Coinnounce predicts that the price is going to majorly retrace back towards the current price or even further towards $0.01.</p>
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<p>If a projected bull run is something to go by, the price of Litecoin is likely to reach highs of $4,600 before the end of 2022, and it <a href="https://www.youtube.com/results?search_query=Tron Price Prediction 2020, 2025, 2018">Tron Price Prediction 2020, 2025, 2018</a> could exchange hands at $5,000 after 2022. In the next five years, the Litecoin trend of a bullish resistance is likely to continue.</p>
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<p>Currently, TRON is ranked 16th by the market capitalisation at $1,213,530,989. Moreover, news emerged that Sun is involved in the group that invested in Poloniex. This American cryptocurrency exchange was previously acquired <a href="https://en.wikipedia.org/wiki/Tron Price Prediction 2020, 2025, 2018">Tron Price Prediction 2020, 2025, 2018</a> by Circle startup for an estimated $400 million, thus expanding the business. However, the exchange&#8217;s market share fell from a high of 60% in 2017 to 1%, and Justin took control of the cryptocurrency exchange.</p>
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<h3>Will Tron ever reach $100?</h3>
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<p>To get that coin to a 100$ you would need to multiply circulating supply of 66 670 124 450 TRX on 100$ to get a total market cap for this coin (how much money investors should invest in next 10 months (time frame before 2020 ends). So a bit more than a 6.5 trillions of dollars.</p>
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<p>All content on Blockonomi.com is provided solely for informational purposes, and is not an offer to buy or sell or a solicitation of an offer to buy or sell any security, product, service or investment. The opinions expressed in this Site do not constitute investment advice and independent financial advice should be sought where appropriate. Or should I just say the people that try and predict where a cryptocurrency will end up.</p>
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<p>From $43 to $70 in just one month, this was seen as an early sign of an impending bitcoin rally. Most significantly, this theory was hoisted by a similar phenomenon that was witnessed in March of 2019. Another difference between the two largely similar coins is their creators.</p>
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<p>We are a news site focused on reporting about the developments in the cryptocurrency world with more emphasis on startups concerned with the blockchain <a href="https://coinbreakingnews.info/technical-analysis/tron-price-prediction-2020-2025-2018/">Tron Price Prediction 2020, 2025, 2018</a> &#038; cryptocurrency. However, things changed when the price started declining after the second quarter, and by the end of 2018, the price reached $0.0191.</p>
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<p>First, he created the Peiwo application, which already has 10 million users. Sun made Peiwo the first streaming app to accept cryptocurrency payments. Now, the Peiwo app ranks among the leading members of the online audio content community. The report provides both quantitative and qualitative information of global Organic Avocado Oil market for period of 2018 to 2025. In the year 2016, the global Organic Avocado Oil market was valued at USD _ million/billion.</p>
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<h3>Will Tron reach $10?</h3>
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<p>2. Will TRON ever reach $10? $10 is a high level for TRX, as it is currently trading at $0.014. In a few years, the price can reach $10 as its adoption rate is increasing.</p>
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<p>The firm was previously bearish on ETH’s future valuation, but following the recent spike in demand for ETH, revised its prediction outlook. That said, these figures posted by seem to suggest that Ethereum will most likely hit a token value of $11,375 <a href="https://coinbreakingnews.info/technical-analysis/tron-price-prediction-2020-2025-2018/">Tron Price Prediction 2020, 2025, 2018</a> ETH while BTC could become worth $61,900 per coin. Prominent crypto prediction platform CoinKir claims that ETH is on a path of destruction and that by the end of 2020, the premier crypto will most likely start to approach the $1,500 territory.</p>
