tag:blogger.com,1999:blog-14428158162888698252024-03-27T16:52:56.959-07:00Gurpiltrek by Kemen (cas)Gurpiltrek by Kemenhttp://www.blogger.com/profile/02665844374242314494noreply@blogger.comBlogger44125tag:blogger.com,1999:blog-1442815816288869825.post-14088417828720061232024-01-09T13:22:00.001-08:002024-01-09T13:22:55.874-08:00SAKONETA (ZUMAIA)<a href="https://upload.wikimedia.org/wikipedia/commons/thumb/b/b9/Sakoneta%2C_Euskal_Herria_02.jpg/383px-Sakoneta%2C_Euskal_Herria_02.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="SAKONETA HISTORIA bilaketarekin bat datozen irudiak" border="0" height="213" src="https://upload.wikimedia.org/wikipedia/commons/thumb/b/b9/Sakoneta%2C_Euskal_Herria_02.jpg/383px-Sakoneta%2C_Euskal_Herria_02.jpg" width="320" /></a><span style="color: blue; text-align: justify;"><b>Distancia:</b></span><span style="text-align: justify;"> 2,4</span><st1:metricconverter productid="5 km" style="text-align: justify;" w:st="on"> km</st1:metricconverter><span style="text-align: justify;"> (ida y vuelta)</span><br />
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<b><span style="color: blue;">Desnivel:</span></b> <st1:metricconverter productid="25 m" w:st="on">41 m</st1:metricconverter>.</div>
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<span style="color: blue;"><b>Tipo:</b></span> Ida y vuelta por el mismo camino.<br />
<b><span style="color: blue;">Dificultad:</span></b> Baja. Caminamos por una senda todo el tiempo. </div>
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<b><span style="color: blue;">Accesibilidad:</span></b> Solamente accesible para Joëlette y barra direccional.</div>
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<span style="color: blue;"><b>A tener en cuenta: </b></span>---.</div>
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<a 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" 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0.0 km: Partimos del restaurante Errota Berri y cogemos la senda que se encuentra a mano derecha una vez pasado el caserón. </div>
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0.6 km: Nos adentranos en un bosque siempre continuando por la misma senda.<br />
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1.1 km: Una vez terminado el bosque nos encontraremos con un primer cruce. En nuestro caso continuaremos hacia la derecha. Sin embargo, otra vez más nos encontraremos con un nuevo cruce en el cual cogeremos el camino de la izquierda.<br />
1.42 km: Hemos llegado a Sakoneta. He aquí nuestro destino.</div>
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<span style="color: white;"><span style="background-color: blue;"><b><i>CULTURA</i></b></span></span></div>
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<b style="font-family: inherit;"><i>FLYSCH. </i></b><br />
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<span style="background-color: white; font-family: inherit;">Los espectaculares acantilados de la costa occidental de Gipuzkoa esconden un singular tesoro natural: </span><strong style="background-color: white; font-family: inherit; margin: 0px; padding: 0px;">millones de años de historia</strong><span style="background-color: white; font-family: inherit;"> geológica escritos en sucesivos estratos rocosos que, a causa de la acción continua del mar, han quedado al descubierto.</span><br />
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<span style="font-family: inherit;"><br /></span><span style="font-family: inherit;">Esta caprichosa formación ha sido bautizada con el nombre de ‘<strong style="margin: 0px; padding: 0px;">flysch</strong>’, el elemento que da personalidad a toda la costa. La secuencia de capas de flysch tiene la particularidad de conformar una serie prácticamente continua de cerca de <strong style="margin: 0px; padding: 0px;">60 millones de años</strong> (desde hace unos 110 millones de años hasta hace unos 50 aproximadamente), y en la que podemos señalar<strong style="margin: 0px; padding: 0px;"> grandes eventos y cataclismos de la historia de la Tierra</strong>, incluyendo la última gran extinción acaecida a escala global. Por ello no nos ha de sorprender que varios estratos sean r<strong style="margin: 0px; padding: 0px;">eferencias internacionales del tiempo geológico del planeta</strong>.</span><br />
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<b style="color: white;"><i style="background-color: blue;">TRACK</i></b><br />
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<b><i><a href="https://es.wikiloc.com/rutas-joelette/sakoneta-flysch-zumaia-errota-berri-jatetxetik-23944968">SAKONETA</a></i></b><br />
<b><br /></b><b><br /></b><span style="background-color: white;"><i><span style="color: white;"><span style="background-color: blue;"><b>COLABORADORES</b></span></span></i></span><br />
<b>NEREA ETXEBARRIA</b></div>
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Gurpiltrek by Kemenhttp://www.blogger.com/profile/02665844374242314494noreply@blogger.comtag:blogger.com,1999:blog-1442815816288869825.post-8474309895322274342024-01-09T13:22:00.000-08:002024-01-09T13:22:43.174-08:00OSINBERDE (ZALDIBIA)<div class="separator" style="clear: both; text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQkKMastSxYpoW4CnJ9mY7bmOJQ5_PxY-bnEx632LZM1lxpL6WNykemvnZMfvTvKbPfY2reg3_Y5NfPy4NDKfqClKVp1KMAajwNJ8vU0bPni47E_hwUecz-H6Pqlszobp5bgx4dO0-i4Y/s1600/P1000439.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="902" data-original-width="1600" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQkKMastSxYpoW4CnJ9mY7bmOJQ5_PxY-bnEx632LZM1lxpL6WNykemvnZMfvTvKbPfY2reg3_Y5NfPy4NDKfqClKVp1KMAajwNJ8vU0bPni47E_hwUecz-H6Pqlszobp5bgx4dO0-i4Y/s320/P1000439.JPG" width="320" /></a><span style="color: blue; text-align: justify;"><b>Distancia:</b></span><span style="text-align: justify;"> 2,8</span><st1:metricconverter productid="5 km" style="text-align: justify;" w:st="on"> km</st1:metricconverter><span style="text-align: justify;"> (ida y vuelta)</span><br />
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<b><span style="color: blue;">Desnivel:</span></b> <st1:metricconverter productid="25 m" w:st="on">44 m</st1:metricconverter>.</div>
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<span style="color: blue;"><b>Tipo:</b></span> Ida y vuelta por el mismo camino.<br />
<b><span style="color: blue;">Dificultad:</span></b> Baja. Excepto los últimos 300 metros caminamos por una pista todo el tiempo. </div>
