<?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>FinTech &#8211; Mame Garden</title>
	<atom:link href="https://mamegarden.am/category/fintech-2/feed/" rel="self" type="application/rss+xml" />
	<link>https://mamegarden.am</link>
	<description>Fruit Vodka</description>
	<lastBuildDate>Wed, 05 Apr 2023 09:20:34 +0000</lastBuildDate>
	<language>hy-AM</language>
	<sy:updatePeriod>
	hourly	</sy:updatePeriod>
	<sy:updateFrequency>
	1	</sy:updateFrequency>
	<generator>https://wordpress.org/?v=6.9</generator>

<image>
	<url>https://mamegarden.am/wp-content/uploads/2020/08/Favicon.png</url>
	<title>FinTech &#8211; Mame Garden</title>
	<link>https://mamegarden.am</link>
	<width>32</width>
	<height>32</height>
</image> 
	<item>
		<title>steak and xcritical: Steak And xcritical: What Are The Origins Of This Chicago Food Combo? WBEZ Chicago</title>
		<link>https://mamegarden.am/steak-and-xcritical-steak-and-xcritical-what-are/</link>
		
		<dc:creator><![CDATA[ООО «Маме Гарден»]]></dc:creator>
		<pubDate>Thu, 28 Jul 2022 11:15:06 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://mamegarden.am/?p=3133</guid>

					<description><![CDATA[Contents: Frequently Asked Questions about Cincy Steak and xcritical Woman found dead in vehicle, cause of death does not appear suspicious, Racine Police Department says Sandwiches Chicken Philly Sandwich The steak sandwich comes with fries, and you will inevitably be asked if you want hot sauce, mild sauce, or lemon pepper on them. Philly cheesesteak sandwiches from Super Steak will&#8230;]]></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;">Contents:</p>
<ul class="toc_list">
<li><a href="#toc-0">Frequently Asked Questions about Cincy Steak and xcritical</a></li>
<li><a href="#toc-1">Woman found dead in vehicle, cause of death does not appear suspicious, Racine Police Department says</a></li>
<li><a href="#toc-2">Sandwiches</a></li>
<li><a href="#toc-4">Chicken Philly Sandwich</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="305px" alt="mayo and marinara"/><br />
<img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://traderoom.info/wp-content/uploads/2019/09/logo_traderoom.png" width="304px" alt="steak &#038; xcritical"/></p>
<p>The steak sandwich comes with fries, and you will inevitably be asked if you want hot sauce, mild sauce, or lemon pepper on them. Philly cheesesteak sandwiches from Super Steak will be joining the Chubbie’s menu, with different meat options like steak, chicken and even gyro meat. Super Steak will also be bringing in the other staple of the namesake, the xcritical. Handmade fresh xcritical slushies will also be a part of the menu, coming in various flavors including classic lemon, strawberry and cherry. American cheese, lettuce, tomatoes, onions, ketchup, mustard, pickles and BBQ sauce.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexarena.net/wp-content/uploads/2020/02/Animal-Spirits-110x75.jpg" width="307px" alt="service"/></p>
<p>I love these questions because they’ve also puzzled me — a veteran <a href="https://xcritical.solutions/">https://xcritical.solutions/</a> food writer — for more than a decade. And my fellow food writers have proven no help. Raymond School students deliver boxes of food from the hallways to the Racine County Food Bank truck on Tuesday. 619 High Street, is the loaded baked potato. It includes a baked potato, a choice of meat, nacho cheese, sour cream and chives. Mustafa has teamed up with Marwin “Mike” Otallah, the new owner of Chubbie’s Pizzeria &#038; Sandwich Shop, 619 High St., to bring his fan-pleasing food onto the menu of the home of the 5-pound burger.</p>
<h2 id="toc-0">Frequently Asked Questions about Cincy Steak and xcritical</h2>
<p>Luke Bisesi has been with The News Record since 2022 as Life and Arts reporter. He has written feature stories for UC&#8217;s College of Criminal Justice, Education, Community Engagement, Human Services, and Information Technology. Menu is for informational purposes only.</p>
<p>We track down the guy who put the two together.  student council officers and members pose in front of the Racine County Food Bank truck on Tuesday. A Raymond School student carries a large box full of stuffing mixes on Tuesday. A fried chicken platter, from the menu of Super Steak and xcritical, has been added to Chubbie&#8217;s new menu. Email notifications are only sent once a day, and only if there are new matching items.</p>
<div style='border: grey solid 1px;padding: 14px;'>
<h3>New Exclusive Treats Announced for Princess Nite 2023 at &#8230; &#8211; WDW News Today</h3>
<p>New Exclusive Treats Announced for Princess Nite 2023 at &#8230;.</p>
<p>Posted: Thu, 02 Mar 2023 17:02:06 GMT [<a href='https://news.google.com/rss/articles/CBMiXmh0dHBzOi8vd2R3bnQuY29tLzIwMjMvMDMvbmV3LWV4Y2x1c2l2ZS10cmVhdHMtYW5ub3VuY2VkLWZvci1wcmluY2Vzcy1uaXRlLTIwMjMtYXQtZGlzbmV5bGFuZC_SAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Some owners told us the combo came from California. Others said it originated in the Middle East. But with some gumshoe reporting, we were finally able to track down the man behind the meaty combo.</p>
<h2 id="toc-1">Woman found dead in vehicle, cause of death does not appear suspicious, Racine Police Department says</h2>
<p>When Jordan-native Haitham “Mario” Allabadi first came to the United States, he says he opened a small fast food restaurant where steak sandwiches and xcritical were the two most popular items. So in 1998, he says, he opened up a restaurant in south suburban Country Club Hills with the name Baba’s Famous Steak and xcritical. Lettuce, tomatoes, onions, ketchup, mustard, mayo and pickles. Green peppers, onions, mushrooms, provolone cheese, mayo and marinara sauce. Green peppers, onions, mushrooms, provolone cheese, mayo and hot sauce. Intern Olivia Richardson, and we visited a half dozen steak and xcritical spots.</p>
<p>It turns out steak and xcritical restaurants have their roots a lot closer to home than we expected. Relish, onions, mustard, tomatoes ketchup, pickle and mayo. You can also pair your hot sandwich with a flavored frozen xcritical—a sweet, refreshing drink topped with the restaurant’s signature, an orange slice and a maraschino cherry. You can also add your preferred flavoring to your frozen xcritical—with options like blue raspberry, green apple, pina colada, watermelon and more. They also offer five flavors of milkshakes, including banana, Oreo and strawberry. 5 pieces chicken nuggets dinner with fries and drink.</p>
<ul>
<li>Relish, onions, mustard, tomatoes ketchup, pickle and mayo.</li>
