Un Automovil deportivo : es un auto diseñado para correr a alta velocidad pero no son como los autos de carrera , los autos deportivos son diceñados para utilizarse en la vida diaria .
Estos autos son muy especiales por que suele tener mejor aceleracion,velocidad máxima, adherencia al asfalto, y mayor sistema de frenada que otros automóviles, lo cual se logra mediante motores, frenos, suspensión, caja de cambios, neumáticos, chasis y carrocería especiales. Las carrocerías asociadas a un deportivo son : cupe y descapotable.
Algunos son:
Deportivos asequibles
Audi TT
BMW Z4
Honda NSX
Mercedes-Benz Clase SLK
Nissan 300ZX
Porsche Cayman
Toyota Supra
Peugeot 206RC
Renault MeganeIII RS Trophy
Deportivos de altas prestaciones
Aston Martin Vantage
Audi R8
Chevrolet Corvette
Dodge Viper
Ferrari 360 Modena
Ferrari 458 Italia
Lamborghini Gallardo
Mercedes-Benz Clase SL
Porsche 911
miércoles, 12 de diciembre de 2012
lunes, 3 de diciembre de 2012
mitos y leyendas de el salvador
El cipitio
el cipitio es un niño abandonado hijo de la ciguanaba es un niño que anda en los rios al aguial que la ciguanaba
el cipitio es un joben que anda en el campo apareciendoceles a la gente
el cipitio es un joven no tan grande es enano y tiene los pies alrreves anda desnudo y con un gran sombrero y le gusta comer guineos.
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)
La ciguanaba
es una joven que seles apareces a los hombres en la noche en el rio
aparenta ser una hermosa joven pero ella en rrealidad es espantosa muchos abuelos cuentan que la ciguanaba aparece desnuda y como una hermosa joven y despues se convierte en una horrorosa mujer.
La carreta chillona
La carreta chillona es una carreta que se aparece en la calle a media noche
La carreta chillona dicen de que es : grande y va conducida ella sola y en la orias lleva cabezas y que al rodar sus llantan viejas dan un chirrido muy agudo .
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)
La descarnada
La descarnada es una mujer que anda vestida de blanco muchos cuentan de que la descarnada se les aparecia a media noche sin carne ella parece calabera .
Los tres gritos
mucho cuentan de que a media noche si anda uno solo afuera de su casa escucha un grito espantoso a lo lejos despues escuchan otro grito espantoso pero mas cerca luego escuchan el tercer grito casi alapar de uno y esos gritos dejan traumadas a las personas que los escuchan.
La llorona
La llorona es una mujer que a media noche sale de su casa a buscar a sus hijos sentandose enfrente de las casas gritando mis hijos llorando y tocando las puertas de las casas.
![](data:image/jpeg;base64,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)
El cadejo
muchos cuentan de que hay dos perros ambos son el cadejo hay uno blanco y uno negro decen de que ellos aprecen para correngir a las personas que andan en malos pasos
Dicen de que el cadejo blanco defiende al sexo femenino y el negro al masculino .
![](https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcT6CJ2P7_hETPSiHOBMDKAtjM-4iDzYM2lLwWs97aXRyFPrieRh)
El cadejo
muchos cuentan de que hay dos perros ambos son el cadejo hay uno blanco y uno negro decen de que ellos aprecen para correngir a las personas que andan en malos pasos
Dicen de que el cadejo blanco defiende al sexo femenino y el negro al masculino .
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