Un beau parcours pour arriver à la cime de Frain appelé le mirador des Cinco-Villas, car il offre le meilleur panoramique possible sur cette zone. Les Cinco-Villas est une zone de Navarre le long de la Bidassoa formée par les cinq municipalités de Aranaz, Yanci, Lesaca, Echalar et Vera de la Bidasoa.
Distance : 11,63 km
Durée moyenne : 4h 50
Dénivelé positif : + 528 m
Départ/Arrivée : N 43.247102° / O 1.705851°
Prévoir chaussures randos bâtons et pic nic
Randonnée non reconnue issue de visorando, annulée en cas de pluie.
![Senderos y montañas de Navarra: FRAIN- Lesaka–Cinco Villas](data:image/jpeg;base64,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)
![Wikiloc | Itinéraire Lesaka - FRAIN - Lesaka](data:image/jpeg;base64,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)
![Wikiloc | Itinéraire Lesaka - FRAIN - Lesaka](data:image/jpeg;base64,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)
Pour aller en voiture à Lesaka.
Passer la frontière à Behobie. Au rond-point aller sur la gauche pour prendre la N121-A en direction de Pamplona.
Prendre la sortie marquée "Lesaka". On entre alors sur la NA-1210. Plus loin tourner à droite direction NA-4000 Lesaka/Oiartzun. Au rond-point prendre la 2e sortie vers Lesaka. Dans la ville, à cause d'un sens interdit on doit aller sur la droite.
Au Stop tourner à droite puis en prendre la première rue à droite (Bittiria kallea), on trouve alors sur la droite le parking.RDV ici à 10h; ou rdv au covoiturage à Saint-Pierre-d'Irube à 9h15
Bonne journee a tous