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<b><span style="color: blue;">Accesibilidad:</span></b> Solamente accesible para Joëlette y barra direccional.</div>
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<span style="color: blue;"><b>A tener en cuenta: </b></span><span style="color: blue;">Si en días anteriores ha llovido puede que este el camino lleno de charcos</span>.</div>
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" 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0.00: Finalizada la carretera del barrio Arkaka, partimos por la pista que parte hacia la izquierda siguiendo en todo momento las marcas berde y blanca. No tardaremos en encontrarnos dos cruces en el que escogeremos primeramente la pista de la izquierda y luego la de la derecha.<br />
0.18: Pasaremos el río con cuidado siempre siguindo a las marcas.<br />
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0.23: Se termina la pista y continuamos por un camino de piedra suelta. A continuación pasaremos el puente de hormigón y descenderemos por una estrecha senda.<br />
0:30: Hemos llegado a nuestro destino</div>
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<b style="color: white;"><i style="background-color: blue;">TRACK</i></b><br />
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<b><i><a href="https://eu.wikiloc.com/ibilbide-joelette/osinberde-zaldibia-24232402">OSINBERDE</a></i></b><br />
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Gurpiltrek by Kemenhttp://www.blogger.com/profile/02665844374242314494noreply@blogger.comtag:blogger.com,1999:blog-1442815816288869825.post-22730326693805765062023-10-16T07:36:00.000-07:002023-10-16T08:02:45.327-07:00ABADIA (HENDAIA)<div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcj2H9y5-VxwoOTO1kbj8bJXEofHrDzmXM-7JfRiMJmVSzilyOJjxlKlGd72lvECPuNMXD8S4YaGtIHy_FFH_t3qZmH4s_nIaVTXLEjp2ykCYaeX1VZDdbnzFzULvILNTUIZwdE54jN0-VOcuTLuNmKqcdbOuTzkjgqIAnNffQ3q9sFFypc0RYd-ndKv0/s450/image-30_1640260538-62052587.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="219" data-original-width="450" height="156" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcj2H9y5-VxwoOTO1kbj8bJXEofHrDzmXM-7JfRiMJmVSzilyOJjxlKlGd72lvECPuNMXD8S4YaGtIHy_FFH_t3qZmH4s_nIaVTXLEjp2ykCYaeX1VZDdbnzFzULvILNTUIZwdE54jN0-VOcuTLuNmKqcdbOuTzkjgqIAnNffQ3q9sFFypc0RYd-ndKv0/w320-h156/image-30_1640260538-62052587.jpg" width="320" /></a></div><span style="text-align: left;"><br /></span></div><div style="text-align: justify;"><span style="color: blue;"><b>Distancia:</b></span> 3,97<st1:metricconverter productid="5 km" w:st="on"> km</st1:metricconverter> </div><div style="text-align: justify;"><b><span style="color: blue;">Desnivel:</span></b> 70<st1:metricconverter productid="25 m" w:st="on"> m</st1:metricconverter>.</div><div style="text-align: justify;"><span style="color: blue;"><b>Tipo:</b></span> Circular.</div><div style="text-align: justify;"><b><span style="color: blue;">Dificultad:</span></b> Fácil. </div><div style="text-align: justify;"><b><span style="color: blue;">Accesibilidad:</span></b> Accesible tanto para barras direccionales como para joëlette.<br /><b><span style="color: blue;">A tener en cuenta: </span></b>Es posible ampliar la ruta ya que hay variedad de rutas.</div><div style="text-align: justify;"><a 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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a></div><div style="text-align: justify;"><br /><a name='more'></a><br /></div><b style="text-align: justify;"><i style="background-color: blue;"><span style="color: white;">RECORRIDO</span></i></b><br /><div class="MsoNormal" style="text-align: justify;">0,000: Iniciamos la ruta desde el parking de la Rue d´Armatonde de Hendaia y nos mantenemos por la carretera en ascenso. </div><div class="MsoNormal" style="text-align: justify;">0,400: Una vez en la rotonda iniciamos el descenso por la margen izquierda. </div><div class="MsoNormal" style="text-align: justify;">1,100: Llegamos a un cruce donde giraremos a la izquierda así dejando atrás el asfalto y entrando en terrenos de la Abadia. A partir de aquí, y después de ir de frente en el siguiente cruce, escogeremos la ruta que más nos agrade. Por nuestra parte hemos bordeado toda la península. </div><div class="MsoNormal" style="text-align: justify;">3,800: Habiendo visto los terrenos, volvemos a nuestro punto de partida girando a la derecha en el punto de información de Larretxea.</div><div class="MsoNormal" style="text-align: justify;">3,970: Terminamos la ruta volviendo al parking inicial</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;"><span style="color: white;"><span style="background-color: blue;"><b><i>CULTURA</i></b></span></span></div><div class="O" v:shape="_x0000_s1026"><div style="text-align: justify;"><div style="text-align: left;"><div style="text-align: justify;"><div style="box-sizing: border-box; margin: 0px 0px 10px; max-width: 100%; text-align: left;"><div style="text-align: justify;"><span style="background-color: white; font-family: "Times New Roman", "serif"; font-size: 16px;"><i><br /></i></span></div><div style="text-align: justify;"><span style="background-color: white; font-family: "Times New Roman", "serif"; font-size: 16px;"><i><b>ANTOINE D´ABBADIE</b></i></span></div><div style="text-align: justify;"><i><br /></i></div><div style="text-align: justify;"><i>Científico y promotor
euskaldun nacido en Dublín, capital de Irlanda, el día 10 de enero de 1810, de
padre vasco y madre irlandesa.</i></div><div style="text-align: justify;"><i><br /></i></div>
<div style="box-sizing: border-box; text-align: left;"><i>Su padre era originario de la villa de Arrast (Urrustoia, Zuberoa). A los
tres años de edad va con su familia a Francia estableciéndose en Toulouse donde
cursa luego sus estudios junto a sus hermanos <a href="https://aunamendi.eusko-ikaskuntza.eus/es/artikulua/ar-5923/" style="box-sizing: border-box;"><span style="color: #b51917; font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: 1.0pt;">Arnault</span></a> y <a href="https://aunamendi.eusko-ikaskuntza.eus/es/artikulua/ar-5920/" style="box-sizing: border-box;"><span style="color: #b51917; font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: 1.0pt;">Charles</span></a>. A los 19 terminaba
éstos especializándose en temas físicos.</i></div><div style="box-sizing: border-box; text-align: left;"><i><br /></i></div>
<div style="box-sizing: border-box; text-align: left;"><i>A los 25 emprende su primer viaje al Brasil para estudiar el magnetismo
terrestre. Dos años más tarde viaja con su hermano Arnault a Etiopía y Alto
