La Reserva Federal NO IMPRIME dinero

13 de septiembre 27
Inversor privado. Fundador de www.bolsaconcabeza.com
Inversor privado. Fundador de www.bolsaconcabeza.com
6º en inB
6º en inB

¿Están imprimiendo tanto dinero los bancos centrales?¿Han inundado de liquidez el sistema financiero?¿Pueden caer las bolsas con tanta liquidez?

En este vídeo trato de explicar cómo controla la FED los tipos de interés y cómo funcionan realmente los programas QE (Quantitative Easing). En marzo la Reserva Federal lanzó el programa más agresivo de la historia que supuestamente provocó la recuperación de las bolsas al llenar de liquidez los mercados financieros.

Sin embargo, la realidad no es tan sencilla. Afortunadamente, los bancos siguen siendo el corazón que bombea el dinero por el sistema financiero. Es lo que aún nos separa de Venezuela. Pero en todo este proceso los bancos se están desangrando.   

Apúntate GRATIS al DIARIO DE MERCADOS en: www.bolsaconcabeza.com

Guía de inversión:

https://www.bolsaconcabeza.com/guia-de-inversion-3/

Twitter: @bolsaconcabeza

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En respuesta a Miguel Navascues
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
14/09/2020 16:12
No lo hacen tan descarado como Pancho Villa cuando llegó al gobierno de Mejico que ya he comentado en algunos de mis artículos, pero expandir el balance forzadamente si se puede llamar imprimir dinero.
14/09/2020 16:25
En respuesta a Alejandro Coll
La FED, el BCE, etc, imprimen dinero. Lee el artículo que acabo de escribir: “La FED SÍ IMPRIME dinero, lo que es una obviedad. ¿O de dónde sale lo que llevamos en el bolsillo?
14/09/2020 17:18
En respuesta a Miguel Navascues
Claro q lo imprime,siempre lo ha hecho,pero Alejandro lleva tiempo bastante desorientado,debe ser pq las bolsas no bajan como el lleva insistiendo desde el verano
14/09/2020 18:51
En respuesta a Bruce Wayne
El título es una falsedad. La gente se queda con una idea errónea.
La verdad es que todos los bancos imprimen dinero que forma parte de su base monetaria y de la oferta de dinero en circulación. Empezar emborronando es es un mal comienzo.
15/09/2020 10:01
A mí me ha parecido entender que la tesis central que defiende Alejandro Coll en su presentación, es que no existe una correa directa de transmisión entre la expansión monetaria de la FED y que los bancos transmitan ese dinero a la economía. La consecuencia sería que, a pesar de esa expansión, se pueden producir cuellos de botella en la liquidez . Además existen otros dos mecanismos que pueden drenar liquidez y que no controla la FED: el mercado de repos y los dólares que se "esconden" en el sistema eurodolar.
Precisamente la FED, con su capacidad de generar dinero (el edinero Fiat de que habla Miguel en su articulo) puede salir al rescate en todos esos casos, y por eso el mercado otorga tanto crédito a las actuaciones de la FED).
Por supuesto soy un aficionado y puedo estar metiendo la pata, con mis afirmaciones, hasta el fondo, así que corregidme si me equivoco...
16/09/2020 17:08
En respuesta a Rafael Manzano
Yo he entendido tb eso, y no digo que no pueda ser así, Alejandro es muy metódico y seguro que lo tiene muy mirado, pero hay algo que no termino de ver en ese esquema, creo que algo falta.

Si el banco le da al Gobierno parte de su capital y solo obtiene a cambio reservas que no puede sacar de la Fed, en realidad el banco prescinde de ese capital propio que no puede prestar a la economía real. Siendo así, se estrangula el credito, justo el efecto contrario al buscado.

A ver si Alejandro nos lo aclara
16/09/2020 19:03
En respuesta a Félix Baruque
Acabas de dar en el clavo. El QE es todo menos expansivo y los tipos de interés bajos quiere decir que las condiciones crediticias están "tightening". No hay liquidez en la economía real. El dinero está más seguro en bonos al 0%. Es lo que decía Milton Friedman en la Falacia de los Tipos de Interés ya en 1968. Este ha sido el primero de una serie de vídeos. Iremos viendo. El tema da para mucho. Un saludo.
17/09/2020 09:06
Alejandro, deseando ver el resto de vídeos de la serie. Creo que aquí falta algo por desvelar. Si el esquema fuera solo así podría llegarse al caso de que el Gobierno acaparara gran parte de la liquidez del sistema y el sobrante para financiar la iniciativa privada fuera residual. Eso si no es Comunismo se le parece mucho.

Miguel, hago este comentario desde el gran respeto que le tengo y creo que lo sabe. No escribo casi comentarios, pero uno de los últimos, hace tiempo, fue precisamente respondiendo a su favor un comentario de malos modos que le hacían a uno de sus artículos. Puede comprobarlo en mi historial de comentarios. No me gustó en su momento que se faltara al respeto a alguien a quien aprecio. Mantengamos esta discursión dentro de cauces constructivos, se lo ruego. Usted que ha trabajado en el Banco de España seguro que tiene mucho que aportar. Si Alejandro está equivocado, hágaselo ver. Si el esquema está incompleto, por favor, ilústrenos. Creo que de esto podemos aprender todos, pero sin faltar al respeto.

Gracias y saludos a los dos
17/09/2020 14:35
En respuesta a Félix Baruque
Respondo porque eres tú, a quien aprecio. El debate es muy sencillo. Coll dice que la FED no imprime dinero. Y me parece un error de bulto: la FED imprime dinero, como es obvio. Ese dinero es una parte de la oferta monetaria. M1, se compone de dinero imprimido más depósitos la vista. Todas las demás versiones de oferta monetaria (M2, M3...) se componen de dinero impreso y cierta clase de depósitos.
En el gráfico de mi post se ve como evoluciona el dinero en billetes y moneda fraccionaria fabricado por la FED.
Yo lo llamaría obcecación.
17/09/2020 16:13
En respuesta a Miguel Navascues
Pero qué es mentira de lo que dice? Si sólo explica lo que la propia Fed de St. Louis dice en el artículo que hace en las operaciones de mercado abierto.
"El pago (por la compra de los bonos de la Fed a los bancos) pasa a ser parte del balance de reservas que los bancos comerciales mantienen EN la FED. Esto incrementa la cantidad de fondos que los bancos tienen disponible para prestar".
Amigo mío, lo que yo entiendo que quiere decir Alejandro es que eso no es dinero hasta que los bancos lo presten. Y en ese caso, el dinero que se presta es el del banco, no el que ha imprimido la FED, que como bien dice la propia FED, se queda en la FED.
La base monetaria no es la oferta monetaria. Y si no, por qué de los 3 trillions que ha imprimido la FED en tu gráfico sólo sube 1,2? Dónde está el resto?
Yo creo que has entrado al trapo cual torito y has empezado a despotricar y a faltar al respeto sin reflexionar antes. Sin tan siquiera ver de dónde saca la información Alejandro. Últimamente veo a gente en esta web muy irascible. Acabará los que escriben por dejar de compartir información. Al que no le guste una información, que no la lea. No es tan difícil. Y si va en contra de la teoría de tu título de economista, haber estudiado Físicas que ahí no hay interpretaciones posibles. En la teoría funciona hasta el comunismo.
17/09/2020 21:54
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