# "Alliansväljarna: Fäll regeringen!"
Author: [Borttaget]

_"En rad alliansföreträdare har den senaste tiden framhållit att de borgerliga partierna bör gå fram med en gemensam budget och fälla Stefan Löfvens regering. Budgeten skulle gå genom riksdagen då Sverigedemokraterna har sagt att man stöttar Alliansen, under förutsättning att Moderaternas asylpolitik gäller.  
Nu visar Aftonbladet/Inizio att också en majoritet av Alliansens väljare är med på tåget."---  
  
"Totalt vill 59 procent av de 1343 tillfrågade att de fyra borgerliga partierna ska gå fram med en egen budget i höst, med syfte att fälla regeringen.  
Allra mest positiva till idén är KD-väljarna, där 82 procent svarar ja.  
– Det skiljer sig mycket mellan de olika partierna inom Alliansen. Kristdemokraterna och Moderaterna är klart för en sådan hållning. Bland centerpartister är det ungefär lika många som är för som mot förslaget. Hos Liberalerna är fyra av tio osäkra, säger Karin Nelsson, analyschef på Inizio."---_

[Aftonbladet](http://www.aftonbladet.se/nyheter/samhalle/article22227675.ab)

## Comment 1
Author: Ghosthunter

så bra då. Fäll hela världen😡. Politiken i Sverige är ett skämt. Tacka vet jag den tiden då det var ett starkt socialdemokratiskt styre. Jag kommer nog aldrig att rösta mera!!

## Comment 2
Author: [Borttaget]

#1 Jag gillade också när vi hade ett starkt socialdemokratiskt parti, men folkhemmet kan vi nog glömma för gott nu! Vi kan inte längre leva på  efterkrigsförsprånget, nu har vi en omvärld som konkurrerar och "tränger sig på" och vi har nog svårt att hantera den känslan. Inte minst verkar socialdemokraterna yrvakna inför de nya förhållandena,  och nu skall de tydligen [omforma sin politik](http://sverigesradio.se/sida/artikel.aspx?programid=83&artikel=6363700). Igen.

(Vad kommer de att ge oss istället för  [yuppien](data:image/jpeg;base64,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) som symbol för den nya tidens socialdemokrater? 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) )

## Comment 3
Author: Schnauzertik

Thorbjörn Fäll din regering.

Också M håller på att leta efter sin politik. Det tragikomiska är att både S o M letar under gatlyktans ljus.

## Comment 4
Author: [Borttaget]

#3 Ja, och under samma gatlykta dessutom verkar det som...

## Comment 5
Author: Ghosthunter

Ja, folkhemstiden är verkligen förbi. Enda man kan göra är att anpassa sig!😕

## Comment 6
Author: [Borttaget]

\# 3 & #4 😂