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)
¿Qué es la Quiniela?
La Quiniela, o también llamada 1X2, es un juego de Loterías y Apuestas del Estado.
La Quiniela es el sorteo dedicado al fútbol, teniendo que acertar los resultados de 14 partidos
mediante el 1X2.
1 gana el equipo local, X el partido termina en tablas y 2 gana el equipo visitante.
En los últimos años se modificó el pleno al 15.
Ahora, tenemos que acertar los goles de cada equipo con 0, 1, 2 y M, donde M significa Más de 2 goles.
En nuestra web puedes comprar Quiniela online de forma segura.
¿Hasta qué hora puedo jugar a la Quiniela online?
Jugar a la Quiniela online tiene unos horarios muy cambiantes.
El cierre oficial para validar las apuestas es la hora de inicio del primer partido de fúbol que entre en cada sorteo.
En nuestra web, podrás comprar la Quiniela online hasta 15 minutos antes de ese inicio.
¿Dónde puedo comprar la Quiniela online?
Os recomendamos comprar la Quiniela online en páginas webs de puntos de ventas oficiales de Loterías y Apuestas del Estado.
Como lo es nuestra web, somos la administración número 35 de Málaga.
¿Cuándo se sortea la Quiniela?
La Quiniela es un sorteo que depende de los horarios del fútbol. Por lo general, tendremos semanas con dos sorteos o un único sorteo.
¿Cuál es el precio de la Quiniela?
El precio actual es de 0,75€ por apuesta, si bien para jugar, el mínimo debe ser de dos apuestas lo que es igual a 1.50 €.
¿Qué son las apuestas sencillas?
Como hemos explicado, en la Quiniela, tenemos que acertar los signos, 1X2, de catorce partidos.
Rellenar una columna es una apuesta sencilla,
más el pleno al 15.
Pero el mínimo para jugar es de dos columnas, 1,50 €,
para poder validar tus jugadas.
¿Y las apuestas múltiples?
Las apuestas múltiples se realizan en la primera columna, marcando más de un signo, 1X2, en el mismo partido.
O en el pleno al 15, más de un signo de los 0, 1, 2 o M.
Estas apuestas encarecen el precio de nuestra jugada pero también nos dan más opciones de ganar.
Añadimos la tabla de apuestas múltiples al directo y sus precios aceptadas por Loterías y Apuestas del Estado:
DOBLES | TRIPLES | APUESTAS | IMPORTE € | – | 1 | 3 | 2,25 € | – | 2 | 9 | 6,75 € | – | 3 | 27 | 20,25 € | – | 4 | 83 | 60,75 € | – | 5 | 243 | 182,25 € | – | 6 | 729 | 546,75 € | – | 7 | 2.187 | 1.640,25 € | – | 8 | 6.561 | 4.920,75 € | – | 9 | 19.683 | 14.762,25 € | DOBLES | TRIPLES | APUESTAS | IMPORTE1 | 1 | – | 2 | 1,5 € | 1 | 1 | 6 | 4,50 € | 1 | 2 | 18 | 13,50 € | 1 | 3 | 54 | 40,50 € | 1 | 4 | 162 | 121,50 € | 1 | 5 | 486 | 364,50 € | 1 | 6 | 1.458 | 1.093,50 € | 1 | 7 | 4.374 | 3.280,50 € | 1 | 8 | 13.122 | 9.841,50 € | DOBLES | TRIPLES | APUESTAS | IMPORTE | 2 | – | 4 | 3,00 € | 2 | 1 | 12 | 9,00 € | 2 | 2 | 36 | 27,00 € | 2 | 3 | 108 | 81,00 € | 2 | 4 | 324 | 243,00 € | 2 | 5 | 972 | 729,00 € | 2 | 6 | 2.916 | 2.187,00 € | 2 | 7 | 8.748 | 6.561,00 € | 2 | 8 | 26.244 | 19.683,00 € | DOBLES | TRIPLES | APUESTAS | IMPORTE | 3 | – | 8 | 6,00 € | 3 | 1 | 24 | 18,00 € | 3 | 2 | 72 | 54,00 € | 3 | 3 | 216 | 162,00 € | 3 | 4 | 684 | 