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<li>The firm has built a reputation for doling out predictions that are fairly accurate and are based on meticulous research data.</li>
<li>Since 2014, the price of XRP has risen, even if it is still affordable as an investment.</li>
<li>Then, as Ripple formed partnerships and developed its relationships with established banks, the price of the XRP cryptocurrency started to rise.</li>
<li>In regard to Ether, the team over at Skew predicts that the premier altcoin will most likely scale up to a respectable price point of $4,80 by the end of 2020.</li>
<li>As most of the four readers may be aware of, the crypto news blog regularly releases price predictions that are based on a whole host of scientific research and analysis.</li>
<li>Skew is a prominent cryptocurrency and blockchain analytics firm that regularly releases crypto price updates.</li>
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<p>It is also worth noting that the prediction portal accurately predicted that 2020 would be a crazy year for ETH, a claim that seems to become increasingly true with each passing day. And while Schuster made the aforementioned predictions a few years back, it is still not entirely clear as to whether he is still bullish on ETH’s future prospects. At press time, he is not only considered to be a crypto pundit, but he is also a managing partner at Blocktown Capital. In his estimation, Ethereum will most likely hit a mammoth price point of $9,000 per token eventually. Our first bearish prediction comes from WalletInvestor.com, a crypto portal that believes Ether will most likely fall back to around the $200 mark either by the end of 2020 (or by mid-2021).</p>
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1sAkneAqqVYGSqsjRqSVDMNlp24bdrH4eTLT5Ljg4i7rBVPaSQQYjRTaImTIM25SiltTFRrBA1J+ag7ESRItb5qJy338VztQiFrK0TaI6Qqn1iVwukTChBvsm0SOOuoKQadzK4VCWvDfzTfDR3zPux3ut0nisOWOLZnKSHdCDBUaLntgtJ/zZczbb3dCjJzB5puMS6AcwGzhueqeqcLpVP3jGuPO4KzOBFzqIdUbla5sQbl3XoFqYY1R/TtmmR57ohn08F9kbXYxxh7HPaDeCLE/MLyrj37NkchJmPyXssYQ0ufUdJ7NzQ0aAE3PyC8Q6rBJN7mI2udYQbuFrtAJaPdgR9T816HCYrNAFwN/BeNpVWNBDTBgEkzr0TdDFuyw38EC/wCXVB7IVBbqEBxK8xQ4rUDnakRPe68uQWhhuKiBmkHr46eaDaSHE6dWab6cEtJkHrum2VAQsfF8aPeayBsDr4IF+J8RrU6oy1WszAEMLJi+hMpzhPEqldrgWgR7x2HNYdcw4lxzmJBOvRMez5f9pJ/DkOYfRSrtgcbx5xGIe/Yd1v8ASDaVnEqdc990aZjHhNlXKtFfJIFS20lVhWsVpFbkkwyNIQ2byhk7mSoOLWm5JM/VX0p5CwMl3ko1XAEWlSqwL5ZJUXOMW1UrTJFzzlkC/VDXG8+UKOY7qJcpXlSbY6kqXZxfrKqzLpcYUp2l5rkhQXUTK3ngFg6N/JK4Ajso2kpl3uf9fySfD707XudFj8PUyy/lHadT7x6qxLpcxcp/vHrten3my4eUlaacuWcmP+3MU6WrgPd8lCuDBU2vbA7k23JU+KmXJ2qoGxUS1xfLQZBmwlW0aZM2jwVjHw9rS8xmFpPNXmPbDPk/jom9pDu8IJMp0sY5kufHRL1cmd0Hc/VQfTKXHtXDl1jr9nWhuWGkkdUtROWe6CmMKLBJPe6SJ3VcZ225st4yH8OwveJgBWY5ga5sEXSeDovc8WPmmcdh3AsJgXVct+TXisnF7X4lkUwq8LXb2bovaeSux16R2WMGtaIJI1356hUmO2/Lzfbyn/xxz5LogEGBvNlBplslWBzJkRKC6ditNPP8t3aohEKRBnaEPbvMBRpbbRwtQBmqRr1JcoSQNSolVk01z5PPGRxzo1lczEiw9VJEqzKjvdFzLzJXS68brhlQrY45rReF0nkhw5LgClCQKhF9dV1hGkodroiqDlwqZB2USEHrfaSmAadam2aeJAeN4duPP8lPgvCm1Cc7C6OpHpyXocVwqliWmlLmso5WsLTGVw1j5KWEoVsM3KWNrM+Jndd5g2PkuZqcw2GDWtEaCAmoSbMYxxhpg/CRlI8QU4DZB5b2hxpa4iJABBHTmvK0WnUju8/NfSMfw9lZpDhsRI1Xh+IcCrUD7vaMjVhPzCIUsOQ6NeZBmLNhd+0ZZidbjQmTdJUq+U3nW4/TkmcM5pMuOYXgax4ojZ3Dgl2YmG6a/IxqmMPirkgE3+m3z1ShENsbEhxHUzbyC6ahIIZaBced4RO2vXxh7B7mmL5bk+ZkJPBYY1RlAkzIidjefkqKmMb2bWAWygef+1p8H4lTpw2IHPef0RXe60KXDKYH3jc9RwvB0S+EqfZcPVr1obPdaLSTf6lLdqTVe5xLZJNPrO3yV3HOH1MThcP2LQ6DmIkCxGykt66eJJUUxjMDVoEdrTcydJGvgllpHPt1WUyqlZT3VojKhjQDN5UnxyUQF14VorvtFzlWXKXioOjZF5XCVGUzhMI+rJYAY1lQxVCpTOV+pE2UzTfxy8fLXSkXUyy2o9VWFc2GiSryM7kg1hlWFg+E+ZXDiDsAFEVXc1OoiZXbcc0hn/X8kpgajjT13OllphweyCADlt6JLh1LueZVJj+noZ8mrFDWhr3lyrq1hLe781Vi8xe5wkXV9HDDKMxuY8lr434cWXLJ1UHVqbhvpPkuFwByxe+u8KGIwgZYknUgjcHZX4eowgi0i6SfFVyy+YobVJFreH5rgwj3HYHbmpHEAbH0UqNc5wYiCNVMk2pcr49F6+Hcw3XaBvlOhTOOfIM7uJCVw1PvgyTCizV6JlvHs7RtCRqjvu8UwawBVeUOJJOqrptll1DeE4hcAMJ5yQFPG4kuIkACfFU4aizMO8dEcSoEZRczcRr6KuW9teLx+3o7jKU0iQ7bZYuVpHPxXo8Lw2vUpuApuAItm7v1XKfslVPv1KbOglypjYv9RlvKPPMsdIXSTPReoZ7IMnvYhx8GgKx3sjQOtar/APqpucYPIVBpeF03E6heuPsnR2rVPRpVT/ZEfgr/APmb+ijyiXlPKFyFu1PZTFNkhzKngY+qzMVw+tS/eUnt6kW9U6TspC4AAbbqYV9LC1X+42VbSMspPZdwOwlcc1X4rCvZE91UgCImeaaVmUvpyLayoMiYCsYQbCUQ6bC0qdJ2jebNQ8HnAU3Uid4UjSkQmlVBuP0UYhMikg008U7fSOAcQo1KYa2oHP1cDZxcfeMeK2V8lDC0zfu8rEHxXoOG+09ajAq/fU7AEnvDz3XG1e0xGGZUEPaDGnMeB2SzqdaiB2Z7Zu7XWcB0dv5qzAcRp4huam6YsQbEHkU2gXpYtjzAJDvhcMp9FNzRqith2VBD2h3KdvBLGlVpfu3do34Xm48Hb+fqgz+Kez9LEEuIyvA1bqfEbryeP4TXwxBIJadxyGx5L3mFxDagJaTLTDgRBaeRCnWc3LBAg2Moizb5zTxDrkefTnCn9oMRrZej4vwdtRvasDaf/uHWFi1+D16UZme8YAkE9UZ2VDA4KriXOyAd3UkwOiuqYarhj325QbZgcw8E7wCuaL3NcIzgFoO52XoMMDUJFWCIylsSCDzTas4tze+3l6eKzBwJ1g6b85XoPZysX04LiQ2zdrRy33ukX+zdRtR4pxkMFpJiOid4TQNBxpO98GbaQbgj5q19I45lMuz/ABfhrcVRNNwvqw8jFivmdSg9ji1zSC0wRyK+tgLzXtL7OuxDhVoZQ/RwNs3I+KY1fkw33Hhw0jZTYrcXg62Hdlqtcw9dD5rlN7r3W0cmW4qClU0XcxtYegU6ht7oVpFNliomBrZXwOXzUXMaRBn5KdNJk0uB1WhlU3MOaPkUcQYKmLptIBa5tuoVnAqVMNfJIALdfNWVyz7YwNItTJss7O3scdl4cZ/7IcUwVOmwFjYJdGp5JM0ZZ12WrxoE02wD7/5LIDH+S1w9OP6yScmp02uG8PomkHFsuM3lJ4ui37yBGUmFqcJol1Fpkjw8Vm8Rble9g+IytMWfNMZjjr2ejujw/JIioWmBN+Sfo4qkR+LujlvCzQ66nCain1PJMrNUi6o8jz3TUktaSdgqsQyHHrdSw5zdzfZWntlbubdxbQWAyTB5qqhAc2AL6+atxTC2n4kKmkJIhVs7aY2XF2rqrcPTnVEAnXTVUtxAzCBYTAU+le70jUJLyNTyTXYlgAAudT+SWdWcHlzQLofWe78RUbTZXX01bhcM6o4NY0ucdgJWzwX2efVbnrEsYYIH4nfoF6A1aWGilRp94icrYmObissuST00mNrN4f7MNAzYgydmtOniVp/aKFE5WgZuTRmclyypVP3jv+jCQPM6lW0qLWsOUBsbAALG5W+2k6mkDi8Q91mNpt5vOY/+UfqjsXm7qzz/AEw0JoNuCB6qBqNbILtdlULOwTbTnM83uP5rhwFIGOzamDXbazjGiHVAdWG+5UhU8Pp7MaPBxXRhCPddUHg8qJdpbVcD+RIUDvaVmaVZ6PaD8xCtw/FnCRWplo5t74PjuFV27h+Keh/uomq3RzI6tt8kFtXhmDxQzNa0H4qZg+YSnFeH1KFEdgC8DUtF9NwuuwofLqZkjdvdcF3D8VqU/f8AvG8xZw/VWmVimfHM/bLbGIwhLrlq8+vojWUcTScacDPYuaN+o5rw/E+GVcK/LUAvJa4aOWsylU4+O4W/os1WNao09FYxaSL2ptYpsYJuhqkVbTO5NF2AYaeYLMbSkwtvBtnDOP8AmizMEJqgKJHNhyXvfwnlGW8+I58lU9mU2EE+h8lbQrhps8OBG/0VlV2c6ayvNex6R4dizTeS0uY7mDp5aFev4Zx1lU5KhDX6C9neHXovEVodYmADaPzTGFoAQC62oI389lKt0+jAqSwuHcab7lcgG0P2PQ8itwFSqXxODD+8CWPGjm/nzCpoUySRUEOHoRzH6FPqutSzjWCLgoFKeH7SpmeO4w9xs6n4j+iecwHUBedpcedTqvpGmC1hgkOv6br0LHhzQ4GQRIQ6L1eH0nAywX33HUclk/e9plfIyGIG/wDN5r0CUxVOHZviGU+tvzRFidVzm0i5l3BtvRZnCqtStWe6qBLWgCBAg3809hqmX7tx102SnAGtDajZJc2o4GTyMD5KUfLYlcAXUKFldWi14h7Q4ciJXheOcF+yvLm3pPmP5T8K98l8fhhWovpkC4IHjsVbHLVZ8mEyj5e0XCvfJyjKbuAVUQQDrKaqn3J+IfVdM9PPn95DuK4EGMe4VD3QSLBYLm9V7TiP7ir/AEOXjIlVw79u76nHHGzxanAWNLak3u038CrX/wDxje7Hc9VVwA2qTa4+hVuIP/jGEkRkUa7dfHl/x4xDjc5G3tm/JXu4QynR7TO6bxpyS/HGA02T8QW/lL8M4ASWgmPJaY9M/qPG5W0zwJgZhs+vdJhYnFSK9IVi0Mc2q5jrajmtngEuoFjhBIMLMx+EdTw3ZvIDn1i6OiY/3efyX+EZXbU2thonyXKLWvJtEIOFjVw9FKgwNdIJ0XVduXc+HcHhKdap2b3ZP5ufRQ4xwh2HrBlIl0xfe67h57QEfEPqtvijv/H0wTA7n1WOd/kvMrjGbiPZyoWwKwdUAzFixqTMgMmTp4L0VHEH9qObO5afBeexjor1QBbO76qJWmFyvVV03ibA33TGFwed3uuLRqUuari3aAQt32cxTnNq0pGRtNxHOVba3JuTpk4hrGugAfVen4RwENAqYhomxazl1d+ip9muDFxGIrt0/dtP/qKe4hjO2JpsJyD3yPxfyjosOTk31HRx4dbqeI4gandomG6F8fJg/NRw+HaMwHdOpnU9SSuUqYuCS1490Qmn1MpGYB1SLAbdSsWrkWa49yPmoOrAXAA/md+QVYLnukQ8jf8AC39VViMOWjM94HUoJPxE6ku+Q9AqjXO0DyShqF05BYauNgq6TzfltO/VEHTXdzK7SfLh/myVL1Kg/vjz+iC0P93zXA7TwKpD/d80Mdp/S5Bbmt/0UH1I9BbxUHOt/wDjVdV+v/UILS4TYlpmJCHVwbVR4Pb/AJdUZr/9nfLzUS+BsQWiRa8nx1RMWOFSgc9N1juLtd0cOa1aGJo41hpVWDMB7p/9TSsWliDSmIex1nNP+WPVV4illy1KbpbNnbtPI/5dBRxXgz8K4fipn3XfkeqSAXtOH45mMpPpvHeiHD/3BeT4nwl+Hcabtx3Xz7wnXxXRx576ZZ4qmvbzGkq/DsFRwAIEiZPJIuYCAHEW5LmZgjU8v0W26yyx3OnrsNhy3Dvpy3NeLzssJtKpQrDtBF7eCRGLcJLSQfRQqYp7/ePgqsMOHKb79tatw5rjNKGvnvsNmn+nklw+ox3edldqA79F6g4NlT3QGiLGNbaKdTBUK1FtOozPltJF2+BXnvUrypLTOt9LJyiRkJBg7jQaaLnFfZ5tEZ2Tl6E/4FbgsIRRYQe8BOircpFpha7SbYEmRsPyjktPBcTqUSC0F1LRzCbt6s6dFRgGtc4GoIA5D3ptPj1V+NwzjmDSe6bnoq3kXnHv29NQxDajQWmVasGi4i7dheLeY69FqUa5LQTeRII38tipwy8oplNMDCNH2/FW3/NajcSWFrWubv3Xf+kFZTc1LEVXG5cM3hJUeIyH0TMnN+eqsyt8cXpMPjGvOW7XDVpsfLmFHHGzb7z6JF1ZtWmQ+WkWJBuD8QVrs7mBjiC9t5+IREjqpW2UxDSCHAmxmdwP0WlgaTGl7miC92Z3iluH1e0pkOaQW91wPPdXseBYbKaiT5PIVQqiBKszqqzsIK4Hoc5SPn3G8EaWMe0CznZh4EqvFUYDMwMZ27dV67iVMfaqFTfK5p9QQkPal006MfxB9Fvjn1pw8nDrLy25jr0Kto7rl44A7r2OMceyqSfwFeSEA3MlXwa/U5bsUlsHVM4IDt25hNioGnLoDZJTGV9BweW7aLTTHDkkym6Z4sSaTCB+IW8lp5ntpvJMHKdPBYdfGdo0AgyHT5LXc2GvMky0/RTI6ryTK1bwN7m0WnMSVmY2s59Z5cS4hxiTpdW8P4i2mwNcHSOSVqOzPc7YklXntyc2UuMkcJKkxwGuqIXCFf25TPDsTQpvJrMLhaN4MpnjnE8NUy1KUmqCNRsLrGeEtUAWeWE3ttjjt66hVwr6hxTT95lu3qvMYzAvGao7Ukn1T/B/3fmreJfuyqyaRLcctPPZTkNt16X2PwFQVHvewim5mp3voqeH4duUEi8BesoUxh6HgMx/QKnJdRvhfPLXwV4zii0NpMME+90byHiksMxkEPJbbuJVj89QuqOjMZJ5dFp06mVrn1HB7aZhltSuZ1pvquptE96s4QOg5lI9oHPbTafeIDnfEZv5KvFVXN1dL3iXHkDo1UMrdmBUiXTDB1+LwCkb+PxrKAFOm3NUI7rB9SsYBtSXVqmYjV8jKz+Ucz4JeexcHOl1R3eibn+o7DopVaJe+mG99rv3YA9zm3xHNVS7WBqGGgGkNA25/qcNZXaGFqVPcYSOe3qtfCcJpsu/vu+Q8FqAqRhUuBVD7zmtHS5TtLgVNpBzuJHQLSCkgxqnAmjLlqG06jmkanCqrQILXQ0jWPkvRvWLjuLNp1DTa3OWglxkACNupQZFZpZIcCD2Y12uqXk5j/W0Lf7VtWmDAc1w0ddZeKwIEup6AlzmmOW1kCbSYno8787qFRziY6tH4thKi4iAJFw0ajc+C4ZguifeIiDqYG6kdFSAOcfF8R3HJdZX7J0tvTdZ7dfFvjyKpNW5mRBtIcPdEAb7lTEkHRzQIPeBs0XI63sgKwdh6rX03WPepuB1HI/mF6bE0afEML3TeJYfhdGi8xhQHl2HeYJM0z