Egipto donde permanece hasta 1848. Allí fija hasta 900 puntos geodésicos
(Géodésié de la Haute Ethiopie, 1873). En 1849 regresa definitivamente a su
país instalándose a poca distancia de Hendaia en su finca Abbadía, antes
Arragorri.</i></div><div style="box-sizing: border-box; text-align: left;"><i><br /></i></div>
<div style="box-sizing: border-box; text-align: left;"><i>De Etiopía había traído imponentes materiales relativos a múltiples ramas
de la ciencia y entre ellos un diccionario de la lengua amarina de más de
15.000 palabras (Catalogue raisonné de manuscrits éthiopiens, 1859). Estos y
otros estudios e investigaciones dan motivo para que se le otorguen premios o
se le nombre .delegado para realizar labores diversas de tipo científico por
varios países del mundo. Así vemos cómo en 1850 se le concede la gran medalla
de oro de la "Societé de Géographie" de France. En 1851 viaja a
Frederiks vaern (Noruega) para observar un eclipse de sol; al año siguiente es
nombrado Correspondiente de la "Académie des Sciences" de París; en
1860 viaja a Briviesca con idéntico objeto; en 1877 la Academia Francesa de
Ciencias le nombra miembro de la Asociación de Geografía y Navegación; en 1878
preside la "Societé Philologique"; cuatro años más tarde llega a la
isla de Santo Domingo para estudiar el paso de Venus por delante del Sol; al
año siguiente la gran Academia de la Historia de Madrid le nombra Delegado
Honorario. Pero es en 1885 cuando hace sus famosos viajes al El Cairo, Atenas,
Alejandría, etc. con fines científicos precisos. En 1892 es ya presidente de la
Academia de Ciencias y de la Sociedad Geográfica de París.</i></div><div style="box-sizing: border-box; text-align: left;"><i><br /></i></div>
<div style="box-sizing: border-box; text-align: left;"><i>Toda esta agitada vida de estudios parecería, a primera vista, haberle
absorbido totalmente, pero no fue así. Las investigaciones científicas y viajes
los simultaneó con el cultivo de la lengua vasca y del cancionero, además de erigirse
en promotor de un vigoroso movimiento literario popular pues ya en 1853 había
fundado en Urruña (Laburdi) las Fiestas Euskaras, seis años antes de que los
catalanes celebraran su "Cortes de Amor", ya que hasta 1859 no vieron
restaurados sus Juegos Florales. Entre ambas instituciones, catalana y vasca,
hay diferencias notables que ya en 1897 destacaba <a href="https://aunamendi.eusko-ikaskuntza.eus/es/artikulua/ar-36602/" style="box-sizing: border-box;"><span style="color: #b51917; font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: 1.0pt;">Carmelo de Echegaray</span></a>. Las
Fiestas Vascas organizadas por Abbadie, son complejas, pues tienen cabida en
ellas todos los factores de la civilización euskaldún. La poesía euskérica y la
lengua misma debían florecer, simultáneamente con los Juegos y Deportes
viriles, con las bellas canciones, los usos y costumbres forales, la fortaleza
física y moral del pueblo y la fe religiosa. De este tipo fueron todas las
fiestas que, posteriormente, se vienen celebrando desde 1853 bajo sus auspicios
y premios, tan bien elegidos, teniendo en cuenta la psicología del pueblo vasco
de su tiempo: la onza de oro y la "makilla" guarnecida de plata.</i></div><div style="box-sizing: border-box; text-align: left;"><i><br /></i></div>
<div style="box-sizing: border-box; text-align: left;"><i>La Fiesta Vasca fundada en Urruña contenía, más o menos, estos factores
permanentes: alborada de txistularis, Misa Mayor con recepción y presidencia de
las autoridades, partido de pelota, a la mañana o a la tarde, banquete popular,
bertsolaris, juegos deportivos, concursos de ganadería o agrícolas y el
certamen literario, cantándose, en ocasiones, la pieza premiada por un coro
popular. De Urruña (1853-1863) pasaron a Sara (1863-1876), después a
Donapaleu (1877); a Nafarroa, Elizondo (1879) y Bera (1880); a Gipuzkoa, Donostia (1879), Oiartzun (1882); a Bizkaia, Markina (1882), Durango (1885);
y, finalmente, a Áraba, Aramaio (1899). D'Abbadie fue un euskaldún integral. Se
cuenta que solía entonar con particular cariño la canción, hecha célebre por
Garat, <span style="box-sizing: border-box;"><span style="color: #333333; font-size: 12.0pt; letter-spacing: 1.0pt;">Aitarik ez dut</span></span> "No
tengo padre".</i></div><div style="box-sizing: border-box; text-align: left;"><i><br /></i></div>
<div style="box-sizing: border-box; text-align: left;"><i>Nos dice su biógrafo Iriart: "entre los decorados fastuosos de su
espléndido castillo de Urruña, adornado con inscripciones árabes y etíopes,
solía corregir con la dulzura que le caracterizaba, los errores que cometían,
alguna vez, sus visitantes cuando conversaban en su lengua materna". </i></div><div style="box-sizing: border-box; text-align: left;"><i style="font-family: "Times New Roman", "serif"; font-size: 16px; text-align: justify;"><span style="text-align: left;"><br /></span></i></div><div style="box-sizing: border-box; text-align: left;"><i style="font-family: "Times New Roman", "serif"; font-size: 16px; text-align: justify;"><span style="text-align: left;">Su espíritu proselitista, ya experimentado favoreciendo económicamente las
misiones católicas en África, hizo engranar a su movimiento al profesor
Darrigol, al Príncipe Bonaparte, a Inchauspe, al capitán Duvoisin, a Campión,
al padre J. Ignacio de Arana, a J. Manterola, a Pierre Loti, e indirectamente a
todo el mundo intelectual vasco de su tiempo. Abbadie murió el 19 de marzo de
1897 a los 87 años de edad. Sus restos fueron trasladados al castillo que había
edificado en Zubernoa, cerca de Hendaia</span>.</i></div><span style="background-color: white; font-family: inherit;"><div style="text-align: justify;"><b style="background-color: transparent; color: white; font-family: inherit;"><i style="background-color: blue;"><br /></i></b></div><div style="text-align: justify;"><b style="background-color: transparent; color: white; font-family: inherit;"><i style="background-color: blue;"><br /></i></b></div><div style="text-align: justify;"><b style="background-color: transparent; color: white; font-family: inherit;"><i style="background-color: blue;">TRACK</i></b></div><div style="text-align: justify;"><b><i><a href="https://es.wikiloc.com/rutas-joelette/abadia-hendaia-150486326">ABADIA</a></i></b></div></span></div></div></div></div></div>Gurpiltrek by Kemenhttp://www.blogger.com/profile/02665844374242314494noreply@blogger.com0tag:blogger.com,1999:blog-1442815816288869825.post-14461201142938762532023-10-04T07:35:00.000-07:002023-10-04T07:35:12.789-07:00SAIOA (1418 m.)