{"id":17037,"date":"2026-07-08T09:36:14","date_gmt":"2026-07-08T01:36:14","guid":{"rendered":"https:\/\/ubs.num.edu.mn\/?p=17037"},"modified":"2026-08-18T23:09:05","modified_gmt":"2026-08-18T15:09:05","slug":"que-es-una-criptomoneda-y-como-funciona","status":"publish","type":"post","link":"https:\/\/ubs.num.edu.mn\/?p=17037","title":{"rendered":"\u00bfQu\u00e9 es una criptomoneda y c\u00f3mo funciona?"},"content":{"rendered":"<p>Las criptomonedas est\u00e1n en boga en la actualidad, pero recuerda que a\u00fan est\u00e1n dando sus primeros pasos relativamente y se consideran altamente <a href=\"https:\/\/scribehow.com\/o\/OF0bgbO9T3O1Qljx7SKukQ\/page\/Dinexura_Opiniones_2026_Analisis_de_la_Plataforma_y_sus_Principales_Funciones__NYNGY1tSS4KYRoB2xS758g\">dinexura<\/a> especulativas. Invertir en algo nuevo conlleva retos, as\u00ed que debes estar preparado. Si planeas participar, investiga e invierte de manera moderada para empezar.<\/p>\n<h2>Formaci\u00f3n<\/h2>\n<ul>\n<li>En la actualidad, las dApps (aplicaciones descentralizadas) permiten solicitar pr\u00e9stamos aportando vuestros propios tokens como garant\u00eda.<\/li>\n<li>Por fin, alguien consegu\u00eda resolver el problema del doble gasto sin necesidad de un banco central de por medio.<\/li>\n<li>La capitalizaci\u00f3n de mercado se utiliza para determinar la clasificaci\u00f3n de las criptomonedas.<\/li>\n<li>Los expertos destacan en este sentido que la falta de respaldo por parte de un banco central, como sucede con las divisas &#8216;tradicionales&#8217;, eleva tanto su riesgo como su volatilidad.<\/li>\n<li>Los propios bancos centrales, adem\ufffds, reconocen que su lanzamiento se debe tambi\ufffdn a que la creaci\ufffdn de instrumentos electr\ufffdnicos de pago privados no regulados, como las stablecoins, puede poner en riesgo la estabilidad financiera.<\/li>\n<\/ul>\n<p>Una vez que hayas escogido una plataforma, el siguiente paso es a\u00f1adir fondos para que puedas comenzar a negociar. Se pueden adquirir en plataformas de intercambio (exchanges, en ingl\u00e9s), y su valor var\u00eda constantemente en funci\u00f3n de cambios en la oferta y la demanda. Binance es una de las plataformas de criptomonedas m\u00e1s conocidas a nivel mundial. Binance ofrece un amplio cat\u00e1logo&nbsp;de servicios relacionados con las criptomonedas, incluyendo el intercambio de criptomonedas, el trading de futuros, la oferta de tokens de utilidad y m\u00e1s. Este sitio fue fundado en mayo de 2013 por Brandon Chez con el objetivo de proporcionar precios actualizados de criptomonedas, gr\u00e1ficos y datos de los mercados emergentes de criptomonedas.<\/p>\n<p>El bitcoin, adem\ufffds de ser la primera y la m\ufffds popular de las criptomonedas, es la de <a href=\"https:\/\/dinexura.com\/\">dinexura<\/a> mayor capitalizaci\ufffdn de todo el mercado. En ocasiones, de hecho, ha llegado a rozar o superar el 50% de cuota de mercado, seguida de lejos por el  ethereum. La validaci\ufffdn de las transacciones que \ufffdstos realizan se efect\ufffda a trav\ufffds de la miner\ufffda de esta criptomoneda mediante el llamado Proof-of-Work (Prueba de Trabajo). La clave es el uso de cadenas de bloques o blockchain, la tecnolog\ufffda sobre la que se basa la mayor parte de estas divisas digitales, gracias a su capacidad para encriptar y verificar cada transacci\ufffdn. Estas monedas se emplean para comprar bienes y servicios, aunque no se pueden utilizar para pagar todo tipo de productos.<\/p>\n<h3>Precios de m\u00e1s de 300 criptomonedas<\/h3>\n<p>Ya sea que est\u00e9s monitoreando el precio de Bitcoin o evaluando las predicciones de precio de Ethereum, BingX te ayuda a mantenerte al d\u00eda con la din\u00e1mica del mercado. Su equipo de atenci\u00f3n al cliente tambi\u00e9n est\u00e1 disponible para ayudar a los usuarios con cualquier pregunta, mejorando a\u00fan m\u00e1s la experiencia general. En esta gu\u00eda completa, exploraremos los fundamentos de la criptomoneda, c\u00f3mo funciona, la tecnolog\u00eda subyacente que la impulsa y su papel en la transformaci\u00f3n del sistema financiero global. Al examinar sus beneficios, desaf\u00edos y aplicaciones en el mundo real, este art\u00edculo ofrece una comprensi\u00f3n detallada del potencial de la criptomoneda y el impacto que sigue teniendo en las econom\u00edas de todo el mundo.