/PFvIhNezPEOyrGk73ahjwckukWPPuYASCLg3nmiV6L2w4eGVG1mAAVJDv6hefMLzoauvG7m2FmkSuLrQNEHXRSh7VlYgdnUMfl1XWVjMAwR8+SsxLmvtABc2SP0KXlha3s+8eZ1C8qY16VzjQFcE92LxmDt+aWdh8gJaMp+HVo69PBUNfOYus4DT80xSxuSARNrXur6/bn+7fLReg2qXOa4Br3EZeTo5H9Ux9ozveLtg+oVxdmIy6bpbiGHJALTcEQNLeKysx303mXvbTpOEAi0/ou0XuaXEdJHPr4qqmAALEWmPJGEqyzvCJstMcdMssuxjMOHE1WXkQ8Dlz8UhSio4MdJLASOoEJ+g8ipUy3Fpb+nVVDCZXl7DLYket2qdqa3EMc8sGZu4kdRu1aDDnpMc0wQAW/wD8lZ+Pp56JynQgjpZdwOMDWt2BiRycpiNfyXOxbZbWbZtQd7o4bH1+SdpVM3ulIYOm372nrTf3x0nUeRUaZOGLi73DcuAJE8yNvopphtrUmq0ApOnjGOggztCa7YKu621E2hDrKDaq46sFKpbGsJax27XfWyx/aK7KX/3Atys6WO9Vg+0FUFlLo+fktMax5vQxlPLSqXnuuWLSptDZgSn8ZxOm5jmg3LSNCkGnuDwW+Lk+ou7NNXhdIGXkaBWuczE03iLiVVwx33TgquC27RaRwZTvbByQ4jkV6CqO47+k/RYlYfeO8fzWrUxdMggE6RoVZ38eUkZjGFXspKNKJuE0yAZ08Vbdc2dMs4Q4tlIvokEheo4diWvYY0hZ1GiH1zyBVJnVO5JWO/h1SJymFnVmx4r31RzGnKvPcb4a3NnaYCmZ7a8eVl1SnCSAy5VmOrMLSMwWN2haTBtK60AgAkkAzpz5q09trx97eo4FSzuaIMC5kbBO+0OIs1gPvGT4DRQ9nWQxzpJsGiUhxnEZ65Hw90Ll5bvJvwY6x3+1mGa5rJy03ioQ25BIOyYxjm5gwR2dFsu/mdsFXgKdLtc4a9vZtLnB/PaPms2pUmkXb1KhPp/crNuHvJJJuSZUnYp8NDcrS0RmAvHnolc1lzOguptJcGtEucfEkr02BwwosygyTdx69OiyeB0/eqnX3W/mVrZ4EnQXTRs0XQCYmBoFmcM4u+tUcwsAOUkRNo2KjhuNUqjwwZhJsSLFK0MfiBisppABzocAyLTrKJh3h2OxTu17SndrSWiMve+Gd1LDcZqCnmrUSHF2UAAjad1VQGNGJOZ00pO4iNo6qWGxONYKzqrA8AdwCPlGygaTMUx9muBIAJE3HisfiuDohxqOqimXAgyJmd7KNJ4zsyE0K9TvOYZNidp0khd43RD4PaNYS0thzokEoLWFgpNDHS0D3p1PPp4JZ9QagjxBVFfh7+xyB4cc5eRMA2gCTqq6NJzGkPtGUNEg2AubIhVi2TLxqO84SbwLEBJE7WOX+nRo6xuU6+pBlJ1OUEgc4dvPjclEoT5RY2cNNdJGsBGvWNfdPU6xqSFWCAQR3Y6ls+vM/RWk5ve8pbr5t6z6IVXWzZQ68sIAMRabehkKfEQMzK9MwKgzGPwvB7w9YUGOaDlsQ4ZbOmJ0t4ifNcYM+FeAL03h3k4QfmAg9hi2Nx2An8RbmHRwGi8BTibL2XsfiM1F7Phd9f8AS8njmGnXqsizXuHlK6OK/DLkiq82CHjkYXHHquOut2T2eIb2jmjTKLLhhnuwHfXxS/2rm0eRXK2La9safkvA+7d7en0tdBvJDo9Fc6mOzpl47/NYLcWc4Gcgi06iJ0P6rVo4jO1o2Bi1105Xpljx/wA9nMM/LpzVmLIcw+qVw+YaxHTdcxRIbYn/ADZY4TtfP5aZdIb0H5JfA4qWHORrE7H9Cq6uIDAJ3GqXwb2hjpIEkyDv/ZdTnt7jWwzctV+8qyt3XNc3Q6x9Vk4biGR7wJcwajUt6jonMViZdTc3n69VnqtJZ49J1GZS9s91wlvgdv8AOaKmFDXAx3Xtv480hxWt92XN2Mx9fIrT+1B1Fp/lB+SXaetszhlY035XTGnrut3LIM6QZXlnYuBAF5nxHJaQ4pGFqgnvNZAPMGw81a70w48sd2MEOqF47xALpAnabBa+IaeyflJDotcrzrcRL2RzH1Xo6lb7l/gna/H6rNp43EMsKj/M5o8it/A4yo5v3gBI3bb5Lz7a4JEjzWxg64DDYeCttGDQbiWPJZmhxGhsVl+0GBqGm3K0ugyY5Qumq01pke7omK2Lc1oyu301H9laWymcmUeTAGhTlMWAXoTSw1e1UBr9rgT4FZeP4Y6n7pzNvcajxW2Oe65M+GydOYOuKboJgHmmnPp0muMxK87UomR3lOpUJMl07LaOTLilqJrSScp1hSe8iYi4tF4KKDWzcWkEytXtwNGg2NgrbayRltzEtjMRaRp4hNMoOykZddz42RTxYNT3DrHz1WkakuIgRa/1UXJGUMcGblpuC5gXHtnynMPUZdKioKdQHmVn5e2dx1oYt/34VfGXfdCxP+k3iQ1z2ujZL8Sqg0w36qZV5j28Y8mLCPFSw7nTBIg7BXQCdLAlTbh25he+q0nbqs6et4AIoazLj+Swqz5xB72Xv+8dr6rb4Q6MOPErz4ZnrlpkSSufL+1bYf1jVFZwo4hzqnaGGtDhv/kpHF91lFv/ANOfUlUUK5FF1OJDngzMbf2XHOBjMH2EC8gDl81TSzma2gXC7opMaJs0uH8rv7dUDIQe7BjRxifCyaTt6XDQ2lTaB+EE+JVwcNCJB2S4eIHdGg+iyMXj6geReBoGujzNroja6s3D4WsHFr3n3msEAN5EndMcUx1V9Gm/D5shnOW6jog0WYmkx9Rrmu9DEqylWFJ7aFOm7LBdI0nqVGltqK9HFV8LTjM1wJkTlLhsVZWw2LyUA192tOeHRfYk7qpuJq16FQvP2ctdrJEiL3T3DcU2pSblfny2cTzTQhSq1XYoh9IBrW92pFz59eSzOIU2YmuBTqszAQ4G+nJaPFMcaTJptD3TcchzICzqFGkyn9pNNzXQTlm08wERt3H0C5tKmHA5GwWl2XPA2SeLc+lTptFjeSe/HJv1U8KKdZxrHM0h1xIIPLwUG1K3a6SxxnMCMoH6oOVDLWknUSlahmPd5d4fOVdWqE3JSb6xaRrvoY5IJO0MEiDzzgD+0qeGAk+6TP4TlO1gPkqPtLN6d41DoPjZWUcU3NGUkad4z+ShN9O1e6SXH+YZm320Pl8kzw1ozYpnOk/1BkKt7m2IaWtcQw946np4fRWYio3D4uqGd7ult/5h0Uq/B72PMVKwnUA/NZ/tTSyYx/8AMA71TnswYrPj4PzS3tW6cV/0ateL2jOzTElcXSoroYt9uIymHARsfyKtr1GObcZVlUq4JhxmRpqu4mo5uWSCDYdF4nhXpad+zU3E3Pmm6GZjQAC4dD+q7h2QJkei5U3yuBKt86N9r6GMA1ka7E/RVYjidJwyl3jsVmN7QVfei+xsZ2TGJp5mw5gzWgxKtMdVW97aVXEMq0oFSS0S09QLSsjD40uEHTpqPD9FCjQMgQ5hO4kj0KpxGGqUnFxEtJ1Gn9lrpz5zybeAflefk4eKvq1TSc0tu2btn5j9FmYKrEyRfb80w7EkvYC3Q/4UlVnWOmni6gdSJbcGDZcw+KY1uUvtHpKQrVOxBIBNN2o+Hw6Kp7wINoOl9R+qsZWy7WYmhLA9gPcJDhy6joksbVmINjqFo4KqWuhxGV0QeuwWZxLD9nVLQZbAIHKdk2zuHzC7HxBnqnvtb3SJsfKVnQrqTpClMthxtbrf/NVo4Gocrgdv0WYxv+clpYQd08+fkrL4oh57ef5QrsTUAaPFLGe16QrMWCQ3LsZU6TVdSt/26K/DcUc0XOZvI6jwKzufLnKnR8JlTMVPKRqOwdLE96mcjt7fUfos52DExJJFvG618EBQwznxd0lo8dAlmUZg3W2Erm5c8Wb9lOeAJFt0+KbgdYUvscukkymHNDDJJ+q005/uEqTe/d95WiaNic5KTdVphwJE/JX/AG9sWaVFxPO34ca1/wCF+8KzsKjgMxMz0hRoVHGCIN4iFCpinaZr8kTr9w5SrH8R3jZK42syCc0wY0CRq9pm3B1vafBJVXO/FN1Hj20xwkdOKaDDRqTsFD7S4mzW+ioLDtohzBu4t/NXrV6jgtWaJHJxWXV7mKB2zD9FZ7O1pzszbAjysV3itOKjXTb81z5TttjeikRnHwwfQoDtY1jYkR6qzENAqSHd2oAfX+6pBJmZ87qNJ2sa7Wb23H5jy9VWKpIIF9tQ76+S7Qab7W56+RQKUCZHS3pomjyjdwuKzUmHpBkbi2im4MdBcxriNJCzOH1oljnCD7t1owp8UeZpuI6eSRwwjE1PuqgDgbl1vEck5Rozqk+KZg5tTtcrQQMt/kBqo8D7k2o4W9mapQFN8EmS+8gbR5qOEq1aOI7JlHLSLrm5t8WZWYh9SsGvw5htw