Juan Sebastián Rojas Moreno
08 / 09 / 2023
Foto: Tomada y por cortesía de www.lavuelta.es
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¡Se acaba la segunda semana de la Vuelta a España! Este viernes tendremos una fracción espectacular donde el gran protagonista será el ascenso al 'Col de Tourmalet' uno de los puertos de montaña más épicos del ciclismo mundial y que es considerado fuera de categoría.
La fracción tendrá un recorrido total de 134,7 km y tendrácuatro premios de montaña: uno de tercera en Portalet, uno especial en el Col d'Aubisque, otro de primera con bonificación en el Col de Spandelles y el cierre en el Tourmalet que podría marcar algunas ventajas en la clasificación general de la prueba. Esta es la altimetría:
![Etapa 13 La Vuelta a España 2023](https://s3.amazonaws.com/rtvc-assets-senalcolombia.gov.co/s3fs-public/inline-images/Etapa%2013_0.png)
¡Victoria de Jonas Vingegaard! En el Tourmalet de La Vuelta
322 días, 11 horas, 16 minutos
¡ÚLTIMO KM PARA LA META!
322 días, 11 horas, 18 minutos
¡2,1 km para la meta! Acelera Vingegaard
322 días, 11 horas, 22 minutos
¡Quedan 3,1 km para la meta!
322 días, 11 horas, 25 minutos
¡4,4 km para la meta!
322 días, 11 horas, 28 minutos
¡Vingegaard quiere el Tourmalet! A falta de 5,9 km para la meta.
322 días, 11 horas, 32 minutos
¡Ataca Vingegaard! Y se queda Soler a 7,3 km para meta
322 días, 11 horas, 36 minutos
¡Adiós a Carthy! Cuando quedan 9,4 km para la meta
322 días, 11 horas, 41 minutos
¡El Jumbo comanda el ascenso! A 11,2 km para la meta
322 días, 11 horas, 46 minutos
¡Vamos Buitrago! El colombiano en la punta a 14 km de meta
322 días, 11 horas, 53 minutos
¡Remco parece decir adiós a La Vuelta! A falta de 14,9 km
322 días, 11 horas, 57 minutos
¡El campeón en problemas! A 17.6 km para la meta
322 días, 12 horas, 4 minutos
¡Menos de 1 km para arrancar el ascenso a Tourmalet!
Quedan 19,7 km para ma meta, estamos con una temperatura media de los 23,7 °C y el promedio de velocidad es de 38,7 km/h.
![](data:image/png;base64,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)
322 días, 12 horas, 8 minutos
¡23,4 km para la meta! Algunos datos del Tourmalet
Atentos: El Tourmalet tiene 18,9 km en su ascenso, rampas promedio del 7,4% y es la primera vez que en la historia de La Vuelta a España una etapa termina en este puerto de montaña.
322 días, 12 horas, 13 minutos
¡Almeida se va quedando! PIerde 2:32
322 días, 12 horas, 17 minutos
¡29,8 km para la meta!
322 días, 12 horas, 23 minutos
¡Estamos en vivo! Con el remate de la etapa 13 de La Vuelta a España.
322 días, 12 horas, 32 minutos