El Gobierno de Mariano - Parte II

[Seaker]

Unos presupuestos para el 2015 hechos con un petróleo alto, una prima de riesgo alta... y se pasan 10000 millones. Sin duda, la derecha siempre ha sabido llevar la economía.

 

[sikander]

esto de los suicidios parece puro amarillismo para los medios; la tasa de suicidios a comienzos de la década anterior era bastante más alta.

 

[Tozzi]

Pon algún dato, anda . Del INE:

No parece muy amarillista sino realista:

La tasa de suicidios en España oculta un problema de salud pública
http://www.elconfidencial.com/espan...870-personas-que-murieron-asi-en-2013_727954/
La cifra de suicidios crece en España por tercer año consecutivo

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

 

[sikander]

tu cuadro para justo en el 2001, mira las tasas en el 2002:

 

[sikander]

¿la crisis empezó en el 2012? ¿en el 2002?

 

[krell4u]

¿Podría alguien poner gráficas de suicidios en países "más" desarrollados, con economías más saneadas, más cobertura social etc que el nuestro?

Quizás nos llevemos alguna sorpresa, y los suicidios no tengan relación "tan" directa con la crisis económica...

 

[LoJaume]

Unos presupuestos para el 2015 hechos con un petróleo alto, una prima de riesgo alta... y se pasan 10000 millones. Sin duda, la derecha siempre ha sabido llevar la economía.

Ah, pero la culpa es de los de siempre...

Montoro culpa a las CCAA de la desviación del déficit y amenaza con activar el mecanismo sancionador

Hace falta ser muy sinvergüenza para decir que "la Administración Central ha cumplido sobradamente" después del despilfarro en AVEs, embajadas de lujo y derroches supermillonarios.
Hacen los PPGG como les da la gana, y luego exigen a las CCAA -que son quienes mantienen el gasto social de Sanidad y Educación- que recorten lo imposible. Y encima, apuntando a dos de las CCAA que más riqueza -e impuestos- aportan al estado.
El cinismo de este tipejo no tiene nombre.

 

[krell4u]

¿Podría alguien poner gráficas de suicidios en países "más" desarrollados, con economías más saneadas, más cobertura social etc que el nuestro?

Quizás nos llevemos alguna sorpresa, y los suicidios no tengan relación "tan" directa con la crisis económica...

Mira...me autocito con sólo un minuto googleando.

List of countries by suicide rate - Wikipedia, the free encyclopedia

 

[LoJaume]

¿Podría alguien poner gráficas de suicidios en países "más" desarrollados, con economías más saneadas, más cobertura social etc que el nuestro?

Quizás nos llevemos alguna sorpresa, y los suicidios no tengan relación "tan" directa con la crisis económica...

Diría que tienes razón. Hay otros motivos relacionados con los suicidios, como el clima o la cultura. Seguro que hay más suicidios en Suecia que en Guatemala.

EDITO: Vaya, te has adelantado por un pelo!

 

[Tozzi]

¿Podría alguien poner gráficas de suicidios en países "más" desarrollados, con economías más saneadas, más cobertura social etc que el nuestro?

Quizás nos llevemos alguna sorpresa, y los suicidios no tengan relación "tan" directa con la crisis económica...

Mira...me autocito con sólo un minuto googleando.

List of countries by suicide rate - Wikipedia, the free encyclopedia

Lo siento pero no, es de perogrullo que donde hay menos sol o hay mayor aislamiento (o mil condiciones sociodemográficas más) los suicidios son mayores aunque tengan mas pasta. Lo que hay que ver es la tendencia dentro de un pais para ver como evoluciona

Sik, pones un ratio en vez de volumenes para demostrar que el volumen es bajo. Los valores nominales de esos años son según el INE:

2002 2.261
2003 2.210
2004 2.274
2005 2.270
2006 2.017

Asi que la gráfica esa que pones, además de parcial, no dice que hay menos suicidios que en plena bonanza sino todo lo contrario. Recordad que estamos sobre casi 4000 anuales, casi el doble.

No se, me parece que es normal que la presión en las clases menos favorecidas, al igual que se incrementa el ratio de pobreza, eleve estas tasas pese a que el ibex vaya viento en popa por la gestión del PP (ah no, que el Ibex está estrellado también)

 

[LoJaume]

En cualquier caso, me parece que hay muchos y mejores indicadores que el índice de suicidios para demostrar que el nivel de pobreza en España ha aumentado con el PP.

 

[Tozzi]

Por supuesto, solo es uno más que suma y suma... Aunque no deja de ser preocupante. Una vecina de mis padres se ha tirado al vacío hace dos semanas, y cuando lo ves de cerca no se te ocurre banalizarlo

 

[krell4u]

No creo que nadie lo banalice. En todo caso quien lo puede haber banalizado es quien hace uso partidista de ello como crítica por criticar.

Enviado desde mi Passport mediante Tapatalk

 

[Seaker]

No se a qué es debido este número. Puede que sea una unión de bastantes cosas que definen el mundo actual. La crisis, el artificio, yo que se. Pero es que en los últimos días en el Cercanías varios han sido arrollados.

 

[Tozzi]

No se a qué es debido este número. Puede que sea una unión de bastantes cosas que definen el mundo actual. La crisis, el artificio, yo que se. Pero es que en los últimos días en el Cercanías varios han sido arrollados.

En efecto, últimamente ha habido varios paros pero solo suelen decir "por arrollamiento", y que se reestablecerá el servicio pronto. Nos estamos acostumbrando a esta mierda

 

[JohnDoe]

Los suicidios están más vinculados con el clima que con la situación económica. Ergo si han subido en España, es culpa del cambio climático.

 

[Seaker]

 

[Jesse Custer]

Me dejaba seducir facilmente por la malvada Andrea Levy (with make-up on)

 

[Atreus]

 

[Seaker]

Cuando se pone nervioso en una entrevista, a Rajoy le sale una vena autoritaria que telita... Ha estado muy gallego. Hasta media entrevista el pobre ha estado contra las cuerdas, después ya, tras algún asalto ganado por Rajoy, el combate ha cambiado completamente y ya solo eran puñetacitos.

 

[Seaker]

Rajoy retira al embajador en Venezuela tras los insultos proferidos anoche por el busero.

España eleva al máximo su protesta a Venezuela tras los últimos insultos de Maduro a Rajoy

 

[LoJaume]

Insultos?
Qué insultos?

 

[LoJaume]

Han trincado a Mario Conde, por chorizo.
El exbanquero y expresidiario volverá al trullo por pretender traerse 14 milloncejos de su botín en Suiza.
Se joda

 

[Tiberiuz]

Joder, habrá que ser inútil. Lo suyo es pagar a un testaferro para que recoja la pasta y se la traiga de amagatotis...

Por cierto, alguien tiene el móvil de Mario Conde?

 

[txemix]

Deberían dejar en paz a Mario Conde, que ya pagó lo suyo y se regeneró como Dios manda de la mano de C's.