6IBnqVdUxLazOxFWKhEGJgncSo8U3M03AMD31qMGo4Ee9LZKyKwd2gfWeRUYJNNl5aNOl1oYVpwVNxffPAa1vPmqKGLbUquqBga8CCTexTTPDktpQh9UtHZtbh3ibQD/tVdm2m3K2dSb7rXcWP91zTHKLdISNelrop0t9yMx56JGq6XeC1XHKDmASQww1/NPFP3IRJ6KVF8OB6qytTym4VcAFR4reUsawZmFER71f5AD9Vx+LOeu5pZlfUIIMF3KRKeYxrW5v4NPMf63X/ReergNyzTcx894nfwUaVwy3HouAgDO6CNlncbrNfiXmNO76LZ4fRyUATuZK8viKmZ7nfE4n1K14p2rlluKjCrKmSqyt1YKbQHW15KdR5AAzHX0Srat1YXdfXfovL1dvR8pJo0axg3JEackxh85YLecqk1Rl6xqqmY8t91tzr/AGUa2W9mu1DTLtZkEFDqj3iA4N5SSEqWPfcaHVRNMA5XEuHMbK0xUuSTqtab1h/5j+SuoVH/AIqpcDzaSuU8MxszBkeqYw+HDR3tNjy6JVZLVn2bIQZBB0hPYZgeM2pafy06Jb7MdGd5p25dQrMNhsRSfAZIOhnX+65spfhvJJOzjiHtLSBf/LpCnhQ0ZT7pPdPIp7E4SuBmFMmdSCqCyoRHZuHkonnDL7dWswhczJo5uh+iTxNN1So50a6LU4ViD2uR9rb2TWDotEyFe3Nlbx/DzT8CbwFylhXSO6YXtjQaRYBRZh2D3QCtcZkwyuLGocKJAJaI6/mmsNwuo1hJFui1qYEQtCjUaG3IAWmNs9o9x5apgy2oCRaBaFfVwEtDh1+id4jxCkD3SHFLvxzRT1Wl5JGf28rdbZNfCND2OiAT5dCruxYwsAPeIA8yqMTiHOa6wbaxmFbRpUzD8w7sn1/0VE5pUfjZfNN8WxFMFlIEd0begSr8axhgm6SxLWhpqxLnn0SnEqgbVaYvlErXDk30xy+mk7q/EY0F5h2qgcQ4filI9rc2ClVqSbWW+1ZhIedVkCInqVwPdESPVJtdzurWObm5BTCw3TxTxABuNIXalZ/8MHrCVlvejyVheJDc3dhTqK21ecW8Ey3NaBrZVVMXmADqYMKuJc68KhxMGDoYUai0tWPrNuAwgHzXatSnUMm0C0qmrLTGYmy417r2lRpbfSzA1hSqsdtMOjkVt8Qp52mNrheeLif9L0XD6pfSGaJFvHkVXLFby0y3DMzXNlPyKllETuefNOYij2TswAyn89QqHsAMZbG4PTYqNI80WxNjt6clWGWk+VvQq6m0TceUrhInRNI8lMddOvJbXD64cId72nis1jR12TFMDXxRnlyN8AAKurRpvEOEjqkKPEctnmRz3Ccp12O914KjSmOVZmIeaLwykMrBeInOmafCmU39qHEhokNjzhPAjorJ8PVNL3OsfD411ZwZUaHNdYAfh6ox2BDGObSsXDUm5WuxjRcNAJ1IAVOIp5hdV0rjnqvLcOpPZUHdIAIkm1t1s4iNduaWxTmt5k8gqRVzACpPSNvJTV878xUKpzgloLNIO4OqHYRwO2WJDtiNj49E4MGACXd4fha22bqeQUhQNUimy8GXOAhrOgRn5kacSWsGl3vdaRyHJKHDF9RzyIElxB+gW3xfCMpspsaNyTzJtcpKhUa33jLW3PV2w8k01x5L8CtTiiKbjDqnfeYmLWCxjTe+oGkl3U8luucYJlrg8SdDHTor8FhSBmiSdjyUaMObXS7iFUMwpgXc3KPReNcCvT8QrZzlGjJHmsF+YHRb4Y6iMOTdpIlRKbdfVqrqUVOm0yIEKVM7EwOacbw49RZWN4YuDwtdF5sJ8qXAEWkqxlKG6SFo0sGIiFcMKBsYU48dVz+qwYwY5t2XG6YpskX8dPqtH7OAbCFJuGGzVecbG/VT4Z7cOWXN2/RaeGoCIcQV0U41j10Ug5o022S8cU/Ky+DeHoBhE3BPovTYbDsdTtcHX+3JeQOOaBCt4bxfsqrSXEsNiJ0WeXHjO2+H1GeXVj0nZ5HQbhcfQtbZWHGUKjZD2nkZ0WDX4lUdVPZvLWtsdLrmvLjHZjx5ZemmaV5i6Rx7mNE6Hos/E4nEFpc2sR0gLIqtruu55d5KLzY30n8a/MPv4u9ujiQp0MW9wlrz/m6wKlCoNZT/AA6o6I+qv93pT7EnwerOxDz+9KpccRo9xM9VGtWqsNhKgOIvdEtFlbHK1S4SVGo2qDoVx+JcIzkxKdrV6haC1oPNK1nPLP3any30vrXZfE4/M2BYXPiFKpiXU6LWzdxkqWGxDM0Ppa/IbqdTF4apU7zCALCFbGa+Fcst/KihxAyQ+4sq8XXNR+b0TbBhCT7wCl9nwxbIquB6hbSyfDC21m0ypE3T54fSDQRiG35gqlmCLgTmG/yWky2zy6LkqQK66kYm0CAuuw7gASLFXU3AHJupVaWADW2yUDVc5zIGVpB8VeKZCo3vFRhdqnvHxXA0m+3NWQiWrrGHZTDVImFOkXJzsohX4as6m6QbaEdEu+pYKIeSiO25WOdoEyDcJPvNMO1GnT+yhhcTk7rrjbomKxza67FUsNqmOOYA6qLAST812kTmAOquFk0pllpJoMxCsqGBHRWMsJKg9yrph5bpaqem6pabiLeCYc4Toqw0Sp01xyTpYyo38R87phnEqn8unJKZApNaPkmi5HaXEajhqBfYKutUe73nE+aqoN1VlVtlWxjcuyVajC41pABuTNh+ZV9anLZSWY5T4/kp06MMtxp4aHn7x9+QP5rRGNawBrB4ALzTKhBmVrYZ4c2dPqfBVsZ8kuPayo9ziXOMnc8hyCTrMzQWhsD8JH1TbjYaROiqFMyTo2f8ASRXHkpfCUSZJgAH/AtGvi8jbgZjp06o7VobsI0HNZeIrOc6XCSdLfJXmO1/Pa5okJWrSN7SFdh3m8iFY4jZaMvK41nMoF5hqsqYAiwcCeS1MDTacxIgws19NwfM7o0x5d0w1jYgqzutGoWI7HdVS/GnmufzkafYyyb4xTAq3Y1s6rzlTFk7qh+IKpeVrj9I9Eca0HmuVOIAheaNY80CsVS8tbz6aRt1OIT71oS9XHeqzDUKA9U87Ws4cYdOJJKlTr3SHaKbXqtu2kxka1HF5d/JXUuLtkgjU6rENZRL5WWXFjk3x5ssfTdqcWAbEapqljGFoXmmmRCYDagGiyy+nx9NcfqcvbZrYym5wbPim8NhmOmDELyoJ801TxbxbMpv03XVV/J77j1FRzGjvEJSsKT2kMIm6wKuJebSoU3OaZaVOH0+WPypnzzL4elyuo0O9oq8XjMtEGFlVeK1HtDXDTRV1KtSo0CLK+HHlLuqZ542aSq4nNLvJJhdeSIEQoArqlYda6XtPd81YSqfwjxUwrsslrCrQ8jcqlinKtIztWl5jLsipVJAB0GihN1LKtIo4Cm318zQ3LBsqGMTDGLSRTLIPaczvFXCpDC3Kuv953iouKlj5WuUarWk5hqIVeJqtc4EKuoVWymXGAjSSe1zg01BHuztou1WtaSGlSdTygAeapIPJDbh8VfQqxY3H0VIamKFLchSi56P0qWk9II2Qyi7NcWVdEkOAGk3C1WQJj0VLHNnyE6piwS7nJx7AehS9ZhCaVxyJlyA5TLT0Rl6BTpt5RxzrqTXLr230QGjqmkbiVN0BMMdmEJeB1U6Ouyixnlp1sSQUpVpwH25G6fqU4Ki+jmBtq0hQnjz1WNm8/FPcMqgAyYMg3Spw7txHipARoPMpp1ZTyjdZSBEn/atc4R3o6ALDw+LLDAMp9ry68md08XFnjcEK9Ml0qjKDYp5hlV1KR1C0Ux5P2XDADqbjql8TsQVoCmARJ+SXxdK1gjSZ/yW8MxDSS124XTh+9HVZeaDpCfwvEHDW6aTnhfceI7QqUqldDl5e30NhiEFipFRS7VSrqpFqg6ykXqDnSiY5KkAohWgqE1AhSAVgAKsyBTpXyLErkq405MI7JNHlHcM0l4AEr1NLh4gdVg8NIY85lv/ALWawRY+a4/qPPesXd9NcNfyZOP4cWkkFZYcVuvxzXg21S5wTCJWnHnljNZMuXjxt3izWsLrpzCYIvtKfwRosEOI803gsES9z2EeCjPnsROCV5/EUXU3Qbpzh9SxuF6Gjw4VS7MNAvOYzBPp1HBoMLXg5/O6YfUcOooxZ76qbHJSbTc4xBJT2L4Y6nTY7KZPRdFyxl7Y442zotlbAXco2KbqcKqCkKgIcNTGyQC0xyl9KZSz2ubSJ0I9VLsXclBjUxTaea0mLG5acbTMq5tNWNJG6n2vh6LSRhlmi1ikNQudqPhC4KjZFj6qdqatdqv7x8VHMuPc2Tc6q2lQBuXQPBE3pCnQLz0VrqcCG6Kb+TSI8VSWO/0pU3ai5pgKN+qmQ6BqpMkonenaLSU1oF1kALtNuZ0qXPll8r8JR3KtqkTCme41U1CMxKhz78hnHOVB0HQqDiNUuSOanTXGGHUjuFHs/EKoE7H5qxrnc1Gl7tKrTuL7LgZ1C7WqkEeC4K3QJpG6ll6hdYBOvyXBWHwrorDkmldmi0EaEqVERawlRo1JC42A4KNMvKxn4igQbJRzX9Vr4yjuFk1JB1Vo6+LktiABCdwuKixA9EkKh5lSbWIUr54+UbYDSJAXQQUrg8WDYp11MahVcGcuN1Vb8MDeSFWaZBIlMGLXuouog3BUwmZGrhZ0SookOutLsiCg0ZRrOXT5wuriF5T6l1C4hB1C4hBJdzKCEFjaisFdLoU7RqGG1lMVxOqUQp8keEOnEN5qNOo2blKITyR4RqPr04s5RGJ/nCzUKLdkw00adVu7wm8Pxs0gWgggrDQoyky9xabl3t6eh7TFogwr2+01MzmaDJXkUKswxnqJtt9vR4niVA95lnJqv7Qte2mzM0j8S8khTcZfZOn0CrxbCChUa2tTu2wEz9F5Zten8YWQhW479v0rnj5+26zE0vjCtbjKQ/5GrzqFt9/Jhfpsb8vSfb6XxtUTj6XxhedQn38kfiYftvnHU/jC4MbTn3wsFCffyT+Ni9HTxVEkl1RoVr+JUv4jYXl0J9/JW/SYX5r0hx9I/wDI1c+30v4jV5xCn8jI/EwenbxKmP8AlCapcVogXqsXjkJ+Rki/R4X5r2b+LYc2zsjzTOH4rhBrWaPP+y8GhPyMmd/x/HZrde9q8Ywp/wCdqhW4phibV2fNeFQn5GSJ/juOfNeyrcQobVmHzKXPEKP8Vq8qhPyMmk+h45816n9o0f4jVYzidEH9635rySE/IyL9Fx35r11XilEn941cHE6P8Rq8khPyMj8Hj/dew/alD+K1H7TofxWrx6FP5OSPwOP917ihxfDjWs35qx/F8NMisz5rwaFH5OSl/wAbx73uvfP4xhjmHbs6arMr4+jtVaV5RCfkZLY/4/jx9WvRfbqX8RqPt9L4wvOoT8jJr+Jg9NS4lSBnO1bOF45ho71Zg9V4BCfkZMuT/H8efu19CqcWwh/+YZ8/0Q3jOGH/AD0/Ur56hPyMmX/i+L93/v8Ap9CdxfCn/nZ81X+2MMP+dnzXgUJ+Rkn/AMXxfu/9/wBBCELnemEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQgEIQg//2Q==" width="250px" alt="Tron Price Prediction 2020, 2025, 2018"/></p>
<p>
<h2>Tron Price Prediction 2020</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px" alt="Tron Price Prediction 2020, 2025, 2018"/></p>
<p>
<p>What will also come into play at this time is how the price behaved in the past after a similar event. Interestingly, other indicators show that the top cream is not a reserve of only the King Crypto.</p>
</p>
<p>
<h2>Indian Investor Lost Over $3 Million In Bitcoin Wallet Scam</h2>
</p>
<p>
<p>Support from the broader market would be needed, however, for Stellar’s Lumen to break out from Wednesday’s high $0.10248. It is obvious how all our sources agree on the bullish possibility for TRON in 2020. Still, there are some significant differences in their forecasts for the year’s high and its timing.</p>
</p>
<p>
<p>Content creators can benefit fromTRON&#8217;s cryptocurrency ecosystem, mainly receiving substantial compensation for their content when it gets shared with others. TRON is a decentralised entertainment platform that uses blockchain and P2P technology. TRON is a next-generation social media platform where users can create and share content with anyone around the world. The young leader of the company, Justin Sun, has achieved remarkable feats.</p>
</p>
<p>
<h2>Trade Binary Options With Cryptocurrencies (Bitcoin)</h2>
</p>
<p>
<p>And there are still more than 220 million XRP tokens to be released by Ripple . More to the upside, XRP futures seem to be <a href="https://coinbreakingnews.info/">https://coinbreakingnews.info/</a> the flavour of the day, with more and more exchanges adding this market including powerhouse Binance earlier this month.</p>
</p>
<p>
<h2>What Is The Future Of Tron ?</h2>
</p>
<p>
<p>With that said, let’s assume Carlson-Wee thinks Ethereum becoming the crypto with the largest market cap is still in play going forward, and furthermore just say that hypothetically happened right now. On January 3rd, Adams referenced via tweet a goal for 2020 offered by Mariano Conti, the head of smart contracts at MakerDAO, which supports the Maker dApp and Dai stablecoin ecosystem. Conti’s goal was for the total Dai supply to reach the 1 billion mark.</p></p>
]]></content:encoded>
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		<title>7 Hidden Dangers To Using Free Vpns In 2020</title>
		<link>http://www.platinumpolish.co.uk/download-free-malware-scanner-removal-software/</link>
		<comments>http://www.platinumpolish.co.uk/download-free-malware-scanner-removal-software/#comments</comments>
		<pubDate>Fri, 11 Oct 2019 16:12:08 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Cryptocurrency service]]></category>

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" width="253px" alt="Avira Phantom VPN Pro"/></p> <p> </p><p>The response simply told me to uninstall and reinstall the software — which I had already tried . Premium users will also have the option to contact support via email. I tested the email support by sending a few questions about how I couldn’t get the real-time protection to turn on. Countries Avira Phantom VPN Pro that cannot access the toll-free number have the option to call another number, but they will be charged their local phone rates. The only customer support option for free users is theknowledge base sectionon Avira’s website.I used it to try and fix a few issues regarding the antivirus setup.</p>  <p> </p><p>I was actually really pleased with it, as it offered detailed answers that solved my issues. Even beginner users will find it easy to use all of the antivirus and device optimization features. It’s also extremely lightweight, and [...]</p>]]></description>