486,00 € | 3 | 5 | 1.944 | 1.458,00 € | 3 | 6 | 5.832 | 4.374,00 € | 3 | 7 | 17.496 | 13.122,00 € | DOBLES | TRIPLES | APUESTAS | IMPORTE | 4 | – | 16 | 12,00 € | 4 | 1 | 48 | 36,00 € | 4 | 2 | 144 | 108,00 € | 4 | 3 | 432 | 324,00 € | 4 | 4 | 1.296 | 972,00 € | 4 | 5 | 3.888 | 2.916,00 € | 4 | 6 | 11.664 | 8.748,00 € | DOBLES | TRIPLES | APUESTAS | IMPORTE | 5 | – | 32 | 24,00 € | 5 | 1 | 96 | 72,00 € | 5 | 2 | 288 | 216,00 € | 5 | 3 | 864 | 648,00 € | 5 | 4 | 2.592 | 1.944,00 € | 5 | 5 | 7.776 | 5.832,00 € | 5 | 6 | 23.328 | 17.496,00 € | DOBLES | TRIPLES | APUESTAS | IMPORTE | 6 | – | 64 | 48,00 € | 6 | 1 | 192 | 144,00 € | 6 | 2 | 576 | 432,00 € | 6 | 3 | 1.728 | 1.296,00 € | 6 | 4 | 5.184 | 3.888,00 € | 6 | 5 | 15.552 | 11.664,00 € | DOBLES | TRIPLES | APUESTAS | IMPORTE | 7 | – | 128 | 96,00 € | 7 | 1 | 384 | 288,00 € | 7 | 2 | 1.152 | 864,00 € | 7 | 3 | 3.456 | 2.592,00 € | 7 | 4 | 10.368 | 7.776,00 € | 7 | 5 | 31.104 | 23.328,00 € | DOBLES | TRIPLES | APUESTAS | IMPORTE | 8 | – | 256 | 192,00 € | 8 | 1 | 768 | 576,00 € | 8 | 2 | 2.304 | 1.728,00 € | 8 | 3 | 6.912 | 5.184,00 € | 8 | 4 | 20.736 | 15.552,00 € | DOBLES | TRIPLES | APUESTAS | IMPORTE | 9 | – | 512 | 384,00 € | 9 | 1 | 1.536 | 1.152,00 € | 9 | 2 | 4.608 | 3.456,00 € | 9 | 3 | 13.824 | 10.368,00 € | DOBLES | TRIPLES | APUESTAS | IMPORTE | 10 | – | 1.024 | 768,00 € | 10 | 1 | 3.072 | 2.304,00 € | 10 | 2 | 9.216 | 6.912,00 € | 10 | 3 | 27.648 | 20.736,00 € | DOBLES | TRIPLES | APUESTAS | IMPORTE | 11 | – | 2.048 | 1.536,00 € | 11 | 1 | 6.144 | 4.608,00 € | 11 | 2 | 18.432 | 13.824,00 € | DOBLES | TRIPLES | APUESTAS | IMPORTE | 12 | – | 4.096 | 3072,00 € | 12 | 1 | 12.288 | 9.216,00 € | DOBLES | TRIPLES | APUESTAS | IMPORTE | 13 | – | 8.192 | 6.144,00 € | 13 | 1 | 24.576 | 18.432,00 € | DOBLES | TRIPLES | APUESTAS | IMPORTE | 14 | – | 16.384 | 12.288,00 € | |
¿Qué categorías de premios tiene la Quiniela?
La Quiniela tiene seis categorías de premios.
CATEGORÍAS DE PREMIOS EN LA QUINIELA
PARTIDOS ACERTADOS | CATEGORÍAS DE PREMIOS |
14 + PLENO AL 15 | PLENO AL 15 |
14 | 1ª |
13 | 2ª |
12 | 3ª |
11 | 4ª |
10 | 5ª |
¿Qué es el Elige8?
El Elige8 es un juego adicional a la Quiniela.
Es una especie quiniela pequeña, debemos elegir los 8 partidos que queremos jugar en el boleto, y los signos, 1X2, del Elige8 serán los que corresponde a esos partidos en nuestra primera apuesta de la Quiniela.
¿Habéis repartido algún premio en la Quiniela?
La Quiniela, es un juego muy popular, con muchos años de historia, así que no son pocos los premios que hemos repartido:
FECHA | CATEGORÍA | PREMIO |
20/12/98 | PLENO AL 15 | 721,214 € |
17/10/21 | PLENO AL 15 | 211,909 € |
23/05/10 | PLENO AL 15 | 198,872 € |
24/09/06 | PLENO AL 15 | 82,183 € |
15/12/19 | Elige8 | 74,143 € |
12/02/23 | 14ª | 46,949 € |
15/03/23 | 14ª | 46,723 € X2 |
12/12/21 | 14ª | 45,568 € |
06/08/23 | 14ª | 42,680 € |
05/03/23 | 14ª | 39,812 € |
29/02/04 | 14ª | 35,451 € |
29/02/04 | 14ª | 35,417 € |
![Jugar Bien Jugar Bien](https://www.loteriasyapuestas.es/f/loterias/imagenes/estaticos/imagenes/topaz/jugar_bien.png)