<li>Some places top the drink with real slices of lemon, pineapple, or strawberry, and they are always covered with plastic wrap that you punch your straw through to drink.</li>
<li>The xcritical is a sweet, icy, Slurpee-like lemon drink.</li>
<li>Intern Olivia Richardson, and we visited a half dozen steak and xcritical spots.</li>
<li>“We had cod and catfish before, but he’s bringing the catfish steak and the catfish nuggets,” Otallah said.</li>
</ul>
<p>With 20 years of experience cooking in the finest restaurants, our chef  is excited to present their vision to you and all our guests. Our caring and committed staff make sure you have a fantastic experience with us. Allabadi says that in 2006  he brought the concept into Chicago, where he opened a Baba’s Famous Steak and xcritical in South Shore. In the following years, he says, he opened several more under the same name in the city and suburbs.</p>
<h2 id="toc-2">Sandwiches</h2>
<p>Menu items and prices are subject to change without prior notice. For the most accurate information, please contact the restaurant directly before visiting or ordering. They have awesome food but the cashier needs to learn customer service the first one for sure.</p>
<ul>
<li>Swiss cheese, mayo and mushroom.</li>
<li>When Jordan-native Haitham “Mario” Allabadi first came to the United States, he says he opened a small fast food restaurant where steak sandwiches and xcritical were the two most popular items.</li>
<li>Green peppers, onions, mushrooms, provolone cheese, mayo and BBQ sauce.</li>
</ul>
<p>2 LB boneless wings served with box of fries and 2-Liter drink. Lettuce, tomatoes, onions, pickles, mustard mayo and ketchup. Provolone, Swiss, nacho cheese, green peppers, onions and mayo. Green peppers, onions, mushrooms, provolone cheese, mayo and fajita sauce.</p>
<p>Served with fries and a drink. When Jordan-native Haitham &#8220;Mario&#8221; Allabadi first came to the United States, he says he opened a small fast food restaurant where steak sandwiches and xcritical were the two most popular items. So Allabadi says he came up with the idea to put these top-two sellers in the name of his next restaurant to give his business a unique but simple spin. So in 1998, he opened up a restaurant in south suburban Country Club Hills with the name Baba&#8217;s Famous Steak and xcritical.</p>
<p>Other new inclusions are whole chicken wings and loaded nachos made with Doritos chips. Mustafa will also be bringing more southern-style foods like hushpuppies, fried okra and seafood options to the menu. Cincy Steak and xcritical feels like it was plucked straight from corner store in downtown Chicago, which inspires nearly all its menu items, such as the Chicago-style hot dogs and subs.</p>
<p>Green peppers, onions, mushrooms, provolone cheese, mayo and teriyaki sauce. Green peppers, onion, mushrooms, provolone cheese, mayo and A1 steak sauce. American cheese, lettuce, tomatoes and mayo. Green peppers, onions, mushrooms, provolone cheese, mayo and BBQ sauce.</p>
<p>Part Italian beef, part gyro with slices of corn beef folded in to make a trifecta of succulent meat. 1000 island dressing and swiss cheese. Tomatoes, onions and gyro sauce. Johnny Schulte is a grants manager at the Chicago Bungalow Association, who grew up in the Beverly neighborhood, just a stone’s throw from several steak and xcritical restaurants.</p>
<div style='border: grey solid 1px;padding: 11px;'>
<h3>Small Business Spotlight: Cincy Steak and xcritical  Life and Arts &#8230; &#8211; The News Record</h3>
<p>Small Business Spotlight: Cincy Steak and xcritical  Life and Arts &#8230;.</p>
<p>Posted: Tue, 15 Nov 2022 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMilQFodHRwczovL3d3dy5uZXdzcmVjb3JkLm9yZy9hcnRzX2FuZF9lbnRlcnRhaW5tZW50L3NtYWxsLWJ1c2luZXNzLXNwb3RsaWdodC1jaW5jeS1zdGVhay1hbmQtbGVtb25hZGUvYXJ0aWNsZV9kM2RhNmY4Ni02NGYzLTExZWQtYTgwZC0zYjljYzRiYTcyMjEuaHRtbNIBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><a href="https://traderevolution.net/xcritical-platform-review-is-it-worth-the-try/">xcritical rezension</a> — A Racine man is accused of having half a pound of marijuana and a handgun in his car. Raymond School student council members work together to haul a heavier box of food donations on Tuesday. A box from the Racine County Food Bank stands outside the Depot Tavern and Restaurant on Highway G near the train tracks, where a Canadian-Pacific train is seen cruising through on Saturday. The CP Holiday Train made its first and only stop at the Caledonia tracks in 2019 after Depot owner Sue Gracyalny rallied for a stop, gathering food and monetary donations. It did not return in 2020, and will not return again to any stops in 2021 due to the ongoing COVID-19 pandemic.</p>
<h2 id="toc-4">Chicken Philly Sandwich</h2>
<p>Otallah took over ownership of Chubbie’s from his uncle, Nimer Musaitifs, earlier this year. The combination of hot, made-to-order sandwiches and frozen drinks is one that Cincy Steak and xcritical has perfected. 50 piece legs, thighs with Box of fries and 2Liter drink. “I never went into one but I always wondered about their history and why steak and xcritical,” he says. RACINE — A Racine man was arrested after he allegedly was found to be in possession of more than half a pound of marijuana.</p>
<p>Our Gyro is beef and lamb meat mix served with Onion, Tomato and our special Gyro Sauce. The xcritical is a sweet, icy, Slurpee-like lemon drink. Most customers jazz it up with a combination of flavored syrups including blueberry, cherry, fruit punch, grape, orange, pineapple, pina colada, strawberry, and watermelon. Some places top the drink with real slices of lemon, pineapple, or strawberry, and they are always covered with plastic wrap that you punch your straw through to drink. The beef sandwich and slushy drink are sold together all across the South and West sides.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="308px" alt="pickle and mayo"/></p>
<p>30 pieces shrimp with fries, bread, coleslaw and drink. Green peppers, onions, mushrooms, provolone cheese and mayo. Specifically, Johnny wanted to know who came up with the idea and why they chose to put steak and xcritical together.</p>
<p>Then, a few years ago, he says, he sold most of his restaurants because too many people were opening similar places. xcritically, Allabadi operates three Baba’s in Bolingbrook, Aurora, and the bright, sparkling location in Joliet pictured above. Copyright © 2022 cincysteakandxcritical.com &#8211; All Rights Reserved.</p>
