var tribe_dropdowns = window.tribe_dropdowns || {};

( function( $, obj, _ ) {
	'use strict';

	obj.selector = {
		dropdown: '.tribe-dropdown',
		created: '.tribe-dropdown-created',
		searchField: '.select2-search__field',
	};

	// Setup a Dependent
	$.fn.tribe_dropdowns = function() {
		obj.dropdown( this, {} );

		return this;
	};

	obj.freefrom_create_search_choice = function( params ) {
		if ( 'string' !== typeof params.term ) {
			return null;
		}

		var term = params.term.trim();

		if ( '' === term ) {
			return null;
		}

		var args = this.options.options;
		var $select = args.$select;

		if (
			term.match( args.regexToken )
			&& (
				! $select.is( '[data-int]' )
				|| (
					$select.is( '[data-int]' )
					&& term.match( /\d+/ )
				)
			)
		) {
			var choice = { id: term, text: term, new: true };

			if ( $select.is( '[data-create-choice-template]' ) ) {
				choice.text = _.template( $select.data( 'createChoiceTemplate' ) )( { term: term } );
			}

			return choice;
		}

		return null;
	};

	/**
	 * Better Search ID for Select2, compatible with WordPress ID from WP_Query
	 *
	 * @param  {object|string} e Searched object or the actual ID
	 * @return {string}   ID of the object
	 */
	obj.search_id = function( e ) {
		var id = undefined;

		if ( 'undefined' !== typeof e.id ) {
			id = e.id;
		} else if ( 'undefined' !== typeof e.ID ) {
			id = e.ID;
		} else if ( 'undefined' !== typeof e.value ) {
			id = e.value;
		}
		return undefined === e ? undefined : id;
	};

	/**
	 * Better way of matching results
	 *
	 * @param  {string} term Which term we are searching for
	 * @param  {string} text Search here
	 * @return {boolean}
	 */
	obj.matcher = function( params, data ) {
		// If there are no search terms, return all of the data
		if ( 'string' !== typeof params.term || params.term.trim() === '') {
			return data;
		}

		// Do not display the item if there is no 'text' property
		if ( typeof data.text === 'undefined' ) {
			return null;
		}

		var term = params.term.trim();
		var text = data.text;
		var $select = $( data.element ).closest( 'select' );
		var args = $select.data( 'dropdown' );
		var result = text.toUpperCase().indexOf( term.toUpperCase() ) !== -1;

		if ( ! result && 'undefined' !== typeof args.tags ){
			var possible = _.where( args.tags, { text: text } );
			if ( args.tags.length > 0  && _.isObject( possible ) ){
				var test_value = obj.search_id( possible[0] );
				result = test_value.toUpperCase().indexOf( term.toUpperCase() ) !== -1;
			}
		}

		return result;
	};

	/**
	 * If the element used as the basis of a dropdown specifies one or more numeric/text
	 * identifiers in its val attribute, then use those to preselect the appropriate options.
	 *
	 * @param {object}   $select
	 * @param {function} make_selection
	 */
	obj.init_selection = function( $select, make_selection ) {
		var isMultiple = $select.is( '[multiple]' );
		var options = $select.data( 'dropdown' );
		var currentValues = $select.val().split( options.regexSplit );
		var selectedItems = [];

		$( currentValues ).each( function( index, value ) { // eslint-disable-line no-unused-vars
			var searchFor = { id: this, text: this };
			var data = options.ajax ? $select.data( 'options' ) : options.data;
			var locatedItem = find_item( searchFor, data );

			if ( locatedItem && locatedItem.selected ) {
				selectedItems.push( locatedItem );
			}
		} );

		if ( selectedItems.length && isMultiple ) {
			make_selection( selectedItems );
		} else if ( selectedItems.length ) {
			make_selection( selectedItems[ 0 ] );
		} else {
			make_selection( false );
			return;
		}
	};