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" width="253px" alt="Avira Phantom VPN Pro"/></p>
<p>
<p>The response simply told me to uninstall and reinstall the software — which I had already tried . Premium users will also have the option to contact support via email. I tested the email support by sending a few questions about how I couldn’t get the real-time protection to turn on. Countries <a href="https://www.google.com/search?q=Avira Phantom VPN Pro">Avira Phantom VPN Pro</a> that cannot access the toll-free number have the option to call another number, but they will be charged their local phone rates. The only customer support option for free users is theknowledge base sectionon Avira’s website.I used it to try and fix a few issues regarding the antivirus setup.</p>
</p>
<p>
<p>I was actually really pleased with it, as it offered detailed answers that solved my issues. Even beginner users will find it easy to use all of the antivirus and device optimization features. It’s also extremely lightweight, and the scanning engine won’t affect PC performance while using CPU-intensive programs. However, as there are so many additional features, some beginner users may be overwhelmed.</p>
</p>
<p>
<p>Still, Betternet does a good job covering the basics when it comes to security. Speedify’s Amsterdam server is optimized for BitTorrent and P2P activity.</p>
</p>
<p>
<p>In other news, Avira introduced a monthly subscription model for its VPN product, and partnered with DriveLock to offer a Management Console for enterprise. AntiVir version 7 is launched and the company reaches its 10 millionth user. To meet new threats , the company enhances its security offerings.</p>
</p>
<p>
<h2>Ask Experienced Users For Help Or Offer Your Own Tips</h2>
</p>
<p>
<p>TunnelBear is independently audited, uses AES 256-bit encryption, and guarantees no data logging. <a href="https://coinbreakingnews.info/">https://coinbreakingnews.info/</a> This means your data will never be stored and your identity will always stay private.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="Avira Phantom VPN Pro"/></p>
<p>
<p>Take your privacy and security seriously to avoid the malware, ad tracking and slow connections that <a href="https://coinbreakingnews.info/blog/avira-phantom-vpn-pro-protection-with-unlimited/">Avira Phantom VPN Pro</a> come with free VPN options. Make sure that your provider doesn’t store users’ internet activity.</p>
</p>
<p>
<p>I would definitely recommend it to anyone who wants a pleasant experience. I agree with <a href="https://www.youtube.com/results?search_query=Avira Phantom VPN Pro">Avira Phantom VPN Pro</a> the above comments especially with the extremely poor customer services support.</p>
</p>
<p>
<p>ExpressVPN Scored well above average in speed tests and very reliable, even from China. Unblocks a wide range of streaming services and keeps you safe. StrongVPN <a href="https://en.wikipedia.org/wiki/Avira Phantom VPN Pro">Avira Phantom VPN Pro</a> Fast connection speeds combined with strong security and easy-to-use apps. All VPNs slow down your internet to some degree, some much more than others.</p>
</p>
<p>
<h2>Avira Phantom Vpn Cost, Plans &#038; Payment Methods</h2>
</p>
<p>
<p>It offers robust encryption, good speeds, and perfect forward secrecy – but no kill switch. If your connection to the VPN server fails, your traffic will not be protected. This free VPN is a good choice for protecting yourself from spying eyes when you connect to an unsecured public WiFi network, but you <a href="https://coinbreakingnews.info/blog/avira-phantom-vpn-pro-protection-with-unlimited/">https://coinbreakingnews.info/blog/avira-phantom-vpn-pro-protection-with-unlimited/</a> should look elsewhere for total anonymity. Although 500 MB might be enough for 30 minutes of low-quality streaming, Betternet does not allow you to stream using its free account. You can only connect to its US server location, so you can’t access geoblocked websites from anywhere else in the world.</p>
</p>
<p>
<ul>
