Reversión de datos en el mercado del yen

| marzo 15, 2012

Fuente del artículo: http://www.bloomberg.com/news

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” alt=”” width=”240″ height=”180″ />El índice financiero de 14 días relacionado a la fortaleza del yen frente al dólar muestra que, incluso después de las ganancias en los últimos dos días, la moneda japonesa sigue siendo exagerada. La medida llegó a 27,8 ayer, por debajo del nivel 30, en la cual los economistas lo ven como una señal de que un activo puede cambiar de dirección.

Los rentabilidad extra que reciben los inversores para la celebración del segundo aniversario del departamento del Tesoro en lugar de la deuda japonesa se amplió a 24 puntos básicos, o 0,24 puntos porcentuales, el mayor número desde el 28 de julio, cifra que aumentará el atractivo de los activos en dólares. Hay una correlación “relativamente alta” entre la propagación de dos años financieros y el tipo de cambio dólar-yen, según lo menciona unos de los más importantes integrantes del Banco de Japón, Masaaki Shirakaw.

El rendimiento del bono del Tesoro a 10 años aumentó durante ocho días consecutivos en la racha más larga desde el 2006. Tocó a 2,36 por ciento ayer, el nivel más alto desde el 28 de octubre del año pasado.

“El foco del mercado de divisas se ha alejado de la renta variable a la renta fija como el principal indicador de movimiento”, dijo Boris Schlossberg, director de investigación de divisas en línea y comerciante de la divisa de GFT en Nueva York.

Medida del dólar

El índice del dólar (DXY), que utiliza Intercontinental Exchange Inc. para seguir a la divisa verde frente a las monedas de los seis principales socios comerciales de Estados Unidos, tocó un máximo de ocho semanas de 80,738 el 15 de marzo. Se cayó un 0,3 por ciento esta semana.

ICE reportó un volumen récord diario el 14 de marzo en el índice del dólar. Los contratos negociados alcanzaron un valor nacional de 82.689, es decir, más de $ 6.6 millones de dólares. Eso se compara con el promedio diario de febrero, el cual contabilizo 29,073 contratos y el registro del volumen anterior de 81.814 en junio del 2011.

Los estrategas de la FED elevaron su evaluación de la economía en el mercado laboral cobrando fuerza, y se abstuvo de medidas adicionales para los costos de endeudamiento e igualmente para la reducción de las expectativas de las medidas de estímulo que envilecen a la divisa.

La construcción de viviendas y ventas de casas nuevas y existentes pueden mostrar que el mercado se expandió el mes pasado. La construcción de viviendas aumentó un 0,1 por ciento en febrero, el segundo aumento consecutivo, según datos del Departamento de Comercio, aumentó más que el primero. Otras encuestas muestran un aumento en las ventas de viviendas existentes de un 0,7 por ciento y las ventas de casas nuevas aumentaron un 1,3 por ciento.

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Categoría: Dolar Yen, Economia Japón, Euro Yen

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  1. Evangelina dice:

    Noticias de Japon…


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