	/**
	 * Searches array 'haystack' for objects that match 'description'.
	 *
	 * The 'description' object should take the form { id: number, text: string }. The first
	 * object within the haystack that matches one of those two properties will be returned.
	 *
	 * If objects contain an array named 'children', then that array will also be searched.
	 *
	 * @param {Object} description
	 * @param {Array}  haystack
	 *
	 * @return {Object|boolean}
	 */
	function find_item( description, haystack ) {
		if ( ! _.isArray( haystack ) ) {
			return false;
		}

		for ( var index in haystack ) {
			var possible_match = haystack[ index ];

			if ( possible_match.hasOwnProperty( 'id' ) && possible_match.id == description.id ) { // eslint-disable-line no-prototype-builtins,eqeqeq,max-len
				return possible_match;
			}

			if ( possible_match.hasOwnProperty( 'text' ) && possible_match.text == description.text ) { // eslint-disable-line no-prototype-builtins,eqeqeq,max-len
				return possible_match;
			}

			if ( possible_match.hasOwnProperty( 'children' ) && _.isArray( possible_match.children ) ) { // eslint-disable-line no-prototype-builtins,max-len
				var subsearch = find_item( description, possible_match.children );

				if ( subsearch ) {
					return subsearch;
				}
			}
		}

		return false;
	}

	obj.getSelectClasses = function( $select ) {
		var classesToRemove = [
			'select2-hidden-accessible',
			'hide-before-select2-init',
		];
		var originalClasses = $select.attr( 'class' ).split( /\s+/ );
		return _.difference( originalClasses, classesToRemove );
	};

	obj.element = function( field, args ) {
		var $select = $( field );
		var args = $.extend( {}, args ); // eslint-disable-line no-redeclare
		var carryOverData = [ // eslint-disable-line no-unused-vars
			'depends',
			'condition',
			'conditionNot',
			'condition-not',
			'conditionNotEmpty',
			'condition-not-empty',
			'conditionEmpty',
			'condition-empty',
			'conditionIsNumeric',
			'condition-is-numeric',
			'conditionIsNotNumeric',
			'condition-is-not-numeric',
			'conditionChecked',
			'condition-is-checked',
		];

		var $container;

		// Add a class for dropdown created
		$select.addClass( obj.selector.created.className() );

		// args.debug = true;

		// For Reference we save the jQuery element as an Arg.
		args.$select = $select;

		// Auto define the Width of the Select2.
		args.dropdownAutoWidth = true;
		args.width             = 'resolve';

		// CSS for the container
		args.containerCss = {};

		// Only apply visibility when it's a Visible Select2.
		if ( $select.is( ':visible' ) ) {
			args.containerCss.display  = 'inline-block';
			args.containerCss.position = 'relative';
		}

		// CSS for the dropdown
		args.dropdownCss = {};
		args.dropdownCss.width = 'auto';

		// When we have this we replace the default with what's in the param.
		if ( $select.is( '[data-dropdown-css-width]' ) ) {
			args.dropdownCss.width = $select.data( 'dropdown-css-width' );

			if ( ! args.dropdownCss.width || 'false' === args.dropdownCss.width ) {
				delete args.dropdownCss.width;
				delete args.containerCss;
			}
		}

		// By default we allow The field to be cleared
		args.allowClear = true;
		if ( $select.is( '[data-prevent-clear]' ) ) {
			args.allowClear = false;
		}

		// Pass the "Searching..." placeholder if specified
		if ( $select.is( '[data-searching-placeholder]' ) ) {
			args.formatSearching = $select.data( 'searching-placeholder' );
		}

		// If we are dealing with a Input Hidden we need to set the Data for it to work
		if ( ! $select.is( '[data-placeholder]' ) && $select.is( '[placeholder]' ) ) {
			args.placeholder = $select.attr( 'placeholder' );
		}

		// If we are dealing with a Input Hidden we need to set the Data for it to work.
		if ( $select.is( '[data-options]' ) ) {
			args.data = $select.data( 'options' );
		}

		// With less then 10 args we wouldn't show the search.
		args.minimumResultsForSearch = 10;

		// Prevents the Search box to show
		if ( $select.is( '[data-hide-search]' ) ) {
			args.minimumResultsForSearch = Infinity;
		}

		// Makes sure search shows up.
		if ( $select.is( '[data-force-search]' ) ) {
			delete args.minimumResultsForSearch;
		}

		// Allows freeform entry
		if ( $select.is( '[data-freeform]' ) ) {
			args.createTag = obj.freefrom_create_search_choice;
			args.tags = true;
			$select.data( 'tags', true );
		}

		if ( $select.is( '[multiple]' ) ) {
			args.multiple = true;

			// Set the max select items, if defined
			if ( $select.is( '[data-maximum-selection-size]' ) ) {
				args.maximumSelectionSize = $select.data( 'maximum-selection-size' );
			}

