Test de ideología politica

Loker

Derecha/Izquierda Economicista: -4.75
Anarquismo/Autoritarismo Social: -2.31

Insurgente

http://www.politicalcompass.org/es/printablegraph?ec=-5.00&soc=-2.05

B

Derecha/Izquierda Economicista: 0.38
Anarquismo/Autoritarismo Social: 0.31

ToT

Derecha/Izquierda Economicista: -4.62
Anarquismo/Autoritarismo Social: -4.56

nomechordas

Derecha/Izquierda Economicista: -8.38
Anarquismo/Autoritarismo Social: -5.85
http://www.politicalcompass.org/es/printablegraph?ec=-8.38&soc=-5.85

mush

Derecha/Izquierda Economicista: -5.12
Anarquismo/Autoritarismo Social: -2.62

Si algún día pasa algo y van a por los rojos les va a tocar la lotería si pasan por nuestro foro xD

4
jvlivs

Derecha/Izquierda Economicista: -4.62
Anarquismo/Autoritarismo Social: -0.10

Prácticamente solo se ha desplazado horizontalmente hacia la izquierda.

albertazo

Vale a mi me ha salido esto:

Derecha/Izquierda Economicista: -4.25
Anarquismo/Autoritarismo Social: -3.08

¿Alguien me lo explica ?

Vehuiah

Derecha/Izquierda Economicista: -0.75
Anarquismo/Autoritarismo Social: -0.56

Un poco más y hago diana.

GeNGhiS

#45 yo ando por ahi xD
mira en #35 xD

B

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[/img]

15
LMTLMT

somos todos unos perroflautas...

Derecha/Izquierda Economicista: -0.38
Anarquismo/Autoritarismo Social: -3.64

thunderaS

Derecha/Izquierda Economicista: -2.38
Anarquismo/Autoritarismo Social: -0.75

angelorz

Derecha/Izquierda Economicista: -4.50
Anarquismo/Autoritarismo Social: -5.90

http://www.politicalcompass.org/es/printablegraph?ec=-4.50&soc=-5.90

Sevequez

Derecha/Izquierda Economicista: -3.62
Anarquismo/Autoritarismo Social: -1.49

Yo no soy tan de izquierdas, o eso pensaba.... :wtf:

Nacle

Según este test todo el mundo es como mínimo un poquito de izquierdas... totalmente fiable y comprobado por expertos hoyga

B

Derecha/Izquierda Economicista: -2.62
Anarquismo/Autoritarismo Social: -3.13

Lo curioso es que hace un par de años me salió lo opuesto... Será que con la edad me voy volviendo perroflauta? Es grave doctor?

Fistrorr

M

Esto no funciona muy bien, mi madre ha tenido las 2 negativas y es la hija de franco macho xD

1
Hardy

Derecha/Izquierda Economicista: -0.25
Anarquismo/Autoritarismo Social: 1.44

Ninja-Killer

Derecha/Izquierda Economicista: -2.38
Anarquismo/Autoritarismo Social: -0.51

De centro. Sin novedad, ya lo sabía pero gracias :P

B

Cada vez que se abre éste tema pongo la misma imagen:

koqazo

Derecha/Izquierda Economicista: -4.25
Anarquismo/Autoritarismo Social: -4.82

shemar

Derecha/Izquierda Economicista: -4.00
Anarquismo/Autoritarismo Social: 0.21

wolfmanovich

Me he quedado como centro-izquierda xD

Derecha/Izquierda Economicista: -4.75
Anarquismo/Autoritarismo Social: -3.08
http://politicalcompass.org/es/printablegraph?ec=-4.75&soc=-3.08

MrNulo

Yo paso de hacerlo que también salí perroflauta en su tiempo.

Esto la verdad es que hace pensar al veros a casi todos en la izquierda y me hace creer que:
O el test es una mierda.
O que la izquierda más exaltada/progre ha hecho mucho daño a la imagen de la izq. en general.

1
M0E

Me pregunto a qué lado te colocará:

Los hombres de negocios y los fabricantes son más importantes que los escritores y los artistas.

Pues de responder que estás de acuerdo, debería colocarte a la izquierda autoritaria, que es la única que excluye cualquier tipo de arte al ser algo subersivo, contrarrevolucionario y por extensión, elitista al no estar hecho para el proletariado que no lo entiende. Sin embargo temo que te coloque en el lado equivocado.

Vamos, que es patatero y mierdero xd y esa es una pregunta al azar. Btw:

2 2 respuestas
FrostRaven

Tu compás político
Derecha/Izquierda Economicista: 2.12
Anarquismo/Autoritarismo Social: 2.21

Y yo que pensaba que estaba a la derecha de Atila....

P.D. Estos tests son una tomadura de pelo, igual que los de inteligencia.

4tlas

Estoy más o menos donde #87

B

JAJAJAJAJA benedicto de izquierdas? Clarooo jajajajajjajaj

Por cierto a nadie le parece una gilipollez simplista lo de izquierdas o derechas?? Yo esque ya me descojono con la página de #1. Eh tio, soy 2 puntos mas de derechas que tu!!

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