Según el economista de la Universidad de Chile Josep Ramos, los problemas de Grecia y de la comunidad Europea no constituyen un riesgo para el mundo, estaría acotado sólo al viejo continente...(ir al minuto 3:25 sg) y a Grecia, y a los acreedores de Grecia, que básicamente son bancos europeos, y a la unidad de la comunidad europea...realmente le pagan a este tipo? por cierto es el mismo que el 2008 aconsejó no cambiarse de fondo...realmente un erudito de los mercados financieros Respecto a que el problema se debió haber atacado antes, DUH¡¡, grandes pensadores... Para ser claros, Europa está condenado a desaparecer como unión monetaria porque no se instauraron los mecanismos necesarios para acotar el riesgo de crédito de cada país a su propia responsabilidad, esto es, si la moneda es única, siempre existen los bonos soberanos que van a reflejar el real estado de crédito que perciben los inversionistas (por cierto el yield del bono griego de 1 año está en 224%...) que es lo que está liquidando a todos los paises de la periferia y colocando en riesgo a los países solventes. MIentras no se establezca una unión MONETARIA y FISCAL, donde cada estado tiene la prerrogativa de emitir bonos con el respaldo sólo de su economía, y un ente principal que coordina la emisión y el flujo de circulante entre los distintos bancos centrales, Europa seguirá sufriendo el desangramiento de capitales. Por cierto, el Estado asistencialista socialista que promueve el eterno endeudamiento para satisfacer cada vez más costosos programas no ayuda mucho, incluso enviando las deudas reales de los países más solventes por las nubes, ejemplo ALemania, que consderando los programas futuros por pagar tiene una relación deuda PIB de 200%¡¡, si este es el país detinado a soportar el peso de la unión monetaria, está claro cual es el destino final de este experimento. Estamos en presencia de puro y absoluto caos en su forma más sublime, y que mejor escenario que Cannes, para escuchar las bobadas de los actores en que se han transformado quienes supuestamente deben sacarnos de este embrollo en el que ellos mismos nos colocaron. Esperemos lo mejor, pero preparemonos para lo peor, si esto es lo máximo que el planeta puede entregar para enfrentar esta crisis, Houston, we have a HUGE problem... Imprimir artículo
03 noviembre, 2011
"Los mercados en el fondo no quieren ningún desastre"
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)
Según el economista de la Universidad de Chile Josep Ramos, los problemas de Grecia y de la comunidad Europea no constituyen un riesgo para el mundo, estaría acotado sólo al viejo continente...(ir al minuto 3:25 sg) y a Grecia, y a los acreedores de Grecia, que básicamente son bancos europeos, y a la unidad de la comunidad europea...realmente le pagan a este tipo? por cierto es el mismo que el 2008 aconsejó no cambiarse de fondo...realmente un erudito de los mercados financieros Respecto a que el problema se debió haber atacado antes, DUH¡¡, grandes pensadores... Para ser claros, Europa está condenado a desaparecer como unión monetaria porque no se instauraron los mecanismos necesarios para acotar el riesgo de crédito de cada país a su propia responsabilidad, esto es, si la moneda es única, siempre existen los bonos soberanos que van a reflejar el real estado de crédito que perciben los inversionistas (por cierto el yield del bono griego de 1 año está en 224%...) que es lo que está liquidando a todos los paises de la periferia y colocando en riesgo a los países solventes. MIentras no se establezca una unión MONETARIA y FISCAL, donde cada estado tiene la prerrogativa de emitir bonos con el respaldo sólo de su economía, y un ente principal que coordina la emisión y el flujo de circulante entre los distintos bancos centrales, Europa seguirá sufriendo el desangramiento de capitales. Por cierto, el Estado asistencialista socialista que promueve el eterno endeudamiento para satisfacer cada vez más costosos programas no ayuda mucho, incluso enviando las deudas reales de los países más solventes por las nubes, ejemplo ALemania, que consderando los programas futuros por pagar tiene una relación deuda PIB de 200%¡¡, si este es el país detinado a soportar el peso de la unión monetaria, está claro cual es el destino final de este experimento. Estamos en presencia de puro y absoluto caos en su forma más sublime, y que mejor escenario que Cannes, para escuchar las bobadas de los actores en que se han transformado quienes supuestamente deben sacarnos de este embrollo en el que ellos mismos nos colocaron. Esperemos lo mejor, pero preparemonos para lo peor, si esto es lo máximo que el planeta puede entregar para enfrentar esta crisis, Houston, we have a HUGE problem... Imprimir artículo
Según el economista de la Universidad de Chile Josep Ramos, los problemas de Grecia y de la comunidad Europea no constituyen un riesgo para el mundo, estaría acotado sólo al viejo continente...(ir al minuto 3:25 sg) y a Grecia, y a los acreedores de Grecia, que básicamente son bancos europeos, y a la unidad de la comunidad europea...realmente le pagan a este tipo? por cierto es el mismo que el 2008 aconsejó no cambiarse de fondo...realmente un erudito de los mercados financieros Respecto a que el problema se debió haber atacado antes, DUH¡¡, grandes pensadores... Para ser claros, Europa está condenado a desaparecer como unión monetaria porque no se instauraron los mecanismos necesarios para acotar el riesgo de crédito de cada país a su propia responsabilidad, esto es, si la moneda es única, siempre existen los bonos soberanos que van a reflejar el real estado de crédito que perciben los inversionistas (por cierto el yield del bono griego de 1 año está en 224%...) que es lo que está liquidando a todos los paises de la periferia y colocando en riesgo a los países solventes. MIentras no se establezca una unión MONETARIA y FISCAL, donde cada estado tiene la prerrogativa de emitir bonos con el respaldo sólo de su economía, y un ente principal que coordina la emisión y el flujo de circulante entre los distintos bancos centrales, Europa seguirá sufriendo el desangramiento de capitales. Por cierto, el Estado asistencialista socialista que promueve el eterno endeudamiento para satisfacer cada vez más costosos programas no ayuda mucho, incluso enviando las deudas reales de los países más solventes por las nubes, ejemplo ALemania, que consderando los programas futuros por pagar tiene una relación deuda PIB de 200%¡¡, si este es el país detinado a soportar el peso de la unión monetaria, está claro cual es el destino final de este experimento. Estamos en presencia de puro y absoluto caos en su forma más sublime, y que mejor escenario que Cannes, para escuchar las bobadas de los actores en que se han transformado quienes supuestamente deben sacarnos de este embrollo en el que ellos mismos nos colocaron. Esperemos lo mejor, pero preparemonos para lo peor, si esto es lo máximo que el planeta puede entregar para enfrentar esta crisis, Houston, we have a HUGE problem... Imprimir artículo
Compramos mierda que no necesitamos, con dinero que no tenemos, para impresionar a gente que no conocemos...Ni nos importan....
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