<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9U8qhQ9_qHgHcvmEpJ5_Gc2_z8WjpUCThckga67k1jQtzDXgG6m8ZNmrPi1zwrCPqCGGDcq1736NUNLozP8zNhQ-IIXsmcQII0-vm_SSBmkegsu7ZAMeHjuA0_txafB6uP6mYVAnn9b23wFu0IoMWoWmkNU4OWEubQLF-uKEHQzPITHTk-IYrwFNk3c0/s2000/IMG-20230930-WA0040.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1500" data-original-width="2000" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9U8qhQ9_qHgHcvmEpJ5_Gc2_z8WjpUCThckga67k1jQtzDXgG6m8ZNmrPi1zwrCPqCGGDcq1736NUNLozP8zNhQ-IIXsmcQII0-vm_SSBmkegsu7ZAMeHjuA0_txafB6uP6mYVAnn9b23wFu0IoMWoWmkNU4OWEubQLF-uKEHQzPITHTk-IYrwFNk3c0/s320/IMG-20230930-WA0040.jpg" width="320" /></a><span style="text-align: left;"> </span></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;"><br /></span></div><div style="text-align: justify;"><span style="color: blue;"><b>Distancia:</b></span> 6,52<st1:metricconverter productid="5 km" w:st="on"> km</st1:metricconverter> </div><div style="text-align: justify;"><b><span style="color: blue;">Desnivel:</span></b> 505<st1:metricconverter productid="25 m" w:st="on"> m</st1:metricconverter>.</div><div style="text-align: justify;"><span style="color: blue;"><b>Tipo:</b></span> Ida y vuelta por la misma ruta.</div><div style="text-align: justify;"><b><span style="color: blue;">Dificultad:</span></b> Fácil. </div><div style="text-align: justify;"><b><span style="color: blue;">Accesibilidad:</span></b> Accesible tanto para barras direccionales como para joëlette.<br /><b><span style="color: blue;">A tener en cuenta: </span></b>Pendiente final muy fuerte. Extremar precaución tanto para subir como para bajar. Evitar en caso de niebla.</div><div style="text-align: justify;"><a 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A6AAGo13BgEYvJNKkymzBlIzcrk0o1QzkNvHUpN8oQfweeZiikvuHBf5sCNPyiVWHEtKyCFB+ZRIzAEWUG09YXzsWETklOZIbNyNVxdL31oRYQxx0kTZSlhXUqBICh91QHQeXR4zks/Az0/FIGTUKtbL3Jo/fZogm4k+IAGAIGhI11sOr2jWWuW6EqUlbkscratStbNGZk0JVRnFRUUcgWby9IcY0KzeZNKakgbaXfR610iEYsvzACo1UX7UN6RhctKlGzD3kuGGr7XA6MesR4OSCXBIuA9mIpToa9YpJCGcvEKO2XdusQy5SitRzOAzDYmtC0YTMLG5qb99ImRig6hazv8YzquCjbEYVGbN4YJLOp6EU0NNvSI8bgUnKrPlblrqCzV0vGVTwmWz5mDH8/raFiOJpBAqz63DWPlDgpPj0JtGJshSFJKGdThxRlAuAWu+53HUxvipJSkKASyi/MGYmjF3o7/reMniWUlJ5hoTUG2ljrG6sYhaVIKS5AIo4fo1qNSKluTTaBUZk5gsy1FKaOBQpsWII/CFnFx4aMoSwDjMoXbK2UaN1c9YnXiZwmZMwWBYKqe1nJ6PpA07OuYBNYm2WgFt3p3HSFCDUrdA3gxh+K0YJLmlwkBg2nTeJ8VPYgKpRjnDhqEZSA71u0bzMLLAOXKEm4Urpb50gtWCExIIowygvyjUHLXMCzVhtxu0gSYpl8OVM/iIyBJexfyINYjleJLbI5+8ALPS4t8bGGGFkTJpUlTU+1QWOmnWzwbwrDpQ5UslZ96oINmDGoa0W5tc5FtFGFxLLZbMq4fXQqFk11iwYWYkDnDG7EUYsLv6QJNQgDKpAyguWqMxNjtGyJ5SGN6MLFgaaVoIiVS4Q1gLlyRLLoAyn7zDUUs5qH7xDiOJkEpCQVVDg/hR4nnmbcFJGo9XcKA+hC9aMykpoFNUpbKdLBzeEknlhZrOxAzgq5zoxpvc2am9onkuAAFOVGqU1NL3ZXp1gdHDVFQCmCKkgGzP03anWMY9YlEJlpLipLaPqRpfWLpcIVjMzAQxodQ4dm/OlYHxk/wANKSE3oNB5hJavnAOGmKJqopDuQlnAo1BZ31fSDvCUQwPIW958wpUGraQttPIWbyFGr5SDVwp30D/hrGqSE0SkEXqm1RqABsbbxiRMS+QTArLoHBe9xYfCNvDBHMCkG/mKA7MS+3eJYIkRh0F1FSKVoWHS+9dYh4jIllLjIlVk1ck3DUveNlYYZWlqy10BLuDfauunSA08MQ4TMneIQ+VLlI8rkwlzdgyXh0w5QFEKHoRe73gpE9Pn1qfIwq/chUJxJSFXSRQ9rOLaQ9kIIorKOoZvJx2jLUrkpCbFzfDmVK8pchQRRztVoXY2d4yitLlIDcxr5DQxZp+DSuWpBU7lxQjXQg1+nEIzwUALMtedQcEAAf6nOkbaU4vnkTsGwszICSkEdTrWpGp8yOkZlSTW4DuyuUGjsH1aGWF4GrKCcuYJVQnMCcqmcfZqxcHeE87AzEnnOYk5WcubBqhw0aJpvDJaGfD5KHCjY2u4YAnp1r0h3LxAKQpCVFIN8oKqCjin6VhZhMISEggpFMrWfKAT1/SGuCwxlUCQpgeayi5HSOfWeSzP70v7h/0p/wCUegv95P3R6x6ObH6QFeJ4YlRSnxmUmoGQUs5cMTp2jK5oYCYhQAcCmYksC6FAOKgl3dhCrhAWpQUFJLOTVyRQ7uYdYhgrlWX94+Z0F97R1u06YACk+AtS35SbPcNR9tq76wXMWJmaWhRGZiSz9Wo1y4c9BAOIwczOQlRyEk1AvUt9bwwwYABCU5QpLmjHMXDF9bHzglxYA60pJSgAGhcWelH2cjcGJJbIuE21q4qKvfeB8RKD5gouDZtq5qgG3SNsYpOUG5DKZqW2+rRVWILQhGVwwcUaxqA/0IXmUpJPLZtqiw6+rxKtWZLpIDAlmeo+gIwnETHqHGUFtGe7j6aFFNAz3ilROUXAzK82HziBlGikh2bv+dK9IJzZS4lgA/F2HkXLMfnEgQQvMmuQvawI012pDsOSLDcISQ/iZq1SCGAIcdT56QVifZ6UZYloGVZIckgqvUOxoBWmkBLxSkq5RlL3TZRdj8RbSGmGmZ2IIAG5d7V9aRM5TVOzWKg1kScT4CqUgLTVLVDsR2epvtpASsvveIQq3N73Y6fGtaRdQHUxKndtLVYUtp3aK1xbgalFas6ffLpJAIergtbRj8oIa1upsmcK4BZc1CkMVIC6m72ZhuPLrGvEpQ8WWlKWBSAFZXA5qPoWa+xiVPCwnK1h7weoNX32FIJylKkJVSpZW7Cjvdw1otUsogXYWStS8pIJUTZieUVHTX8OhsPCcOoXASzhm9Ol39e8LluU+JyhX3vutV3o1DpeDcJ4hIJLihBCh/MehtEztoawFTMEhiWYGpGjk1FPzgefKCQCj3iW6U71gmUoi51pl/S9dO1IAxE5KVOVEakb9GUCB8IiFgwKfjClbZwlTuCz0Io369up1xGNSohSkuoGhzDKWtQB2rA+Ok5myTCtzqKNV9a/CFWInkDKKJFo6owTVkNjLE45SgUoDAlyz32A2/UxPw/BTknNQFqZiHsdLesIpU05w1C+hb01Dw/XhppUFrepcpCqptvQaWpDkqVCGUrErIOYJUQWooA97jY+kQT5yJYUhScjily9/tC3c1iWfJRylIQEvyqetweYCigw31tHuK4ZBQtKlZUlVFM+U6Ofq5jmTVllawU5YUQollCzs4q1XAGv5Q8wuGVlKmUKnWpLGx7hv5xXJANQ4LH5X620eG+F8VAQPsKchrhtDSmtOkdM+CUHyZrLUkpSl/uhzQe8pxUCCJAFwc53ALNTp5P8IVS5iXOcZ7l6gjsbUgzBocHwxMNyygGDPVwK0ekYtUhjCfh3PKKF8wFDZiHcNtGJshXMLBxlr0djR3ffyj2AUohlgdMpD9RX9DC7iyZhmslRKA2bKs0uKqFjcM/WMo80MGlhcxSyNKhumjivrEqJ6kZXIVp0NNTDXCypSgkyyAQNAD6ghzG0vBSsyzcGjM2UsXI9e4hPVjwwpi8zJkxWRiMta0SSRS1xrfXWFeOM5E/MDVTAZKO27isWhWHAbJMozMTRtNWPnEOLwgmZRnYpL6M/wr+sENSKY6IuH8V5UgirOoUd3L11p+MGY7DomJE1cpRa7UUOpqXsIX8Pmy3UkFKWINAQ53q43iZGPCSpiyncJf3hahYO4+IiJL7riBiTxcFRQnMgJNHAtp731SGWMlGYDViC6DbKRrqSGLHtCnGY0KRKUrO6lKCTc0UAxerX1iabiQmccwISCkBT3zChDFhUGFKPtLI+A1UxQvLBO7CvWPRMeJJ3V/pP5xmMMdCoRzMIhOUyiUOCGetW870JaPGSAw+6SxJ0qbiqjXpDWZwYVClqUFdahi4bl66xkcASehZnHYsWAZ7Hyjv3Ls2/D6nQJLS9FBmIrm21v+O43j0iZlLBT83M9wfkBBsngwSakmgDE0u4anwZo8OFB3eu9ttQInHYfh9TojWEu+VJUaZnehPen6xmdhQsCmVrHrreCDgizJU3U18maNZXD2D0fQ3o3aIp9h4NToWSsApKeahIJV0rdq9aO1I2wcpEwMHSRSzPTaGE/AlRPMWPZ66WanzMSYfheUk5jX5Bm6Rd45BaGp0RoZNwKU3/ABhTj1hJCn0L18wN6H8If/uLuComn1rC/H8BStJRmKa6JHQtf6cw1V5G9GfQiRjkKApSnMRmOtctvjrDbh0vO8wsaNmYildTQkfKNR7LsAEqYAMaX3fm6Q3k4BgA5pRyxN6a1h6m1rDJWjqe0Zw6k6DT6p5CB8Rg0ZlKUhNQ12cdSKmlILRgiH5iQele3vbbRDiuFOpJCiKWIBsTqT1aObZ8leHU6Zrh5YRVCW66nqfziXFIK01vp9C/rpEKOGEKvXoGD/6vp4ITg21P1/mpDcXd2Lwz6FOMwxCCZSFAmpJJoNdvnSFOHnEKAKSakK5tWcHNFnxuBXMQz1NDsd/tUeAMPwBSBcGlHSLCw97SNtN4yLwanTFGJxIBGTMK1aob+7+BHWFOKxelxc1PyMWwezhysFOol1OOXoAM2hrVxeFU72OmFROcVf7PrYxvCUF7FLQ1K4ZW5mMswDCzHcRti5eZOegFOXX9fKHS/Yqd99Pp+sSq9jZ5ABWg7Bmb0vGu+HaI/D6n6WVaWK+YbX67RZpGdSUmcpQS1h7zv1B6HeCOHeyU1C3UtOWoID127Vq8N08EmpLpUANDXUM300Z6mpF8NDWhqL0xeMMCEgTV5f8AEPQh6PZxv6RY/g8vw1ALCFm6iTlNbbAU+ENk8IUoNNyGo5kp5lB3IJagf8TG2I4NmRkPODfMS/wF26xzqTT5KejPplVwGHSFkEFQTQkgMCxfooag0h5ILBhkLfdLO9bXEaf0DOSSpCwK0Yl+j0ILWaDv6IJlssuuhBe1+gfSL1Gn7EtGa/pZVuKzEFfL2L7ka13/ADgrA8QmlSUoDjUeWhLlOvV4nnezM1aiSR8dvow14dwgoy2AAJB1zGgYsNDDnJbexLSn0xZInqQhSypxn1VVIqDahNNT6RHj+JqUQpKcoINTaj6HZ6jrBE/2YmrdSlpKy5Iqxvq3ajRIODzmAVzMb5lP+FrxP23Y/HPplQkY5yVaCznW7gsQD+kMsJxVRIZwGDubgBjcsba3gkey813ycpZxc99D8REh4Hih7ocEVr1Iq5NWaNZbGStOfQtxeLXLN8oe7AmjVuAziNeG8YKM2ZlEuxNwdNbHUdIdTfZdc0DOcqhsXgE+x04GigQ92I+EJeNqmHjn0wPDY0gE/bUSR0d6Wgrh/EwfeQFFJo9Dq1gxvrBMv2XmAA5Tm1Lhh9AfrHh7PYgFwkBrdb7Xrd94T2vgfjn0xvLxCFCUpSAynAJOrsdK17WjPHMCCnxMuYDKGZ2q4LP0IPQ94FkcNnZpGdKUhIZb1SOdSiTvc+Rgr998KSCsXzqLKBCeYga1dnat45p6bTuORuDXIu8A6qrryv8AELYx6NVY7DEvlFekehU+hV8naDwuf9zBf7Svzj39Fzv+ngv9pX5xxlftEsJUMxUds5AAbQuCfKt62her2hXQgqBH99VS7/ejtTb9D3ndTwib/wBLA/7RgjB8JqRNlYbRskru7vHHOBT5+JQqYVTFMrQmzDQNqTHWPYqQtMohai9GFOW9H1jRL4HuN+J4PwyPDlYbKbvLLi9SE6Wq2sQYfhcwgtJwbFiOUtbs/rC39o2b+Ekk5SFjlIBB5GLsG7PX4RVsPNKMjTFKAcEqm0YHpQs+tmMcurqqM6GmzoH9FTf+hgvRX5Rg8Nm1/gYRx/i/KOdysWvMedglsrqUxdzRTlxbs/ZycJPm5gAVO75gT13fNQw46+51QX8nSkcIQUg+HJdtJfTfNAP9FTP7PhfVX/GH0uWWFTbp8hHzpx/jM84md/FWD4igQFEChNgCwjpaJ3Neztn9Fzf7Phv9av8AjHhwqZ/Z8N/rV/xjgkziuIQOadNB/wAavziyYDEzSxM2YbH3j9GFQ1qPs7Dw3AypiSVykBSVFJZyHG3rE2K4ZKSkqTICyPsgsT5kt1gX2KnFeGClEk5jfy2gn2rmFOEnEFuRvUgfOKpUG59ivDqlLcowZUxYlMxBr5LjSSuSpSkJwaipPvJC0EjuPEpCf2AJQqax/wDpE+YIb5wN7CoIxaT97O9b8qjXziKHvfZY0eCVFAwa8wuAtLjy8SJxhEH/AMFM81p/7kEcK9nUSFeIZi1LckkkAVd6frFU9r/2mIkqMrC5VqsZhqgf4QPe727w9vYOb7LIcAn+xK/3U/8AONf3BLN+5L/3U/8AOOPcQ4/ip558QtTlgyiAD2SWA8oxw32nnSFkGdMS1uYkee47xGOv9/YFqPs7ArAo1wU3ymA//wBIjXLkhQBwc0E2GdLn/wBWFHsr+0ETABPZjTOAxB/vj5iLHxPhWdRnIUS7FncAABinpr5w6VWh75dgcyVJSQDhFpUqwMxAJ7PNcxPh8FJUoS1YeZL2zKoWrQhZ2ir+05UvHTankyBPT+GhX4kmL/MquV5/+0wbV1/AeSXbBz7PYf7n/mV+cKpmBk+IUDDLUoVYTUuRvlMxwPKLVHNsCT/SRU5/rlDyzEN6UinCPQLUl2x9/R8p8v7pMfbxUP6eI8SJ4VL/ALJN/wBxP/cg7A8ACJqpqpi1LKirQAO9N7UvCP2r/aBKwx8OU02Y4Cq8qa1qLkbROyK5/wAD8su3+4eng8v+yzf9xH/cgWbw+SkEfu04D/8AJL/7kUqd7XYiZNZcwmWpRCchYEMaMGfQ3jTBcRmyVpPjLUCGBUCTuxcMB8Y556keKF5ZdstKsI/9Xhpvq+upzdDE+CwieYTMLP8A8le781IK4B7VJmnw1UWbZdbv59OmsS4TBrkKmKzu8tZCt2DgnqDDhCLpoa1JdkKMJIP/AIfE06D5KjVGFw5JHg4m7EsGHetITew6loM8uayVKJ/vBmPep9Yx+zwkLmgksZbnqcyWPxPrGygq4/gPLLtlsT7NSHZl0Y+91P5QJi+BgLITh5igLKE1Ie2hreLMn3j2H4mON/tI4ooY6fLSpSWSigJAfIOaliyiCNWTtDnCKXAvNPtl5/oSh/8AhZtf/vS4wOFoEyWlciajOSAfEQdHqBHIsDiZi3/iLAf76vmYtXAuMqwxlZjmrYglS36sVOHsIlwilbQ/NPtl/n+ychVCqZ2cV0b3Y4p+0jCJkYky5YKaAKRmdiLFwAKggtHUML+0WTMVlEuYZgdgAAFgBRzJCi9WdmJqBHNf2s4tEzGFYBS6EvmQpCnDhyFAEhmY/wAoIxV2iNScmssqZV39B+UegMzT9CPRvtMLLvw/gjB56gXAy6gbbV8m6wHx/hPhy0kAjmszsCnUjYp10MXDiGHI5EpAIJpYsBRge58z0jVa2HMKfQ9dI8yP1LtSNKGf7OcNlwMsi5UpVrjOR+AEX7gSQUKuK79H+cUzhOJyIAAuC7XzGoYNqX9OrxYuG8TBlK5ih1VVlelHI0OofzjujqJ5KrAt/aJIUtMlikZVm97a1qC31WKamjLUkhaRUvRqB7fVYsnt3JmS0B18pXmCvtM1RQMEt287xWc6VPMStdEkFJ0Aqbiv4xx697rGZKR4hUocqn316PdtxDfCLQCkCgNQ92at+8JuHrUqrpUls33gLUe9HB/lBvCySplApDhiWrsQB1Fq2EZQb3L4CzquEx4WcoCtSCQwZ27xw/2k4MgYvFFbFJmrbLdJJJqPr4x2ngs1JQFBQJmOqzPYGnpHMvbvAkYqeQKLykhRISQw5kt1caVEd05vYnYmiscRwSZiAaukZfICg9T/AOWGuAlgAbNEfBZCZgyl0gUUE1OjM/QiLvwb2bkziwM5kgVUQneoZJzfyhaDeUKiw+xKWwo/xK/GGnEsGJ0pUtZISqhIvd9Q0DSZaMJJZyQD51PQQLivaJBlTFy2ORnBeo1pduto1lqxWG8hQo9mcGBNnoSWBQtIO3MA8OuF+zcqSsLQpZIe5GoI0HWKrwnjHhrzFIIUCAH0Jf8AKHmM9qkeGsSSCsJZL2zdaOQO2kYQ+qg1csDoWftC426ThpalJf8ArFJ/9v5t2jkHHZGVYU4LtrXoSBYaeUWHFY4pmFMwlwxUskEORUkAb1/KBOMys8pWW42ewY2Y9doIarcrfDIkVSZPJ5qeQA/CIUqKjvBnDcIFKLpBQ3MSWbqOr/OD5mGkqSwYEAfC5c+sdbkk6M1YHgMb4cx0EkWIJuPq0dk9gfaOqZKi6F/1Z2J07H4GOK+DlLgdqxYPZrFkHwyf7yfmPn6xMu0VCXo7J7QcK/iGaAGWz9wAPwAh0lZIkra7P0dJgTgGOGKwwKqqHKv/ABDXzoYLWMqZSX+0kd2D/KCvZqHPCST7NS0zvGClPnK2pckkjs5h2IG4njBJlLmGuUO250HmYpiKd+0n2qMhJw8knxVJdagHKEmlP7yvgI5LimTdBC2d82azmzAB/OGk6ZMmTJq56UhSyVZivUWDO7VBCdhCFSiVgOASRrc7l2YUfzEYOW5ktjRXEVFKWDvfKxVpp8bQOrFzZa0pStgq3fqCCBWCuDgp99Mqp+8D6Mfl+UN8ZhkzU5TQ3e1ju1d63jBuMXTQGycUBlzLC1AhqsUnRsv5vHRPZnHDGSpiVL5wChfKLKDBQo9a+bxzOTwtKMpzAlJdy2cjYq769ob+zeI/dcQJiSSgkBVSeVV9G0zDyhaUoRlyO2XDhWAMk4hJFRKX2NvgYQezPEFImpCZSB4jIJdVsyXuY6DjJaVJURdaCh981oR4L2SyKQrP7pBqmtC+hMdlekUWkCrxxD9pI/8AmE7rk/8A1pjuEc49u/ZGZMnrxEuoUlLgmuf3QAGsRl8zFS4E8nPpCEyZZXMNHoAxL6D60gvhuDXPny1kq0KQhLrDg5eVRa7O9GDuKsox02bNBKcrSzlcXpQqqAW1rWGf7PsWZeMkpKllJUSybk5FAClVVIpS9emUN1XIm80ESMAuRjJiPFxCcQFtLWQC6FC6wp0j82at6r7Z8NxMier96cqUSyyXCu2wrSjbWjqHGE4OWiXi5AOZC5iFAhRWM2bMVCY5BSspU9NnrXmPtjiZ0yamZPU5UkFPMFMD9kMo5WL0NYuPIS4K34h6ekeiYSD934R6NTOmdYk4wTRmSGBLjpofWPBKZhDnmYs57bV/CA+FYbJLCUuchNdSQ5o4sdgNY1lOliSebNYMztU+liLx4DjT+01sfycYlCUpchRLMwIA1IL3Ffzg7hSlS5CM4GVVQXpmNGUE+6wqXcFxWEWHSFJSCS4TUpNzv+lojkzlsBbQAnQvZyzuxY+ka6erScWUmNOMcTE8ICy5UlhooMzvop22/OK5MV4coFJJDkaEgk3zBjvZxVqw6ThSpF8zsx5SyjpStC9K/CF+L4N4uXKCAH93KyhR7FuoLaweRN5YHuHYgZHyF1Oxd6WY0vejabxIJiQCjwwKu4OoArS+ltInXhh4YNWDVCg1KEVLg5dO28Q4vA0C0rzqSOZ0gBjoK6F96QozhZI/wGLUF4ZTJOVCik1GckgZRS5Lh4r/ALY4hU3FhakFA8MJUJn2qklh5/OhiThKwFEqSCA4qSGYXDKcVAtrvGvtNJmTMhLywkEJBBy5aqfMEh3JYDQNHRpytNWNcCPAPLITmCWDkbAi5NnNavrHZPYpDYYF3zqKvgka9o4+MORkUsDkFaElQHM3KHYX7PHW/ZWSs4JKlmqw6RQBKfsptTUm5reNtH81gae0HEvCmF5YUW5SFMqvdLGt9PlW8IQ6Zh5lqD+GXQUlzmH94dyzdob4vEJCkpmTkrDkcrUUSWzKUSwuS8JpkkLClSiB4ahnBYip5UoI94vRxd9Yz1FKTv8A6UDYeSoJKcpyVa/KCcxvUUpR6QLOZMwpcLehKCSKa70FPKGOKAD50AUSQpQAcEMyQQKghT63rCXHS0ZpnhZklhlJL7ts1BrSObU4yJnuI4RU5Ck0CFCp118tB06wvwkky5YS75QxPm1qWhsZZWgZDlLfedy4u/mxPziqp4ipKgmnvNlpo9Adnt8I00LkmkSwriGBlhCyEDMlKmZ3Vq50LXatB6VyVKDZ9Db4/laHsniuZYlqSCxL5k67EG3n8Ii49i0NzS1oKrK90EjptWxD/BuvTco4aIaTE4QvRzmq2uwpqfzhpwjhRdKwppl8qgQe1fvWfSA8AhaloUjMb6gGlyCqh7xZDisiUqUHUp6kMADZ1ClwKOO0LX1pRxEcUXP2D4lkmZXGWYGvZQql23DiLn+8Bfg75gTsCxsY5ZgsSQUrQCDRQIIIBBrY1raLXhuMCWmWW5iSrK9H0d7EkxlH6mvzGiL6I5z+1XjwRkw7kD3lkE0dwkONblu0M18fWnmcBzzJNwzaDTr2it8akIxSs85Id9dAzB7N8LQ5/WR4oe055xLHlQS63LXKQDvQi9e0Qy5+f3jegPWht03g7jfs4qSlw6kkmwKgm96UFoH4Xgiki2Z6A0cm1/g28bRlBxuLMnaeRhgZ0lI8MpZQJyjKCXJaiyCfX1hnh5zZlcyWskhw9a8pdW5pAOHw63UQGBrlA5gWvXe9DEnFcSyFJSoEskkXq5PKLfyjmlmWBjQzEKSciEkkXFQXBdgTdvX4wHhFrSFGa/RSjVg5JAFMradYTYWaEFKlqRkOySFVcWI77g66RYp8sMnKA4Dgpq4P47s413MZSjtx2Mtvs7xYr8FGfMUrAFdCzO9T8LCkX8sKm+/xjlHAJwlqTVKwFIKiAAaG1LC/lFi4p7UgzQZZ5agHfs4EaaX1ChF3lll2TOSU5npd+kUP279ppRlLliasZkqCciQc5yq3I5Wd/Ighql4rjIVhlpzcyh7yD8A/nXrHPvaLFOlMqWleddEk0L1zHSnfpFz+oc2lH+4mqKQtSgCQoZXtmYnrlu3WJ8Nx+ZLUFAlJAKXQwZwRsXLFnMSY+UmUpJmZlrrnBoCTp21fWEkwZlUADnsKnrYR1QdoysbK4zOUFrUQo5WOcO9wFAGygHYi3nUTjfEvGmFagkE6JPLYV7/yhkOGz04VSwoBP3UsSQD7xIoz7E+UEYP2eUVnxkJSEggcpTmU5BzNUMAToTRi4MT5Yq2/RW1tFW/eDtHots3AjMWGGSHNMqy3R8lWjEL8TEjYy1S8QQtSCQlVyNhlF9GLg1G8enpzpXdiOrgsSS4Y2LflpNiikyQtSSpxV1F6g+6bpvXfpGmHXRXvEgBiVaMKGlbX7x47l7RpQukz1IXlAChSgDqIJoWNw9HFXhnOmS1KSlQYuzKfUs4zNzNoNjWNUTHmzAwCpYcLFyPEAIVuKu1niCWFTJ6JSiCCs1KQWbMo9SCKM+12ivzO/Y0HYjCzJa8yFIEsAENZJOZJdLkk1BLlt6X3ws8SyrLNSlLAnKkEpGUAu25uX/SPESEmchCgVOpzYJKRKJyFIFiW1hfisYpGQBglUwhhQhLrBAUK2FHs+sLbuwMMkTUgAF1y9VKokO5oAaKY2LebwWkmiCXIDEpLuBmLmrNlFQW10MQ8MUmYUoSCgAbgulOUlKgEjM7+Ub4pfgpQoDlWWUkUJzAOQQOUsdBEyaboDSXh1JKklKUmimd6kv5sDFw4RxkFCkzShwk0VqA9y7fOEM6WEJWBVLsygCdGqQ9HuXNLwDMmEqQl+UkhhvnZ3fzjXR1ZKWA4G+Ol4ZaxnWmV4KMvNbMDRLD3y+Z20PlD2ZxIrw4ThUeO/KS2VCUhwX9GYOa1ig+1OFKzPZRBzLL/AOdR36avfSG3s3x6ZhpYQAlYYHmd6AJ0LOWclqkkmPT0XaYWexfs6Ft4mYDI/KhSGooFs1aD+7ekJF8NSSxmqoCKqYEFT0u4dqfODeI+1K5618uQsQ6Vmoqqo/ytRrwj4fgAtpRNHBCquHPdrxhqWsLAMmmylURmyAJY53OaoLgm3vb6kRrhv4JCMzlyXZ3GxVpWoHrDf2q4EkLCM6mTUWYgAliLXELnMtDg0YBrMwoe7AC1gIwn8iZMrCEKC0HIQKgh8z6gbi1tIkkSky1KMtCfFUHP3lWJCdtDYBx0jXBYxS5blhU26PE+JwaVUACVqIAWAMwavfuKPEQntdMGgghCVicpCPFIKSwYkFgSur6GpcPrAftJg8NiZQUrMjKSXSoXLPQ3HlZ20ibEYVkomIJSoKybgupQLjYh6Brwg44sukLZTlSSQAmwA08j5C8dME200yQPATkpSmXKClkP/WEMCxBDBqNpB0qa4ZcshCgwAKSHDl62DadDFeWkonFCVEPyuNqw/wASf3aUFJZQUWykUdTueotSDWirvsaNsnIkoPJcICCCB5X+F4bDGlAQsklhlytc3ZVOhAMBma0okABqhgOg26u8a4TGqMsqZLlaQXD3LdP5UjnbbQyy8PxSlEmgJqpw1M2r2egq1+0L/FUJikUHQ6hhTX60jaSvxEAkkDKCwLXqNNIFxgaeouqiQWehc5W6D8hCVONezRE6568zGosU9CKsdfOFXFJrAEpLJLErYKBNiKWo7ja0ET1kLmMTy1+bV7Qv4/ijMloSw98h7lwnMCNrtD0llUKXANOnrmnKlTWFVabinY9YMxUlUyUQhuXKxS2V/tN0bX4RPh8GkAkOFJDZhrlb3gXd/wA4Z4KQwId9bbkGwvf6cwT1a49EUVUYEO63TzJSXW5PvXA6tuK6Wi0yigIcnLSgBaWC7cp060rtGmIw6UhKgkOenf8AMxqoctWL6NS2u94zlrOSBYI0SkFRVlBUQKu52qAAwvUl4kwM37NeQgXzamoIJZqhrxDhU/xAkkkhqk6EmjbBn3ivyuKqTiZuZ15SUpDsGc3YVLNWCMXO66HZcsZNUEk5mDOKfFqPa3XWOe4vjE0mYVZvESAEqCmysavlvQlw94tEqYpcszCRzJJapapDCvyigzlqmzCVFy946vpdNW7FOTJsVjsy8yxmUXBcXG5Yu5Ll32gXFz1TFAgVLACnYQXhsNnOYlwnQ6gEC4ZrxZ5mB8JSJSS6SotmBJDVOrByPsgfOOpzjDhC2Nm/slOmS5R8YAB0BDpqBVtGOtS7P5Q9UVLIJSUEczHKT7tDRWzfzZg8HJC0yid+YaHQ3382eD5wZg/KbAMGoo/m7NfSPL1XunfB05SpECpNb/8Aog/F6x6CROmGoUADplt0vHoxsKZ//9k=" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a></div><div style="text-align: justify;"><br /><a name='more'></a><br /></div><b style="text-align: justify;"><i style="background-color: blue;"><span style="color: white;">RECORRIDO</span></i></b><br /><div class="MsoNormal" style="text-align: justify;">0,000: Iniciamos la ruta desde el parking del collado de Artesiaga. Partimos por la pista de la izquierda y manteniéndonos por ella.</div><div class="MsoNormal" style="text-align: justify;">2,100: Nos encontramos con un pequeño cruce. Escogemos la ruta que más se adecue a nosotros manteniendo la ascensión.</div><div class="MsoNormal" style="text-align: justify;">2,500: Habiendo llegado al collado de Sagardegi, partiremos hacia la cima por la fuerte pendiente a la que nombramos "Tasio malda". </div><div class="MsoNormal" style="text-align: justify;">3,200: Llegamos a nuestro objetivo.</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;"><span style="color: white;"><span style="background-color: blue;"><b><i>CULTURA</i></b></span></span></div><div class="O" v:shape="_x0000_s1026"><div style="text-align: justify;"><div style="text-align: left;"><div style="text-align: justify;"><div style="box-sizing: border-box; margin: 0px 0px 10px; max-width: 100%; text-align: left;"><div style="text-align: justify;"><span style="background-color: white; font-family: "Times New Roman", "serif"; font-size: 16px;"><i>Es una cumbre que habitualmente, al igual que el resto de cimas del macizo, está “ tomada “ por las nieblas, lo que hace extremar las precauciones a la hora de realizar su ascensión. Estas nieblas tan habituales, hace que sus húmedas laderas escondan bajo “ sus entrañas “ numerosos acuíferos de los que nacen abundantes regatas.</i></span></div><span style="background-color: white; font-family: inherit;"><div style="text-align: justify;"><b style="background-color: transparent; color: white;"><i style="background-color: blue;"><br /></i></b></div><div style="text-align: justify;"><b style="background-color: transparent; color: white;"><i style="background-color: blue;">TRACK</i></b></div><div style="text-align: justify;"><b><i><a href="https://es.wikiloc.com/rutas-joelette/saioa-1418-m-149146140">SAIOA</a></i></b></div></span></div></div></div></div></div>Gurpiltrek by Kemenhttp://www.blogger.com/profile/02665844374242314494noreply@blogger.com0tag:blogger.com,1999:blog-1442815816288869825.post-26482111716740226272023-08-28T05:35:00.003-07:002023-08-28T05:35:59.210-07:00ARAOTZ - AITZULO<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtOHHvmLUfJINLfU1CriG1uBs5HrL8fvZEmMhULWaKb6Wt2bRQYBUp7OmfhGZkYPsEoWqko-4Apt19NDp2TMOMtBURAbtYcPTgXcV-SEabNGHbVzgAaejLvEgGxreM84HfhPbV9HYInt8Cd65-gqiDmvecjgo-1VU8c8NLFe_mR87j0iejv-7Q56Kqkf4/s1700/Ojo%20de%20Aitzulo.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="956" data-original-width="1700" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtOHHvmLUfJINLfU1CriG1uBs5HrL8fvZEmMhULWaKb6Wt2bRQYBUp7OmfhGZkYPsEoWqko-4Apt19NDp2TMOMtBURAbtYcPTgXcV-SEabNGHbVzgAaejLvEgGxreM84HfhPbV9HYInt8Cd65-gqiDmvecjgo-1VU8c8NLFe_mR87j0iejv-7Q56Kqkf4/w320-h180/Ojo%20de%20Aitzulo.jpg" width="320" /></a></div><div style="text-align: left;"><br /></div><div style="text-align: justify;"><div><span style="color: blue; font-family: inherit;"><b>Distancia:</b></span><span style="font-family: inherit;"> 4,42</span><st1:metricconverter productid="5 km" style="font-family: inherit;" w:st="on"> km (ida y vuelta)</st1:metricconverter></div><div><a 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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-family: inherit;"><b><span style="color: blue;">Desnivel:</span></b> 225<st1:metricconverter productid="25 m" w:st="on"> m</st1:metricconverter>.</span></div><div><span style="font-family: inherit;"><span style="color: blue;"><b>Tipo:</b></span> Ida y vuelta por el mismo camino.</span></div><div><span style="font-family: inherit;"><b><span style="color: blue;">Dificulttad: </span></b>Medio. </span></div><div><span style="font-family: inherit;"><b><span style="color: blue;">Accesibilidad:</span></b> Accesible para Joëlette y barra direccional.</span></div><div><a 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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-family: inherit;"><span style="color: blue; font-weight: bold;">A tener en cuenta: </span>Muy resbaladizo en caso de lluvia previa</span><br /><span style="font-family: inherit;"><br /></span><span style="font-family: inherit;"><br /></span></div><div style="text-align: start;"><b><i style="background-color: blue;"><span style="color: white; font-family: inherit;">RECORRIDO</span></i></b><br /><span style="color: #222222; font-family: inherit;"><br /></span><span style="color: #222222; font-family: inherit;">0,000. Comenzamos la ruta desde el parking de la iglesia de Araotz en descenso por la carretera. </span><br /><span style="color: #222222; font-family: inherit;"><br /></span><span style="color: #222222; font-family: inherit;">0,700. Llegamos al punto más bajo que es el caserio Errotabarri y una vez pasado el río bajo la carretera iniciamos el ascenso a mano izquierda, primero por carretera entre caseríos y luego por pista. En todo momento continuamos las marcas blancas y amarillas.