En Criptomonedaz recomendamos sólo las mejores plataformas para comprar y vender criptomonedas. Lo mejor que puedes hacer es informarte sobre ellas y
En Criptomonedaz recomendamos slo las mejores plataformas para comprar y vender criptomonedas. Lo mejor que puedes hacer es informarte sobre ellas y tambin sobre las monedas ms prometedoras, adems de estrategias de inversin de que te ayuden a reducir el riesgo de tu inversin. Las inversiones siempre conllevan riesgos; sin embargo, segn Consumer Reports, algunos expertos afirman que la criptomoneda es uno de los modelos de inversin ms riesgosos que existen. Sin embargo, las monedas digitales tambin son uno de los productos ms populares que existen en la actualidad. A principios del 2018, CNBC estim que el nicho de criptomonedas alcanzara un valor de USD 1 billn para fines de ese ao. Si planea invertir en criptomonedas, estos consejos pueden ayudarlo a tomar decisiones fundamentadas.
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