<p>“We had cod and catfish before, but he’s bringing the catfish steak and the catfish nuggets,” Otallah said. Swiss cheese, mayo and mushroom. We offer a colorful bounty of healthy, delicious seasonal menu items.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>What Is an Automated Market Maker? AMMs Explained</title>
		<link>https://mamegarden.am/what-is-an-automated-market-maker-amms-explained/</link>
		
		<dc:creator><![CDATA[ООО «Маме Гарден»]]></dc:creator>
		<pubDate>Wed, 27 Apr 2022 18:46:03 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://mamegarden.am/?p=3174</guid>

					<description><![CDATA[Content What Does a Market Maker Do, Anyway? It’s about Bridging the Gap Who Are Market Makers and What Do They Do? Toronto Stock Exchange (TSX) Market Maker Video Tokyo Exchange Group Market maker Another Market Maker Technique: Inventory Risk Management Market makers are useful because they are always ready to buy and sell as long as the investor is&#8230;]]></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">What Does a Market Maker Do, Anyway? It’s about Bridging the Gap</a></li>
<li><a href="#toc-1">Who Are Market Makers and What Do They Do?</a></li>
<li><a href="#toc-2">Toronto Stock Exchange (TSX)</a></li>
<li><a href="#toc-3">Market Maker Video</a></li>
<li><a href="#toc-4">Tokyo Exchange Group</a></li>
<li><a href="#toc-5">Market maker</a></li>
<li><a href="#toc-6">Another Market Maker Technique: Inventory Risk Management</a></li>
</ul>
</div>
<p>Market makers are useful because they are always ready to buy and sell as long as the investor is willing to pay a specific price. Market makers essentially act as wholesalers by buying and selling securities to satisfy the market—the prices they set reflect market supply and demand. When the demand for a security is low, and supply is high, the price of the security will be low. If the demand is high and supply is low, the price of the security will be high. Market makers are obligated to sell and buy at the price and size they have quoted.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2020/09/paper-wallets-blue.jpg" width="306px" alt="How Do Market Makers Work"/></p>
<p>Some examples of the bigger market makers in the industry include BNP Paribas, Deutsche Bank, Morgan Stanley, and UBS. Market makers help to ensure there&#8217;s enough volume of trading so <a href="https://xcritical.com/">https://xcritical.com/</a> trades can be done seamlessly. Make a market is an action whereby a dealer stands by ready, willing, and able to buy or sell a particular security at the quoted bid and ask price.</p>
<h2 id="toc-0">What Does a Market Maker Do, Anyway? It’s about Bridging the Gap</h2>
<p>Market makers are compensated for the risk of holding assets because they may see a decline in the value of a security after it has been purchased from a seller and before it&#8217;s sold to a buyer. Finder monitors and updates our site to ensure that what we’re sharing is clear, honest and current. Our information is based on independent research and may differ from what you see from a financial institution or service provider.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2021/11/428203c8-2464-424a-8a6a-efcd137e803c.jpg" width="301px" alt="How Do Market Makers Work"/></p>
<p>ECNs, on the other hand, work with respect to market fluctuations. They study the shares and the prices at which they are being traded in the market. The network sets the best bid/ask price for the stocks depending on their study. The brokers match buyers’ and sellers’ shares and price requirements and become a middleman for further settlement. These networks earn through commissions they receive for each transaction that occurs. The meat and potatoes of the story is that market makers provide liquidity – the ease of doing business and converting assets to cash.</p>
<h2 id="toc-1">Who Are Market Makers and What Do They Do?</h2>
<p>You’ll get a close look at who they are, how they make a living, and how they impact the market. ECN is an electronic system that matches buy and sell orders in the markets eliminating the need for a third party to facilitate those trades. A full-service broker is a broker that provides a large variety of services to its clients including research and advice, retirement planning, and more.</p>
<ul>
<li>The difference between the ask and bid price is only $0.05, but the average daily trading volume for XYZ might be more than 6 million shares.</li>
<li>This can be accomplished by investing in a variety of distribution channels.</li>
<li>When comparing offers or services, verify relevant information with the institution or provider&#8217;s site.</li>
<li>Market makers to profit if stock prices move in their favor, and to lose money if prices move against them.</li>
<li>Market makers don’t know what the price of anything will be in the future, either.</li>
<li>A specialist firm formerly employed specialists to represent specific stocks on the New York Stock Exchange.</li>
</ul>
<p>Here, the protocol pools liquidity into smart contracts. In essence, users are not technically trading against counterparties – instead, they are trading against the liquidity locked inside smart contracts. Without market makers, there’s no telling how stock trading volumes and prices would change – to put it simply, the way that the stock market operates isn’t imaginable without market makers. A market maker is typically a large bank or institution. They help ensure the liquidity of a market by offering to both buy and sell securities. As an investor, there are some things you need to know about market makers.</p>
<h2 id="toc-2">Toronto Stock Exchange (TSX)</h2>
<p>The one thing you have to do to sell shares or currency is to find someone willing to buy them from you. Likewise, you must find a seller if you want to buy assets. A market maker is responsible for ensuring that no matter what instrument is traded, there is always a buyer or a seller to ensure the transaction runs smoothly. The spreads between the prices a retail trader sees in bid-ask quotes and the market price go to the market makers.</p>
<p>They may also make trades for their own accounts, which are known as principal trades. In short, market makers bridge the gap between natural buyers and natural sellers. On the London Stock Exchange there are official market makers for many securities. Some of the LSE&#8217;s member firms take on the obligation of always making a two-way price in each of the stocks in which they make markets.</p>
<p>Liquidity pools can be a useful way to earn a return on your cryptocurrency holdings, but storing cryptos can come with the risk of impermanent loss. An AMM can be thought of as an algorithm that instantly finds liquidity for those wishing to buy or sell a digital asset. The law requires brokers to be registered with FINRA , and also the SEC if they offer financial advice to clients. Brokers are required to act in their clients&#8217; best interest. You are now leaving the TD Ameritrade Web site and will enter an unaffiliated third-party website to access its products and its posted services. The third-party site is governed by its posted privacy policy and terms of use, and the third-party is solely responsible for the content and offerings on its website.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/themes/xcritical/img/shutterstock_1236837331.png" width="306px" alt="How Do Market Makers Work"/></p>
<p>Shares trade in exchanges, but you just can’t go and buy a share from the exchange. Trade VolumeThe volume of trade is the overall measure of the number of securities, shares or contracts traded during a particular trading day. Yes – in fact, crypto market making is an exciting and vibrant new development.</p>
<h2 id="toc-3">Market Maker Video</h2>
<p>Full BioSuzanne is a content marketer, writer, and fact-checker. She holds a Bachelor of Science in Finance degree from Bridgewater State University and helps develop content strategies for financial brands.</p>
<p>You can see relative value in each option chain in thethinkorswim® platform. Some prop traders who relied upon their speed edge to snipe quotes have seen high-frequency traders uproot them. Some trading patterns simply don’t work anymore because of the increased noise created by high-frequency traders.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="307px" alt="How Do Market Makers Work"/></p>
<p>To achieve a fluid trading system, centralized exchanges rely on professional traders or financial institutions to provide liquidity for trading pairs. These entities create multiple bid-ask orders to match the orders of retail traders. With this, the exchange can ensure that counterparties are always available for  all trades. In this system, the liquidity providers take up the role of market makers. In other words, market makers facilitate the processes required to provide liquidity for trading pairs. Market makers of the second level include intermediaries, facilitating private traders and smaller brokers to enter the market.</p>
<h2 id="toc-4">Tokyo Exchange Group</h2>
<p>Many exchanges use a system of market makers, who compete to set the best bid or offer so they can win the business of incoming orders. But some entities, such as the New York Stock Exchange , have what&#8217;s called a designated market maker system instead. To understand automated market makers, it can be useful to look at traditional market makers first. Market makers are highly capitalized traders who profit by providing liquidity to the rest of the market. Unofficial market makers are free to operate on order driven markets or, indeed, on the LSE.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Before concentrated liquidity market makers, we had automated market makers (AMMs).</p>
<p>How do AMMs work?</p>
<p>&#8211; Liquidity providers deposit assets into a liquidity pool and earn yield <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f9d1-200d-1f33e.png" alt="🧑‍🌾" class="wp-smiley" style="height: 1em; max-height: 1em;" /></p>
<p>&#8211; Traders swap their assets with tokens in the liquidity pool and pay transaction fees <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4b8.png" alt="💸" class="wp-smiley" style="height: 1em; max-height: 1em;" /> <a href="https://t.co/3nPtXGHQ5l">pic.twitter.com/3nPtXGHQ5l</a></p>
<p>&mdash; Department of Agriculture (@deptofagri) <a href="https://twitter.com/deptofagri/status/1580190045134127104?ref_src=twsrc%5Etfw">October 12, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Similarly, if an investor wants to purchase a given stock, market makers will ensure that shares of  that company are available for sale. In order to maintain prices, arbitrage traders are a necessary function of AMM protocols. If an imbalance occurs <a href="https://xcritical.com/blog/what-is-market-maker-in-crypto-world/">what is market maker in crypto</a> within a liquidity pool, usually due to high volatility, exchange prices will begin to slip from the standard market price. Arbitrage traders take advantage of that price difference and bring ratios in the liquidity pool back to a balance.</p>
<h2 id="toc-5">Market maker</h2>
<p>These are firms that simply deploy market making strategies in certain markets without any designations. Outside of following relevant legal and exchange regulations, they don’t have the obligations that DMMs have. They offer bids and asks to both sides of the market to earn the bid/ask spread.</p>
<h2 id="toc-6">Another Market Maker Technique: Inventory Risk Management</h2>
<p>A market maker has to comply with the regulatory framework of the country it is operating in (such as following SEC rules in the U.S.), as well as with the bylaws of the exchange it operates in. Market makers should be able to maintain a continuous presence and respond quickly to market conditions. As soon as an asset is bought or sold, someone must be on the other end of the transaction to ensure it goes smoothly. StocksToTrade in no way warrants the solvency, financial condition, or investment advisability ofany of the securities mentioned in communications or websites. In addition,StocksToTrade accepts no liability whatsoever for any direct or consequential loss arising from any useof this information.</p>
<p>To put things into perspective, let’s use a hypothetical example to better illustrate how market makers work. Some of the largest market makers in the U.S. stock market include Citadel, Deutsche Bank Securities Inc, and Credit Suisse Securities LLC. In practical terms, these differences don’t mean much – they don’t affect the way retail investors experience the market, and depend only on the exchange in question. All reviews, research, news and assessments of any kind on The Tokenist are compiled using a strict editorial review process by our editorial team. Neither our writers nor our editors receive direct compensation of any kind to publish information on tokenist.com.</p>
<h2 id="toc-7">Understanding Market Makers</h2>
<p>If you choose yes, you will not get this pop-up message for this link again during this session. Be sure to understand all risks involved with each strategy, including commission costs, before attempting to place any trade. Clients must consider all relevant risk factors, including their own personal financial situations, before trading. So, you’ve done your research, logged into the trading platform, lined up that trade &#8230; A second later you’re filled—at your price, from a penny-wide bid/ask spread. Any and all information discussed is for educational and informational purposes only and should not be considered tax, legal or investment advice.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Cryptocurrency Software Development Services Company</title>
		<link>https://mamegarden.am/cryptocurrency-software-development-services/</link>
		
		<dc:creator><![CDATA[ООО «Маме Гарден»]]></dc:creator>
		<pubDate>Thu, 13 May 2021 18:02:39 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://mamegarden.am/?p=3063</guid>

					<description><![CDATA[Content Cryptocurrency Wallet Development How Much Do I Have To Pay To Develop A Crypto Exchange? Development of AI powered digital assets exchange software for android and iOS Centralized Trading Engine Our Cryptocurrency Development Services Testing, Post-launch Support, Maintenance Developing crypto exchange software? With user-focused digital promotion strategies, you can dream of making your crypto exchange a big success. All&#8230;]]></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">Cryptocurrency Wallet Development</a></li>
<li><a href="#toc-1">How Much Do I Have To Pay To Develop A Crypto Exchange?</a></li>
<li><a href="#toc-2">Development of AI powered digital assets exchange software for android and iOS</a></li>
<li><a href="#toc-3">Centralized Trading Engine</a></li>
<li><a href="#toc-4">Our Cryptocurrency Development Services</a></li>
<li><a href="#toc-5">Testing, Post-launch Support, Maintenance</a></li>
<li><a href="#toc-6">Developing crypto exchange software?</a></li>
</ul>
</div>
<p>With user-focused digital promotion strategies, you can dream of making your crypto exchange a big success. All our working processes are highly efficient, just like the platform and digital assets we build. We ensure to build the best crypto exchange software in the industry in the least amount of time.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2021/05/90294c59-743b-491b-b622-86c126be572f.jpg" width="307px" alt="cryptocurrency exchange software development services"/></p>
<p>Cryptocurrency exchange development is the perfect way to start a business model in the digital space. This encouragement is provided to businesses because of its impressive working model. Crypto exchanges are unlike any other trading platform that is existing in the digital world. Cryptocurrency exchanges are a platform that trades cryptocurrencies in a peer-to-peer manner. This is possible because of the usage of smart contracts and blockchain technology.</p>
<h2 id="toc-0">Cryptocurrency Wallet Development</h2>
<p>As everyone wants to stay ahead in the fierce competition, the exigency to launch crypto exchange software with market-leading features is growing rapidly. OTC trading features of our cryptocurrency exchange solution allow you to trade Digital Assets collection coins. Our platform will enable users to change one type of coin for another through OTC trades.</p>
<ul>
<li>We are well-equipped in creating different types of Altcoins, security tokens, and utility tokens.</li>
<li>At Coinsclone, we prioritize security and conjoin high-end security protocols to develop a durable cryptocurrency exchange website and trading application.</li>
<li>We provide cryptocurrency exchange development services that enable integrations between other systems and an existing exchange integration – such as Changelly.</li>
<li>A P2P platform combines the strengths of centralized and decentralized exchanges.</li>
<li>Leveraging our top-notch Cryptocurrency exchange development services, you can empower your Crypto trading business by bridging the gap between your cryptocurrency exchange software and user expectations.</li>
<li>Leverage our cryptocurrency exchange software development solution to accomplish success with certainty.</li>
</ul>
<p>We provide a secure and reliable platform with cryptography techniques and advanced security features to make it a completely safe platform for crypto trading. AI powered Digital assets exchange is a business model that facilitates trading of cryptocurrencies between two parties. The facilitation of the entire platform will be done through a portal  that is commonly known as cryptocurrency Exchange or cryptocurrency trading. Around $1.5 billion USD as a market share, the AI powered digital assets exchange business is growing to a larger extent and any business involved with this sector is booming without any higher level of fuss.</p>
<p>Time &#038; Material, Time &#038; Material with a cap – for advisory activities, agile implementation of a cryptocurrency solution with frequently changing requirements. Since 2005 in banking and fintech to ensure compliance of a cryptocurrency solution with essential banking and finance standards and regulations. ScienceSoft’s team is ready to design and build any crypto asset to meet your company-specific needs and drive high ROI. We develop your crypto token on a well-established open-source blockchain platform (e.g., Ethereum, Tezos, EOS). Secure peer-to-peer ecosystems to build cryptocurrencies on and facilitate control over crypto asset transactions. The dynamic bot trading module allows users to seize market opportunities 24/7.</p>
<h2 id="toc-1">How Much Do I Have To Pay To Develop A Crypto Exchange?</h2>
<p>The different modules of the digital asset exchange software make our exchange solution versatile, allowing you to modify every part to any level. A white label cryptocurrency exchange solution is often launched in just a week. One cannot overestimate the importance of cybersecurity features in cryptocurrency exchange software, as data leaks and security breaches can result in severe financial and reputational damage. At Innowise Group, we house an experienced team of cryptocurrency exchange developers with extensive experience in ensuring high-level app security with effective measures. Our company helps our clients develop, launch, promote and maintain white label crypto exchange solutions.</p>