			// If you don't have separator, add one (comma)
			if ( ! $select.is( 'data-separator' ) ) {
				$select.data( 'separator', ',' );
			}

			if ( ! _.isArray( $select.data( 'separator' ) ) ) {
				args.tokenSeparators = [ $select.data( 'separator' ) ];
			} else {
				args.tokenSeparators = $select.data( 'separator' );
			}
			args.separator = $select.data( 'separator' );

			// Define the regular Exp based on
			args.regexSeparatorElements = [ '^(' ];
			args.regexSplitElements = [ '(?:' ];
			$.each( args.tokenSeparators, function ( i, token ) {
				args.regexSeparatorElements.push( '[^' + token + ']+' );
				args.regexSplitElements.push( '[' + token + ']' );
			} );
			args.regexSeparatorElements.push( ')$' );
			args.regexSplitElements.push( ')' );

			args.regexSeparatorString = args.regexSeparatorElements.join( '' );
			args.regexSplitString = args.regexSplitElements.join( '' );

			args.regexToken = new RegExp( args.regexSeparatorString, 'ig' );
			args.regexSplit = new RegExp( args.regexSplitString, 'ig' );
		}

		// Select also allows Tags, so we go with that too
		if ( $select.is( '[data-tags]' ) ) {
			args.tags = $select.data( 'tags' );

			args.createSearchChoice = function( term, data ) { // eslint-disable-line no-unused-vars
				if ( term.match( args.regexToken ) ) {
					return { id: term, text: term };
				}
			};

			if ( 0 === args.tags.length ) {
				args.formatNoMatches = function() {
					return $select.attr( 'placeholder' );
				};
			}
		}

		// When we have a source, we do an AJAX call
		if ( $select.is( '[data-source]' ) ) {
			var source = $select.data( 'source' );

			// For AJAX we reset the data
			args.data = { results: [] };

			// Format for Parents breadcrumbs
			args.formatResult = function ( item, container, query ) { // eslint-disable-line no-unused-vars,max-len
				if ( 'undefined' !== typeof item.breadcrumbs ) {
					return $.merge( item.breadcrumbs, [ item.text ] ).join( ' » ' );
				}

				return item.text;
			};

			// instead of writing the function to execute the request we use Select2's convenient helper.
			args.ajax = {
				dataType: 'json',
				type: 'POST',
				url: obj.ajaxurl(),

				// parse the results into the format expected by Select2.
				processResults: function ( response, page, query ) { // eslint-disable-line no-unused-vars
					if ( ! $.isPlainObject( response ) || 'undefined' === typeof response.success ) {
						console.error( 'We received a malformed Object, could not complete the Select2 Search.' ); // eslint-disable-line max-len
						return { results: [] };
					}

					if (
						! $.isPlainObject( response.data )
						|| 'undefined' === typeof response.data.results
					) {
						console.error( 'We received a malformed results array, could not complete the Select2 Search.' ); // eslint-disable-line max-len
						return { results: [] };
					}

					if ( ! response.success ) {
						if ( 'string' === $.type( response.data.message ) ) {
							console.error( response.data.message );
						} else {
							console.error( 'The Select2 search failed in some way... Verify the source.' );
						}
						return { results: [] };
					}

					return response.data;
				},
			};

			// By default only send the source
			args.ajax.data = function( search, page ) {
				return {
					action: 'tribe_dropdown',
					source: source,
					search: search,
					page: page,
					args: $select.data( 'source-args' ),
				};
			};
		}

		// Attach dropdown to container in DOM.
		if ( $select.is( '[data-attach-container]' ) ) {

			// If multiple, attach container without search.
			if ( $select.is( '[multiple]' ) ) {
				$.fn.select2.amd.define(
					'AttachedDropdownAdapter',
					[
						'select2/utils',
						'select2/dropdown',
						'select2/dropdown/attachContainer',
					],
					function( utils, dropdown, attachContainer ) {
						return utils.Decorate( dropdown, attachContainer );
					}
				);

				args.dropdownAdapter = $.fn.select2.amd.require( 'AttachedDropdownAdapter' );

