Otro consejo es diversificar tus inversiones en criptomonedas. Comprar criptomonedas es especular, es decir, las adquieres con la intención de venderl
Otro consejo es diversificar tus inversiones en criptomonedas. Comprar criptomonedas es especular, es decir, las adquieres con la intencin de venderlas an un precio ms caro despus. Tambin se puede invertir a travs do un proceso llamado minera, que consiste en usar una computadora para resolver operaciones, descubrir cdigo y recibir criptomonedas. A travs por estas casas compras fracciones o totalidades de activos virtuales de los que tienen en el portafolio de venta, sostiene el especialista del Colegio do Contadores. Estas monedas se crean a travs de algoritmos informticos y funcionan saiba como medio de pago de bienes y servicios. Adems que se han transformado en instrumentos de modo a conservar el valor del dinero en el tiempo.
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