PERFILA
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)
Distancia recorrida: 43,32 kilómetros
Altitud min: 101 metros, max: 1.072 metros
Desnivel acum. subiendo: 3.425 metros, bajando: 3.548 metros
Grado de dificultad:
Moderado
Tiempo: 8 horas 35 minutos
Fecha: marzo 17, 2012
Finaliza en el punto de partida (circular): Bai
Coordenadas: 5139
Altitud min: 101 metros, max: 1.072 metros
Desnivel acum. subiendo: 3.425 metros, bajando: 3.548 metros
Grado de dificultad:
![skill](http://s0.wklcdn.com/wikiloc/images/skills/2.png)
Tiempo: 8 horas 35 minutos
Fecha: marzo 17, 2012
Finaliza en el punto de partida (circular): Bai
Coordenadas: 5139
IBILBIDEA
2 IRUZKIN · COMENTARIO:
Ibilbide zoragarria!! Eta pefila ere bikaina. Agujeta batzuk ere baditut, baina burua despejatuta!!
Kuriosidade txiki bat. Larunbatean Albertok komentatu zigun 3 haundiak 14 ordutan egin ziutueta eta 3 haundien historialean begiratzen hasi nintzen. Uste dut 2002tik aurrerako denborak baino ez direla azaltzen, aurreko edizioetako estadistikak baino ez daude. Baina... SORPRESA!! 2002an gure lagun JACINTO LAJAS 10. geratu zen 14 ordu eta 15 minuturekin (55 urte ingururekin) eta gutxi ez, eta bi urtera, 2004ean 14. postua 14 ordu eta 6 minuturekin. UNA MAKINA!!
ba nik buruan ere agujetak!!
eskerrik asko javi, beti bezala puntuala!
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