			// If not multiple, attach container with search.
			} else {
				$.fn.select2.amd.define(
					'AttachedWithSearchDropdownAdapter',
					[
						'select2/utils',
						'select2/dropdown',
						'select2/dropdown/search',
						'select2/dropdown/minimumResultsForSearch',
						'select2/dropdown/attachContainer',
					],
					function( utils, dropdown, search, minimumResultsForSearch, attachContainer ) {
						var adapter = utils.Decorate( dropdown, attachContainer );
						adapter = utils.Decorate( adapter, search );
						adapter = utils.Decorate( adapter, minimumResultsForSearch );
						return adapter;
					}
				);

				args.dropdownAdapter = $.fn.select2.amd.require( 'AttachedWithSearchDropdownAdapter' );
			}
		}

		// Save data on Dropdown
		$select.data( 'dropdown', args );

		$container = $select.select2TEC( args );

		// Propagating original input classes to the select2 container.
		$container.data( 'select2' ).$container.addClass( obj.getSelectClasses( $select ).join( ' ' ) );

		// Propagating original input classes to the select2 container.
		$container.data( 'select2' ).$container.removeClass( 'hide-before-select2-init' );

		$container.on( 'select2:open', obj.action_select2_open );

		/**
		 * @todo @bordoni Investigate how and if we should be doing this.
		 *
		if ( carryOverData.length > 0 ) {
			carryOverData.map( function( dataKey ) {
				var attr = 'data-' + dataKey;
				var val = $select.attr( attr );

				if ( ! val ) {
					return;
				}

				this.attr( attr, val );
			}, $container );
		}
		 */
	};

	obj.ajaxurl = function() {
		if ( 'undefined' !== typeof window.ajaxurl ) {
			return window.ajaxurl;
		}

		if ( 'undefined' !== typeof TEC && 'undefined' !== typeof TEC.ajaxurl ) {
			return TEC.ajaxurl;
		}

		console.error( 'Dropdowns framework cannot properly do an AJAX request without the WordPress `ajaxurl` variable setup.' ); // eslint-disable-line max-len
	};

	obj.action_select2_open = function( event ) { // eslint-disable-line no-unused-vars
		var $select = $( this );
		var select2Data = $select.data( 'select2' );
		var $search = select2Data.$dropdown.find( obj.selector.searchField ); // eslint-disable-line es5/no-es6-methods,max-len

		select2Data.$dropdown.addClass( obj.selector.dropdown.className() );

		// If we have a placeholder for search, apply it!
		if ( $select.is( '[data-search-placeholder]' ) ) {
			$search.attr( 'placeholder', $select.data( 'searchPlaceholder' ) );
		}
	};

	/**
	 * Configure the Drop Down Fields
	 *
	 * @param  {jQuery} $fields All the fields from the page
	 * @param  {array}  args    Allow extending the arguments
	 *
	 * @return {jQuery}         Affected fields
	 */
	obj.dropdown = function( $fields, args ) {
		var $elements = $fields.not( '.select2-offscreen, .select2-container, ' + obj.selector.created.className() ); // eslint-disable-line max-len

		if ( 0 === $elements.length ) {
			return $elements;
		}

		// Default args to avoid Undefined
		if ( ! args ) {
			args = {};
		}

		$elements
			.each( function( index, element ) {
				// Apply element to all given items and pass args
				obj.element( element, args );
			} );

		// return to be able to chain jQuery calls
		return $elements;
	};

	$( function() {
		$( obj.selector.dropdown ).tribe_dropdowns();
	} );

	// Addresses some problems with Select2 inputs not being initialized when using a browser's "Back" button.
	$( window ).on( 'unload', function() {
		$( obj.selector.dropdown ).tribe_dropdowns();
	});