<li>Also, both versions allow for maximum speed to connect to the nearest location.</li>
<li>This could be a censor, your ISP could be throttling/packet-shaping you, the network may be experiencing bottlenecks, whatever.</li>
<li>A detailed country selection with additional information such as speed is only available in the Windows Desktop Solution.</li>
<li>The VPN uses a system of dedicated servers that bypass local ISPs in favor of secure, unfettered access.</li>
<li>Sometimes the reason you have slow Internet is because someone is watching you.</li>
<li>The VPN can bypass all that and free up your connection speed.</li>
</ul>
<p>
<p>Our reviews are written by users themselves, and are not influenced by VPN companies. When you purchase a VPN, we sometimes earn affiliate commissions that support our work. Here is an explanation of exactly what we do and how to support our work. I recommend trying out a budget-friendly premium VPN like NordVPN instead.</p>
</p>
<p>
<p>ExpressVPN – Unlimited bandwidth and data, strong security features, and a 30-day money-back guarantee so you can try it out risk-free. While it’s easy to find a free VPN, finding a trustworthy one with no hidden costs that will actually let you access Netflix and torrents, plus keep you secure? I tested 92 VPN services that claimed to be free and found only 10 that are safe and reliable. Honesty and transparency – our two core values – make the internet a friendly place.</p>
</p>
<p>
<h2>We’Ve Made 500 Million People More Secure Online</h2>
</p>
<p>
<p>That all being said, I caution strongly against choosing a VPN on speed alone. Overall value, a commitment to customer privacy, and the technology used by the service are all far more important. No matter the VPN you choose, odds are that it will have some impact on your web browsing experience—generally, an increase in latency and dips in upload and download speeds.</p>
</p>
<p>
<h2>Avira System Speedup</h2>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>Which country VPN server is fastest?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Countries With The Fastest Internet Speeds Use Fiber Optics To The HomeNorway.  <br/>Japan.  <br/>The Netherlands.  <br/>Hong Kong.  <br/>Latvia.  <br/>Switzerland.  <br/>Finland. Finland is 9th in terms of average speed at 16.6mb/s.  <br/>Denmark. Denmark rounds out the top 10 with an average connection speed of 16.1mb/s.<br/>More items•</p>
</div>
</div>
</div>
<p>
<p>DNS is basically a phonebook for the internet, turning human-understandable URLs into machine-understandable IP addresses. By maintaining its own DNS service, Avira ensures that no one can monitor your DNS requests to send you to phishing sites or infer your web activity.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>Can you get hacked through VPN?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>VPNs can be hacked, but it&#8217;s hard to do so. Furthermore, the chances of being hacked without a VPN are significantly greater than being hacked with one.</p>
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<p>
<p>It’s a sacrifice you make for a more private and secure internet connection or for streaming your favorite shows from any location. We’ll show you the fastest VPNs along with a few tricks to maximize your speed that won’t cost you anything.</p>
</p>
<p>
<p>Many online games display your ping in real time, so this might not be necessary. Hotspot Shield is not a VPN we would have recommended five years ago, but it’s since been acquired by new parent company Pango <a href="https://coinbreakingnews.info/blog/avira-phantom-vpn-pro-protection-with-unlimited/">Avira Phantom VPN Pro</a> and has made vast improvements to both privacy and performance. It uses a proprietary protocol called Catapult Hydra, which it claims offers better speeds and comparable security to OpenVPN and IKEv2.</p>
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<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px" alt="Avira Phantom VPN Pro"/></p>
<p>
<h2>Is A Free Vpn Worth It?</h2>
</p>
<p>
<p>The VPN is very limited in terms of data — 500 MB of free data per month is barely enough to do a few Google searches every day. And it only allows access to the nearest server location, meaning you can’t choose other server options.</p></p>
]]></content:encoded>
			<wfw:commentRss>http://www.platinumpolish.co.uk/download-free-malware-scanner-removal-software/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