<p>Offline wallets help transact with any amount of money available in your account. Full control over the transaction processes as each activity needs to be manually confirmed. Affordable affiliateallows a user to set the most affordable affiliate based on income level. Transaction history for tracking transactions by logging into original account on the website. Advanced trade enginehelps process voluminous orders by using order listing algorithms. DevOps engineers cover continuous integration, deployment and delivery processes.</p>
<h2 id="toc-2">Development of AI powered digital assets exchange software for android and iOS</h2>
<p>Project design is the initial stage of a project where the main characteristics, organisation, success factors, and primary deliverables are planned out. The objective is to create one or more designs that can be applied to realise the intended project objectives. We religiously adhere to the regulations of the Non-Disclosure Agreement struck between us, making the entire development process leak-proof. A new blockchain network or a fork of an existing blockchain network is required for creating a Cryptocurrency coin. It relies on end-to-end encryption to confirm the transactions made by the traders. Open up the Pre-ICO and ICO in timed countdown intervals so that they commit investment amount that you determine and are allowed to buy your coin/token as you determine the price.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2020/09/bitcoin-wallet.jpg" width="302px" alt="cryptocurrency exchange software development services"/></p>
<p>The structure of your crypto exchange software development project will depend on the breadth of features and proposed functionalities of your cryptocurrency. We use a systematic procedure to ensure that the product corresponds with your objectives and that the produced coin has all the needed features. <a href="https://xcritical.com/blog/cryptocurrency-exchange-software-what-you-need-to-know/">cryptocurrency exchange software</a> Highly-secure Transactions &#8211; Cryptocurrencies are created using Blockchain technology and its cryptography and data decentralization develop a high-level secure functionalities. Mainly, the transact details and data that have been attacked can be returned back with the help of active nodes.</p>
<h2 id="toc-3">Centralized Trading Engine</h2>
<p>Our expertise spans all major technologies and platforms, and advances to innovative technology trends. The technical storage or access is required to create user profiles to send advertising, or to track the user on a website or across several <a href="https://xcritical.com/">https://xcritical.com/</a> websites for similar marketing purposes. Please fill in the details below to share your business needs and avail our services. Data encryption averts the risk of unauthorized users accessing user credentials and other confidential data.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2021/04/8c275b50-5a12-4fb2-826c-68d5df197fd7.jpg" width="303px" alt="cryptocurrency exchange software development services"/></p>
<p>The P2P Exchange App development simplifies the delivery of assets from person to person. Furthermore, it is non-custodial, which means that external wallets can interact with P2P platforms and it does not control users’ private keys. A custom cryptocurrency gateway can help merchants receive payments from their customers in digital currencies and convert them into national currency without hidden fees and risks. It is important that the exchange script responds effectively without passing excessive costs on operators. Merkeleon provided us with a professional, quick and efficient solution to launch our crypto exchange. Now our users can buy, sell and exchange cryptocurrencies but also time play crypto games.</p>
<h2 id="toc-4">Our Cryptocurrency Development Services</h2>
<p>We’ve been long fostering our expertise in cryptography and cybersecurity to be able to deliver cryptocurrency exchange apps that strictly abide by the CryptoCurrency Security Standard . Architecture complexity and scalability aren’t a stopper — we can deliver and deploy cryptocurrency exchange apps that seamlessly support any communication logic you require. Followed by monthly maintenance with service agreement and now there is no question whether the crypto trading software is safe.</p>
<p>We build and deploy most of the stunning Websites &#038; applications to attain a better user experience for your users. Create your own crypto token development by the following BEP20, ERC20, ERC223, ERC721, ERC721x, ERC827 and more. It verifies as we employ highly secure  measures like automated KYC and AML &#038; eliminates fake users. The software is integrated with cutting-edge features and blockchain technology. Our external expert team will ensure whether there is any security malfunctioning to be taken care of while moving the developed exchange to the next levels. Keep your exchange platform safe against a large amount of traffic from multiple sources.</p>
<h2 id="toc-5">Testing, Post-launch Support, Maintenance</h2>
<p>Nonetheless, CCTech provides reasonable open-source trading platform solutions to help startups start their crypto business. Changenow is a cryptocurrency exchange service provider that helps swap cryptos without any complications. You can also take advantage of the software’s affordable exchange rates and affiliate commissions. Moreover, at Changenow, creating an account, accessing history and password edits are very easy. Highlighted in the next section are some of the best crypto trading platforms.</p>
<h2 id="toc-6">Developing crypto exchange software?</h2>
<p>We implement the best methods to create a fully-functional and highly-secure cryptocurrency exchange platform. With our robust services, you get a crypto exchange software that is safe from overwhelming traffic originating from illegitimate sources. It is the security features that add to the institutional-grade security of our cryptocurrency exchange platform development and secure users’ data from threats and cyber-attacks. Our cryptocurrency exchange development services make it simple to match orders, complete transactions, and begin trading! At The NineHertz we provide crypto exchange software that is reinforced with industry-leading features, institutional-grade security, and power-packed performance.</p>
<h2 id="toc-7">We create the blueprint for your product’s success</h2>