</span><br /><span style="color: #222222; font-family: inherit;"><br /></span><span style="color: #222222; font-family: inherit;">1,400. Habiendo llegado a una pequeña ermita continuaremos por el camino de la derecha dejando el de la izquierda para bajar. Habiendo avanzado algunos metros iniciaremos una zona bastante técnica que durará entre 100 y 150 metros. </span><br /><span style="color: #222222; font-family: inherit;"><br /></span><span style="color: #222222; font-family: inherit;">2,100: Antes de llegar a nuestro destino nos encontramos nuevamente con un nuevo tramo técnico de corto recorrido. Una vez pasado este tramo llegamos a nuestro objetivo.</span></div><div style="text-align: start;"><br /><br /></div></div><div class="MsoNormal" style="text-align: justify;"><span style="color: white;"><span style="background-color: blue; font-family: inherit;"><b><i>CULTURA</i></b></span></span><br /><span style="text-align: right;"><span style="background: white; font-family: "Times New Roman", serif; font-size: 12pt;"><br /></span></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: inherit; text-align: right;"><span style="background: white;">Lope de Aguirre</span><span style="background: white;"><span style="text-align: start;">, apodado </span>el
Loco pinto<span style="text-align: start;">, </span>el Tirano<span style="text-align: start;"> o </span>el Peregrino<span style="text-align: start;"> (</span></span><a href="https://es.wikipedia.org/wiki/Araotz" style="overflow-wrap: break-word; text-align: start;" title="Araotz"><span style="background: white;">Araotz</span></a><span style="background: white;"><span style="text-align: start;">, </span></span><a href="https://es.wikipedia.org/wiki/O%C3%B1ate" style="overflow-wrap: break-word; text-align: start;" title="Oñate"><span style="background: white;">Oñate</span></a><span style="background: white;"><span style="text-align: start;">, </span></span><a href="https://es.wikipedia.org/wiki/8_de_noviembre" style="overflow-wrap: break-word; text-align: start;" title="8 de noviembre"><span style="background: white;">8 de noviembre</span></a><span style="background: white;"><span style="text-align: start;"> de </span></span><a href="https://es.wikipedia.org/wiki/1510" style="overflow-wrap: break-word; text-align: start;" title="1510"><span style="background: white;">1510</span></a><span style="background: white;"><span style="text-align: start;"> - </span></span><a href="https://es.wikipedia.org/wiki/Barquisimeto" style="overflow-wrap: break-word; text-align: start;" title="Barquisimeto"><span style="background: white;">Barquisimeto</span></a><span style="background: white;"><span style="text-align: start;">, </span></span><a href="https://es.wikipedia.org/wiki/27_de_octubre" style="overflow-wrap: break-word; text-align: start;" title="27 de octubre"><span style="background: white;">27 de octubre</span></a><span style="background: white;"><span style="text-align: start;"> de </span></span><a href="https://es.wikipedia.org/wiki/1561" style="overflow-wrap: break-word; text-align: start;" title="1561"><span style="background: white;">1561</span></a><span style="background: white;"><span style="text-align: start;">),</span> fue un </span><a href="https://es.wikipedia.org/wiki/Explorador" style="overflow-wrap: break-word; text-align: start;" title="Explorador"><span style="background: white;">explorador</span></a><span style="background: white;"><span style="text-align: start;"> </span>y </span><a href="https://es.wikipedia.org/wiki/Conquistador" style="overflow-wrap: break-word; text-align: start;" title="Conquistador"><span style="background: white;">conquistador</span></a><span style="background: white;"><span style="text-align: start;"> de duro caracter de </span></span><a href="https://es.wikipedia.org/wiki/Sudam%C3%A9rica" style="overflow-wrap: break-word; text-align: start;" title="Sudamérica"><span style="background: white;">Sudamérica</span></a><span style="background: white;"><span style="text-align: start;"> que protagonizó una expedición en la búsqueda de </span></span><a href="https://es.wikipedia.org/wiki/El_Dorado" style="overflow-wrap: break-word; text-align: start;" title="El Dorado"><span style="background: white;">El Dorado</span></a><span style="text-align: start;">. A su ve<span style="background: white;">z,
acaudilló una rebelión contra la </span></span><a href="https://es.wikipedia.org/wiki/Monarqu%C3%ADa_espa%C3%B1ola" style="overflow-wrap: break-word; text-align: start;" title="Monarquía española"><span style="background: white;">monarquía española</span></a><span style="text-align: start;"> no estando de acuerdo con su manera de ejercer
como terrateniente<span style="background: white;">, circunstancia por la que fue
asesinado en Barquisimeto, en territorio de la actual </span></span><a href="https://es.wikipedia.org/wiki/Venezuela" style="overflow-wrap: break-word; text-align: start;" title="Venezuela"><span style="background: white;">Venezuela</span></a><span style="background: white;"><span style="text-align: start;">.</span> Simon Bolivar, dejó
escrito que la rebelión de Lope de Aguirre fue la primera declaración de
independencia de una región de América.</span> </span></div><div class="O" style="text-align: justify;" v:shape="_x0000_s1026"><div class="MsoNormal"><div class="MsoNormal"><span style="font-family: inherit;"><br /></span><span style="font-family: inherit;"><br /></span></div></div><div style="background-color: white; border: 0px; color: #525252; font-stretch: inherit; line-height: 20px; margin-bottom: 20px; padding: 0px; vertical-align: baseline;"><span style="color: white;"><span style="background-color: blue; font-family: inherit;"><b><i>TRACK</i></b></span></span><br /><b><i><a href="https://es.wikiloc.com/rutas-joelette/araotz-aitzulo-141672166">AITZULO</a></i></b></div></div>Gurpiltrek by Kemenhttp://www.blogger.com/profile/02665844374242314494noreply@blogger.com0tag:blogger.com,1999:blog-1442815816288869825.post-36259730072824773772023-06-27T14:22:00.000-07:002023-06-27T14:22:21.368-07:00ENAITZ (1296 m.)<div style="text-align: justify;">
