¡Empate en el head-to-head! Russell y Verstappen se coronan en la pole, mientras que Alonso logra un impresionante regreso y Sainz sufre un drama con

En el emocionante Gran Premio, el fin de semana ha traído consigo una serie de giros inesperados que han dejado a los aficionados al borde de sus asientos. La gran noticia es el empate en el head-to-head entre Russell y Verstappen, quienes se han coronado en la pole position, demostrando su habilidad y velocidad en el circuito. Sin embargo, no todo ha sido alegría, ya que Ferrari ha sufrido un drama que ha afectado significativamente el desempeño de Sainz. Por otro lado, Alonso ha logrado un impresionante regreso, demostrando que sigue siendo un piloto de élite en la competición.

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¡Empate en la pole position! Russell y Verstappen lideran el GP de Canadá

La clasificación del GP de Canadá ha sido emocionante, con un resultado inédito: George Russell y Max Verstappen han logrado el mismo tiempo exacto, 1:12.000, lo que les permite compartir la pole position.

Russell, de 26 años, ha logrado su segunda pole en la F1 y la primera del año, cubriendo los 4.361 metros de la pista canadiense en un minuto y 12 segundos exactos. Sin embargo, como Verstappen logró su tiempo cronometrado después que el británico, se colocará segundo en la parrilla de salida.

Otro inglés, Lando Norris (McLaren), saldrá tercero, desde la segunda fila, al lado de su compañero, el australiano Oscar Piastri. Mientras que Fernando Alonso acabó sexto y Carlos Sainz duodécimo.

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"><noscript><img loading="lazy" src=

La clasificación completa

La clasificación final ha sido la siguiente:

  • Russell (Mercedes) - 1:12.000
  • Verstappen (Red Bull) - 1:12.000
  • Norris (McLaren) - 1:12.255
  • Piastri (McLaren) - 1:12.318
  • Ricciardo (RB) - 1:12.445
  • Alonso (Aston Martin) - 1:12.554
  • Hamilton (Mercedes) - 1:12.624
  • Tsunoda (AlphaTauri) - 1:12.675
  • Stroll (Aston Martin) - 1:12.745
  • Albon (Williams) - 1:12.813
  • Sainz (Ferrari) - 1:13.047
  • Pérez (Red Bull) - 1:13.248

La carrera del GP de Canadá se disputará mañana a las 18:00 horas GMT (dos de la tarde en Canadá) y tendrá una longitud de 70 vueltas y un recorrido de 305,2 kilómetros.

¡No te pierdas la emoción del GP de Canadá!

José Manuel Cruz

Soy José Manuel, redactor de la página web El Informacional, un periódico independiente de actualidad nacional en Español. Mi pasión es informar a nuestros lectores de manera precisa y objetiva sobre los acontecimientos más relevantes de nuestro país. Con más de 10 años de experiencia en el periodismo, me esfuerzo por brindar un enfoque imparcial en cada artículo que escribo. Mi compromiso es mantener la calidad y la veracidad de la información que compartimos, para que nuestros lectores estén bien informados en todo momento. ¡Gracias por seguirnos en El Informacional!

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