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"304px\" alt=\"criptomoneda\"\/><\/p>\n<h2>Ballena que acert\u00f3 con Solana en 2023 regresa al mercado: detalles<\/h2>\n<p>La criptomoneda o criptodivisa es un tipo de moneda digital que utiliza la criptograf\u00eda para proporcionar un sistema de pagos seguro. Estas t\u00e9cnicas de cifrado sirven para regular la generaci\u00f3n de unidades  monetarias y verificar la transferencia de fondos. No necesitan de un banco central u otra instituci\u00f3n que las controle. BingX admite una amplia variedad de criptomonedas, lo que la convierte en una excelente opci\u00f3n para quienes desean explorar opciones m\u00e1s all\u00e1 de Bitcoin y Ethereum.<\/p>\n<p>Es el proceso mediante el cual los nodos de una red procesan y aseguran las transacciones a cambio de una recompensa en nuevas unidades de la moneda. En redes \u2018Proof of Work\u2019, requiere potencia de c\u00f3mputo para resolver problemas matem\u00e1ticos complejos, garantizando la inmutabilidad del registro. A pesar de las voces esc\u00e9pticas que surgen de vez en cuando, el volumen de capital que se mueve diariamente demuestra que no estamos ante un experimento, sino ante la base del nuevo orden econ\u00f3mico. El futuro no es que los criptoactivos existan, sino que se vuelvan tan invisibles y necesarios como lo es hoy el protocolo de internet. Apenas estamos empezando a construir las plantas superiores de este edificio tecnol\u00f3gico. En el sistema antiguo, esto implicaba semanas de burocracia, n\u00f3minas y despachos.<\/p>\n<p>A diferencia del dinero respaldado por los gobiernos, el valor de las monedas virtuales depende totalmente de la oferta y la demanda. Esto puede provocar cambios brutales que den lugar a grandes ganancias o grandes p\u00e9rdidas para los inversores. Adem\u00e1s, las inversiones en criptomonedas est\u00e1n sujetas a muchas menos protecciones regulatorias que los productos financieros tradicionales como bonos, acciones y fondos mutuos. M\ufffds concretamente, la miner\ufffda de criptomonedas es el proceso en el que los mineros utilizan la potencia inform\ufffdtica (hash), para procesar transacciones y obtener recompensas, en este caso criptomonedas. De esta forma agregan nuevos registros de transacciones como bloques a la cadena de bloques a cambio de una recompensa, entregada en el mismo tipo de criptomoneda que se est\ufffd minando. La miner\ufffda es clave en el funcionamiento del bitcoin y de otras criptomonedas.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Las criptomonedas est\u00e1n en boga en la actualidad, pero recuerda que a\u00fan est\u00e1n dando sus primeros pasos relativamente y se consideran altamente dinexura especulativas. Invertir en algo nuevo conlleva retos, as\u00ed que debes estar preparado. Si planeas participar, investiga e invierte de manera moderada para empezar. Formaci\u00f3n En la actualidad, las dApps (aplicaciones descentralizadas) permiten [&hellip;]<\/p>\n","protected":false},"author":4,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[433],"tags":[],"class_list":["post-17037","post","type-post","status-publish","format-standard","hentry","category-trading"],"_links":{"self":[{"href":"https:\/\/ubs.num.edu.mn\/index.php?rest_route=\/wp\/v2\/posts\/17037","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/ubs.num.edu.mn\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/ubs.num.edu.mn\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/ubs.num.edu.mn\/index.php?rest_route=\/wp\/v2\/users\/4"}],"replies":[{"embeddable":true,"href":"https:\/\/ubs.num.edu.mn\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=17037"}],"version-history":[{"count":1,"href":"https:\/\/ubs.num.edu.mn\/index.php?rest_route=\/wp\/v2\/posts\/17037\/revisions"}],"predecessor-version":[{"id":17038,"href":"https:\/\/ubs.num.edu.mn\/index.php?rest_route=\/wp\/v2\/posts\/17037\/revisions\/17038"}],"wp:attachment":[{"href":"https:\/\/ubs.num.edu.mn\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=17037"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/ubs.num.edu.mn\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=17037"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/ubs.num.edu.mn\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=17037"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}