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El mercado de divisas cruzadas

Lucid Dreaming Made Easy ~ New Top 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” alt=”” width=”242″ height=”242″ />Los pares de divisas cruzadas son simplemente los pares de divisas que no incluyen el dólar estadounidense (USD). Los comerciantes e inversionistas, por lo general, son más inciertos acerca de estos tipos de divisas, ya que el dólar estadounidense es la divisa más negociada en el mercado de valores.

Euro-yen

El euro y el yen a la vez ocupan el segundo lugar en términos de volúmenes negociados, obteniendo el primer lugar el dólar estadounidense, nombrado anteriormente. Estas divisas  también son a menudo mantenidas como reservas por varias naciones. Hay varios pares de divisas cruzadas diferentes al euro- yen, estas incluyen: EUR / GBP, EUR / JPY, EUR / CHF, EUR / CAD, EUR / AUD, EUR / NZD, GBP / JPY y CHF / JPY. Aunque los inversionistas no tienen un pleno conocimiento acerca de estas divisas cruzadas, siguen siendo objeto de comercio popular.

También existen campos de divisas cruzadas aún más peligrosas que ni siquiera incluyen el euro ni el yen, entre estas están: GBP / CHF, AUD / NZD y AUD / CHF.

A pesar de que muchos operadores e inversores en el mercado de divisas trabajan con estos pares de divisas cruzadas, hay que tener en cuenta que el trabajo con estos es generalmente más difícil y más arriesgado. Las personas normalmente se limitan a trabajar con los principales pares de divisas, esto significa que el volumen de negociación de estas divisas cruzadas es, hablando en términos de mercado de valores, más bajas. También significa que la liquidez puede, a veces, ser un problema para estos tipos de divisas.

De esta forma, los pares de divisas cruzadas son los pares de divisas que no tienen nada que ver con el dólar estadounidense. A pesar de que no muchos inversionistas trabajan con estos tipos de pares de divisas, algunos todavía hacen un esfuerzo para realizar un seguimiento de ellos.

Si un operador de divisas está considerando vender dólares contra euros y libras esterlinas, por una inversión más segura, no tendrá que vender los pares de divisas en el caso de que el dólar estadounidense se fortalezca. En lugar de colocar las dos órdenes, tendrá que decidir entre el euro y la libra esterlina.

El inversor podría entonces examinar el par de divisas EUR / GBP. Si la pareja mostró una tendencia al alza, esto significaría que el euro sería el adecuado para el fortalecimiento de la libra esterlina y viceversa, pero si la pareja mostró una tendencia a la baja, esto significa que el euro se debilita frente a la libra esterlina. Si el EUR se está fortaleciendo frente a la libra esterlina, el inversionista podría considerar vender el par de divisas EUR / USD. Si el EUR se estaba debilitando contra la libra, es recomendable que considere vender el par de divisas GBP / USD.

Sin embargo, usted no tiene que comercializar este par de divisas con el fin de tomar ventaja de ellas. El sistema de las divisas cruzadas nos puede ayudar a maximizar nuestros beneficios potenciales y de esta forma, ayudarnos a encontrar un mejor orden de inversión.

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