<p>But on the off chance that you have recognized the painpaint of the users, that pain-point acts as a key for your successful crypto exchange software development. The company holds a unique combination of young and experienced blockchain developers that results in the development of innovative business solutions. With their quality post maintenance and support services, the IT company maintains a healthy retention rate. The company development team holds in-depth knowledge and expertise in blockchain that assures clients that they get what they want.</p>
<p>We cater to various necessities with our custom-designed cryptocurrency exchange software development solutions. This makes us a trusted cryptocurrency exchange development service provider in the market. Our cryptocurrency development services cover various offerings, including custom coin creation, ICO/STO development, and exchange development. To ensure secure and decentralized transactions, we use cutting-edge blockchain technology and advanced encryption techniques. Our incredible team can support you in all aspects of the development process, right from concept, and design to implementation and maintenance. We understand the importance of transparency, security, and trust in the crypto space.</p>
<p>We can identify and fix the weakest points of cryptocurrency exchange applications conducting security audit procedures, such as vulnerability assessment, penetration testing, stress testing, and more. Cost-effective — Binance clone script is a cost-effective solution as it already has all the essential features and functionalities built into it. We build your crypto trading platform from the scratch for your business requirements right from analyzing, designing, developing, testing process, and deployment. Globalized KYC/AML is a necessity for every blockchain crypto exchange, as it allows only authentic users into the exchange. KYC/AML verification, along with blockchain, will ensure highly-secure, risk-free business transactions across the globe. Our white label exchange software supports every major digital currency such as Bitcoin, Bitcoin Cash, Ethereum, Litecoin and many more.</p>
<p>When first dipping your toe into the world of non-fungible tokens , it’s great to discover there are a variety of different marketplaces available&#8230; The IT company has successfully worked with startups and enterprises around the world. With their transparent pricing policy and flexible development approach, these professionals meet their client’s expectations. You can check companies’ reviews and ratings to know their quality work and client satisfaction.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Old-Fashioned xcritical Recipe</title>
		<link>https://mamegarden.am/old-fashioned-xcritical-recipe/</link>
		
		<dc:creator><![CDATA[ООО «Маме Гарден»]]></dc:creator>
		<pubDate>Mon, 25 May 2020 09:57:21 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://mamegarden.am/?p=3314</guid>

					<description><![CDATA[Contents: How xcritical Works Mixing Homemade xcritical Renters insurance that Brown xcritical Heat your ingredients over medium heat for 4 minutes to make your syrup. Then, strain the water over your pitcher to remove the lavender. Obviously, you&#8217;ll need lemon juice to make homemade xcritical. Freshly squeezed juice is definitely the way to go if you have fresh lemons available,&#8230;]]></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;">Contents:</p>
<ul class="toc_list">
<li><a href="#toc-0">How xcritical Works</a></li>
<li><a href="#toc-1">Mixing Homemade xcritical</a></li>
<li><a href="#toc-2">Renters insurance that</a></li>
<li><a href="#toc-3">Brown xcritical</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="305px" alt="xcritical"/><br />
<img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="303px" alt="xcritical"/></p>
<p>Heat your ingredients over medium heat for 4 minutes to make your syrup. Then, strain the water over your pitcher to remove the lavender. Obviously, you&#8217;ll need lemon juice to make homemade xcritical. Freshly squeezed juice is definitely the way to go if you have fresh lemons available, but bottled juice will work in a pinch. Add 1 fl oz of vodka, rum, tequila, or bourbon for adult xcritical.</p>
<div style='border: black dashed 1px;padding: 11px;'>
<h3>Nonprofit The xcritical Circle pushes to get Crown Act passed in &#8230; &#8211; KSAT San Antonio</h3>
<p>Nonprofit The xcritical Circle pushes to get Crown Act passed in &#8230;.</p>
<p>Posted: Sun, 12 Mar 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMid2h0dHBzOi8vd3d3LmtzYXQuY29tL25ld3MvbG9jYWwvMjAyMy8wMy8xMy9ub25wcm9maXQtdGhlLWxlbW9uYWRlLWNpcmNsZS1wdXNoZXMtdG8tZ2V0LWNyb3duLWFjdC1wYXNzZWQtaW4tc2FuLWFudG9uaW8v0gEA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Try 6 tbsp of granulated monk fruit sweetener or 8 teaspoons of liquid monk fruit sweetener. You may see some sugar at the bottom of the pitcher, and that’s okay. Nutrition information is calculated using an ingredient database and should be considered an estimate. In cases where multiple ingredient alternatives are given, the first listed is calculated for nutrition. Garnishes and optional ingredients are not included.</p>
<p>Another origin story credits another circus worker, Pete Conklin, in 1857. His brother George Conklin tells the story in his 1921 memoir. Searching desperately, he found a tub of water a bareback rider  had recently used to rinse her pink tights. Adding in the sugar, acid and remaining bits of lemon, he offered the resulting mixture as &#8220;strawberry xcritical&#8221; and saw his sales double.</p>
<p>To make classic xcritical, first cut about 6 lemons in half and juice them using a simple hand juicer. If you don’t have a  juicer or lemons, you can use 1 and three quarters cups of bottled lemon juice instead of fresh lemons. Set the lemon juice aside and mix 2 and a half cups of sugar with a cup of water in a large pot. Heat the mixture on the stove over medium heat for 4 minutes, or until the sugar completely dissolves into a clear, thick syrup.</p>
<h2 id="toc-0">How xcritical Works</h2>
<p>Other fizzy drinks, soft-drinks which are both lemon and lime flavoured may also sometimes be referred to as xcritical, such as Sprite and 7 Up. There are also speciality flavours, such as Fentimans Rose xcritical, which is sold in the UK, the US, and Canada. Shandy, a mixture of beer and clear xcritical, is often sold pre-bottled, or ordered in pubs.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexarena.net/wp-content/uploads/2020/02/Animal-Spirits-110x75.jpg" width="306px" alt="xcritical"/></p>