} )( jQuery, tribe_dropdowns, window.underscore || window._ );
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         <h2 class=" text-white pt-5 pb-1"> The Rise Of Stablecoins In Funds: How Utila Is Shaping The Future Of Payments</h2>
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                                                <div class="category-badge mb-2"><a href="https://www.premills.com/category/fintech/" class="badge bg-secondary">FinTech</a></div>                        <h1>The Rise Of Stablecoins In Funds: How Utila Is Shaping The Future Of Payments</h1>                        <p class="entry-meta">
                            <small class="text-muted">
                                <span class="posted-on"><span rel="bookmark"><time class="entry-date published" datetime="2025-05-13T03:24:32+05:30">May 13, 2025</time> <span class="time-updated-separator">/</span> <time class="updated" datetime="2025-05-16T13:04:10+05:30">May 16, 2025</time></span></span> by <a href="https://www.premills.com/author/admin-2/" title="Posts by admin" rel="author">admin</a> | <i class="far fa-comments"></i> <span class="comments-link"><a href="https://www.premills.com/the-rise-of-stablecoins-in-funds-how-utila-is/#respond">Leave a comment</a></span>                            </small>
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                        <p>As stablecoins continue to gain traction, they&#8217;re poised to revolutionize cost systems throughout numerous sectors by offering sooner, cheaper, and extra environment friendly options to traditional financial strategies. Ripple has been a pacesetter in enterprise blockchain options for over a decade, and its stablecoin offering, Ripple USD (RLUSD), is setting a new commonplace for institutional-grade stablecoin funds. Issued underneath a Ny Restricted Purpose Trust Company Charter, RLUSD is 100%-backed by US dollar deposits, authorities bonds and other money equivalents and is audited month-to-month by BPM, a quantity one accounting and consulting agency. One indicator of how stablecoins could possibly be used for payments can be seen in world payment firm Stripe’s acquisition of Bridge, a platform that gives services to help companies accept funds in stablecoins.</p>
<p>Circle&#8217;s stablecoin options are significantly well-liked among fintech companies, enabling them to supply instant, low-cost cost companies to their customers. If the stablecoin worth begins falling beneath its peg, the system will reduce (burn) the provision of tokens in circulation, thereby rising demand for the remaining coins. Nevertheless, if the stablecoin’s price climbs above its peg, the algorithm will release (mint) additional tokens into circulation, successfully devaluing every coin. Quite than maintaining reserves to guarantee their price, these property rely on the flexibility of the algorithm to reply precisely to altering market conditions and not be open to any manipulation.</p>
<p>Fiat-collateralized stablecoins, such as Tether (USDT) and USD Coin (USDC), are backed by conventional fiat currencies like the US greenback, that are held in reserve by the stablecoin issuers. Primarily Based on these attributes, many business observers argue that stablecoins are probably the most environment friendly option for cross-border funds, providing unparalleled pace, transparency, and price reductions2. Yet, most monetary establishments have been hesitant to speculate heavily in stablecoin know-how as a outcome of persistent regulatory uncertainty.</p>
<p>Stablecoins present a compelling alternative to existing solutions by eliminating inefficiencies like trapped liquidity and excessive overseas exchange costs. Nonetheless, to construct belief and drive adoption, stablecoin networks should seamlessly connect with legacy banking methods <a href="https://www.youtube.com/results?search_query=Fintech">Fintech</a>, real-time fee networks, and cell wallet infrastructures. As laws evolve and know-how expands, stablecoins might turn into the standard for international payments, ushering in a model new era of digital finance.</p>
<p>This enhances operational efficiency and reduces manual work by permitting companies to trace, handle and reconcile funds by way of a single dashboard. Stablecoins are remodeling cross-border funds by offering a sooner, more cost-effective, and accessible solution. For companies and people in Latin America, they represent an opportunity to overcome the limitations of traditional financial techniques and totally take part in the world financial system. Commodity-backed stablecoins offer a approach to digitize and transfer ownership of bodily property corresponding to treasured metals (e.g., gold or silver), oil, and actual estate, amongst other commodities.</p>
<h2>Reduced Volatility In Comparability With Cryptocurrencies</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="357px" alt="Stablecoin Payments" 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"/></p>
<p>Stablecoins improve monetary inclusion by granting underserved individuals and companies entry to digital assets. Algorithmic stablecoins use algorithms and sensible contracts to take care of their worth by automatically adjusting their supply based mostly on market demand. This price stability makes stablecoins extremely appropriate for everyday transactions, providing a predictable and reliable fee experience. In at present&#8217;s world, the place traditional banking sometimes falls short, these perks are a giant deal. Understanding these advantages can really open your eyes to the potential of stablecoins. Stablecoins merge blockchain effectivity with fiat stability, establishing themselves as a standard digital payment tool that bridges traditional and fashionable financial transactions.</p>
<h2>Crypto-collateralized Stablecoins</h2>
<p>They supply retailers lower transaction charges compared to traditional payment processors and enable sooner settlements. For consumers, stablecoins provide an easy and reliable way to make funds with out the necessity for a bank account or bank card, significantly in cross-border transactions. The mixture of price stability and on-chain performance makes stablecoins uniquely suited to various monetary <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> functions that require reliability and effectivity. From facilitating quick and affordable international transactions to enabling access to decentralized finance (DeFi), stablecoins are reshaping how worth strikes across borders and thru financial systems. Stablecoins facilitate seamless cross-border transactions, providing a quicker and cheaper various to traditional banking methods.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="352px" alt="Stablecoin Payments" 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"/></p>
<p>Unlike different cryptocurrencies that experience vital value fluctuations, stablecoins are designed to provide price stability by being pegged to exhausting dollars on a one-for-one ratio. For businesses and monetary institutions seeking to integrate stablecoins funds, choosing the proper supplier is important. The blockchain on which a stablecoin operates affects its transaction velocity, charges and accessibility. So, customers should rigorously evaluate and select a stablecoin based mostly on desired options and performance. Additionally, secure custody solutions may be essential to retailer stablecoins safely, significantly for institutions dealing with massive transaction volumes. These advantages have helped stablecoin adoption surge throughout companies and monetary institutions, with the entire stablecoin market cap surpassing $210 billion earlier this year.</p>
<h2>Liquidity Management</h2>
<p><a href="https://www.xcritical.com/blog/stablecoin-as-a-payments-the-role-and-opportunity/"></p>
<figure><img 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' alt='stablecoin payments' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='407px'/></figure>
<p></a></p>
<p>This exponential progress displays stablecoins’ growing function in mainstream financial techniques. By partnering with FinchTrade, payment providers achieve a strategic advantage—instant entry to stablecoin liquidity, tailored trading options, and regulatory-compliant transactions. Fiat currencies such as the U.S. dollar and the euro are the backbone of worldwide commerce, issued and managed by central banks and governments. These authorities not only provide stability but in addition establish and oversee the monetary rails these currencies experience on. Whereas this centralized system ensures reliability and broad utility, it also imposes strict limitations on access and utilization. In The Meantime,&nbsp;Coinbase&nbsp;can be expanding&nbsp;the ways&nbsp;businesses can&nbsp;pay&nbsp;via the&nbsp;Coinbase Prime&nbsp;brokerage platform.</p>
<ul>
<li>From fee collections for items and companies to e-commerce transactions, TransFi Collections provides effortless, safe, and instantaneous settlements.</li>
<li>As the Good Superhighway to move money all over the world, Thunes performs a vital function in addressing this problem by connecting digital asset networks with fiat-based purposes, including bank funds and cell wallets.</li>
<li>Users can now hold, purchase, sell, and switch stablecoins such as USDC within their PayPal accounts.</li>
<li>If a stablecoin issuer lacks such transparency, it could result in doubts and distrust about the stability of the stablecoin.</li>
</ul>
<p>Stablecoins like USDT and USDC are increasingly getting used for on a regular basis transactions like buying goods and paying for providers. Their stability makes them a doubtlessly viable option for retailers who wish to settle for cryptocurrency payments without exposing themselves to the volatility of other cryptocurrencies. Tether (USDT) is the leading fiat-backed stablecoin by market cap, and one of the first to be released. USDT is backed by US dollars held in reserve by Tether Limited, with each USDT meant to be value exactly $1. Tether can be traded on many cryptocurrency exchanges and utilized in decentralized functions (dApps) as a steady buying and selling pair or in liquidity swimming pools.</p>
<p>USDC USDC , issued by Circle and Coinbase, is totally backed by U.S. dollar reserves held in regulated financial establishments. Crypto-collateralized stablecoins, such as DAI, are backed by other cryptocurrencies quite than fiat currency. Leveraging decentralized blockchain networks, stablecoin transactions bypass traditional intermediaries, lowering general transaction costs.</p>
<p>Stablecoins supply potential to extend competitors and efficiency of funds and capital markets actions in addition to to support the worldwide function of the dollar and U.S. national safety. Stablecoins may make payments more environment friendly and available in real time as customers more and more demand quicker, cheaper funds and companies goal for efficiencies. For instance, blockchain rails may increase effectivity and innovation in cross-border payments and corporate treasury administration as properly as in service provider payments. The upside is greater if tokenization of securities becomes extra widespread, since stablecoins could be a pure technique of payment for securities transactions which may be executed on-chain. By maintaining a secure value tied to dependable assets like the US greenback, stablecoins like USDC allow customers to maintain the value of their savings relative to the US dollar. Stablecoins additionally function an entry level to international financial markets, enabling people to save tons of, make investments, and transact in a steady digital forex.</p>
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