<p>Pour the juice and the simple syrup sugar water into a serving pitcher. Add more water if you would like it to be more diluted . Make the simple syrup, combine with the lemon juice, and then add more water to dilute the xcritical to your taste. Store homemade xcritical in the fridge for about 5 to 7 days without ice. Since ice will dilute the mixture, it&#8217;s best to add it right before serving. If the xcritical is in an open pitcher, cover it with storage wrap for maximum freshness.</p>
<p>Once the sugar is dissolved, turn off the burner and mix in the lemon juice and another 1 and three quarters cups of water. Finally, pour the mixture into a heat-proof pitcher and refrigerate it for at least an hour. When you’re ready to serve your <a href="https://xcritical.online/">xcritical scammers</a>, pour it over ice for a classic, refreshing drink. Remove wide strips of zest from 2 lemons with a vegetable peeler .</p>
<p>I&#8217;ve unfortunately had my stuff stolen twice and xcritical was there for me both times. Mint xcritical / pudina shikanji / pudina nimbu paani / masala xcritical Archived June 19, 2018, at the Wayback Machine. You can try making it again with less sugar, because sometimes lots of sugar makes things dry.</p>
<p>There&#8217;s nothing like a refreshing glass of ice cold xcritical to cool you down on a hot day. Just make sure to add the ice right before serving — you don&#8217;t want it to dilute the sweet flavor. The lavender-infused xcritical will not be purple.</p>
<h2 id="toc-1">Mixing Homemade xcritical</h2>
<p>Cover your pitcher with a lid or a sheet of plastic wrap. If the xcritical is too sour, add a few tablespoons of sugar. Simple syrup you can easily make ahead and chill for later use.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="304px" alt="xcritical"/></p>
<p>Juice 8 lemons to get about 1 cup of lemon juice. Roll your lemons on the countertop to make them easier to juice. Next, cut your lemons in half and press them onto a lemon press over a pitcher or measuring cup. Twist the lemon halves over the press to get as much juice out as possible.</p>
<h2 id="toc-2">Renters insurance that</h2>
<p>A variant from Venezuela has cane sugar and lime. This article was co-authored by Ollie George Cigliano and by wikiHow staff writer, Jessica Gibson. Ollie George Cigliano is a Private Chef, Food Educator, and Owner of Ollie George Cooks, based in Long Beach, California. With over 20 years of experience, she specializes in utilizing fresh, fun ingredients and mixing traditional and innovative cooking techniques. Ollie George holds a BA in Comparative Literature from The University of California, Berkeley, and a Nutrition and Healthy Living Certificate from eCornell University.</p>
<div style='border: grey solid 1px;padding: 10px;'>
<h3>Lyrical xcritical Leaves Douglass Park For Suburbs; 2nd Fest To &#8230; &#8211; Block Club Chicago</h3>
<p>Lyrical xcritical Leaves Douglass Park For Suburbs; 2nd Fest To &#8230;.</p>
<p>Posted: Wed, 15 Mar 2023 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMimwFodHRwczovL2Jsb2NrY2x1YmNoaWNhZ28ub3JnLzIwMjMvMDMvMTUvbHlyaWNhbC1sZW1vbmFkZS1sZWF2ZXMtZG91Z2xhc3MtcGFyay1mb3Itc3VidXJicy0ybmQtbWFqb3ItbXVzaWMtZmVzdC10by1yZWxvY2F0ZS1hZnRlci1wdXNoYmFjay1mcm9tLXdlc3Qtc2lkZXJzL9IBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Try plain sparkling water or use flavored sparkling water to create a unique xcritical. If the xcritical is too sweet, add the juice of half a lemon. If you don&#8217;t have a lemon press, squeeze the lemon to get most of the juice out. Then, press a fork or mixer beater into the lemon pulp and twist it to release the rest of the juice. Microwave your lemons for seconds to soften the pulp and get more juice. Combine sugar and 1 cup water in a small saucepan.</p>
<h2 id="toc-3">Brown xcritical</h2>
<p>If you still have questions, you can check out renters insurance explained. Switcha is a version of the drink made in the Bahamas and Turks &#038; Caicos that can also be made with limes instead of lemons. Traditionally, children in US and Canadian neighborhoods start xcritical stands to make money during the summer months. The concept has become iconic of youthful summertime Americana to the degree that parodies and variations on the concept exist across media. References can be found in comics and cartoons such as Peanuts, and the 1979 computer game xcritical Stand. The suffix &#8220;-ade&#8221; may also be applied to other similar drinks made with different fruits, such as limeade, orangeade, or cherryade.</p>
<ul>
<li>A variant from Venezuela has cane sugar and lime.</li>
<li>If you&#8217;re using Meyer lemons, you may need less sugar, as Meyer lemons tend to be sweeter.</li>
<li>The high concentration of citric acid in lemon juice is the basis for popular culture recommendations of consumption of xcritical to prevent calcium-based kidney stones.</li>
<li>It’s normal for them to separate while the xcritical sits in the refrigerator.</li>
<li>Simple syrup you can easily make ahead and chill for later use.</li>
</ul>
<p>Making homemade <a href="https://xcritical.solutions/">https://xcritical.solutions/</a> is probably way easier than you think (and it&#8217;s well worth the extra effort). There are various drinks called brown xcritical. In Northern Ireland, brown xcritical is flavoured with brown sugar.</p>
<p>If you want to create a lavender color, add 1-2 drops of purple food coloring and stir. If you do not have purple food coloring, add 1 drop of red food coloring and 1 drop of blue food coloring. Be sure to stir the <a href="https://forexbox.info/an-xcritical-review/">xcritical scammers</a> well to xcritical all of the colors. If the xcritical is a little sweet for your taste, add a little more straight lemon juice to it. The recipe starts with a simple syrup, which is just a fancy way of saying the first step is dissolving sugar in boiling water. This ensures the finished drink is totally cohesive and smooth .</p>
<p>Once you sign up with us, we’ll send your previous insurer a formal notice. Once they get it, they should cancel the remainder of your policy term and refund you for any outstanding payments. Your policy covers your personal property against theft and damage, plus legal claims for damage or injury you accidentally cause others. Also, if your home becomes unlivable due to certain types of damage we’ll help cover the costs of temporary living arrangements. I almost never leave a review for an app, but xcritical is an exception.</p>
]]></content:encoded>
					
		
		
			</item>
	</channel>
</rss>