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<a href="https://www.zestoa.eus/documents/76464/1601334/Enaitz-Aizkorri.JPG/50b7b3ac-8941-3497-757b-2339672dc650?t=1525680522558" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Aizkorriko Enaitz mendira irteera - Agenda - Zestoa" border="0" height="179" src="https://www.zestoa.eus/documents/76464/1601334/Enaitz-Aizkorri.JPG/50b7b3ac-8941-3497-757b-2339672dc650?t=1525680522558" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5qyxGynvykeSxd17dRUsL84FCwklsR2h4ItSNphMw2CbaeUvxoa21MfuhDp656CFMvOWIk9okB0tsbefTJn7f9h9JOyD5hdIzQydKNyKm9kCaWiUFxZ0y6i4ptML6WKZTuG1xL7wrHfo/s1600/1421148646-CIMG7810.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><span style="font-family: inherit;"></span></a><br />
<span style="color: blue; font-family: inherit;"><b>Distancia:</b></span><span style="font-family: inherit;"> 14,44</span><st1:metricconverter productid="5 km" style="font-family: inherit;" w:st="on"> km (ida y vuelta)</st1:metricconverter></div>
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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-family: inherit;"><b><span style="color: blue;">Desnivel:</span></b> 581<st1:metricconverter productid="25 m" w:st="on"> m</st1:metricconverter>.</span></div>
<div>
<span style="font-family: inherit;"><span style="color: blue;"><b>Tipo:</b></span> Ida y vuelta por el mismo camino.</span></div>
<div>
<span style="font-family: inherit;"><b><span style="color: blue;">Dificulttad: </span></b>Medio. </span></div>
<div>
<span style="font-family: inherit;"><b><span style="color: blue;">Accesibilidad:</span></b> Sólo accesible para Joëlette y barra direccional.</span></div>
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<a 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-family: inherit;"><span style="color: blue; font-weight: bold;">A tener en cuenta: </span>---</span><br />
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<b><i style="background-color: blue;"><span style="color: white; font-family: inherit;">RECORRIDO</span></i></b><br />
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<span style="color: #222222; font-family: inherit;">0,000.Comenzamos la ascensión desde el parking del santuario de Arantzazu. Una vez bordeado este seguimos la carretera, terminamos el asfalto y continuamos el camino hasta encontrar un último parking. Aquí, cogeremos la ruta que sube a la izquierda, cerrada por una barrera y señalizada con pintura . </span><br />
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<span style="color: #222222; font-family: inherit;">0,900. Una vez en el bosque, enseguida nos encontraremos con una fuente de piedra con una figura de la virgen. Pasada esta nos dirigimos hacia la vaguada de Otraitz. Pero el camino se va endurenciendo según vamos abandonando el bosque.</span><br />
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<span style="color: #222222; font-family: inherit;">4,100. Llegamos al collado de Elorra, de donde parten dos senderos. Tomamos el que desciende hacia las campas de Urbía, un terreno muy pisado y arbolado.</span><br />
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<span style="color: #222222; font-family: inherit;">4,800: Llegamos a las campas de Urbía, una gran extensión de prados, donde podemos ver primero una ermita y luego un refugio. Bordeamos el refugio por completo y salimos por la parte trasera dirección noreste cogiendo la senda de al lado del regato. Una vez aquí bordearemos nuestro objetivo quedando este a nuestra izquierda y ascendiendo poco a poco.</span><br />
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<span style="color: #222222; font-family: inherit;">6,700: Llegados al collado de Iferrutz giramos a la izquierda dirección a nuestro objetivo.</span><br />
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<span style="color: #222222; font-family: inherit;">7,220: llegamos a nuestro objetivo aunque los últimos 3 metros son muy técnicos</span></div>
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<span style="color: white;"><span style="background-color: blue; font-family: inherit;"><b><i>CULTURA</i></b></span></span><br />
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<span style="text-align: right;">La raíz "-aitz" significa roca, piedra e incluso cima rocosa. De ahí la toponimia de tantas y tantas montañas del entorno; "Aitz"korri, "Aitz"uri, Arbel"aitz,... En este caso podríamos diferenciar la palabra en dos raíces. La más segura es la anteriormente mencionada. Sin embargo el inicio puede dar vestigio de varios significados. Se podría leer como "Ene" que significa mío y tiene origen muy antiguo. Pero por otro lado también podría relacionarse con "Ana" o "Ama" que significa madre. </span></div>
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<span style="color: white;"><span style="background-color: blue; font-family: inherit;"><b><i>TRACK</i></b></span></span><br />
<b><i><a href="https://eu.wikiloc.com/ibilbide-joelette/enaitz-1-296-m-52231528">ENAITZ</a></i></b></div>
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Gurpiltrek by Kemenhttp://www.blogger.com/profile/02665844374242314494noreply@blogger.com0tag:blogger.com,1999:blog-1442815816288869825.post-85577537434391606072023-04-24T13:46:00.000-07:002023-04-24T13:46:05.722-07:00ONDDOLAR (435 m.)<a href="https://s1.wklcdn.com/image_14/447541/7442559/4239898Master.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Wikiloc | Foto de 20140803 Villabona - Amasa - Loatzo - Belabieta ..." border="0" height="179" src="https://s1.wklcdn.com/image_14/447541/7442559/4239898Master.jpg" width="320" /></a><span style="color: blue; text-align: justify;"><b>Distancia:</b></span><span style="text-align: justify;"> 8</span><st1:metricconverter productid="5 km" style="text-align: justify;" w:st="on"> km</st1:metricconverter><span style="text-align: justify;"> (ida y vuelta)</span><br />
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<b><span style="color: blue;">Desnivel:</span></b> <st1:metricconverter productid="25 m" w:st="on">250 m</st1:metricconverter>.</div>
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<span style="color: blue;"><b>Tipo:</b></span> Ida y vuelta por el mismo sitio.<br />
<b><span style="color: blue;">Dificultad:</span></b> Media. Una vez pasados 2 kilometros pendiente de piedrilla suelta. Por otro lado bajando de Onddolar zona muy técnica y pendiente de unos 200 metros. Por lo demás se transita por pistas de piedras de diferente tipo. </div>
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<b><span style="color: blue;">Accesibilidad:</span></b> Solamente accesible para Joëlette y barra direccional.</div>
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<span style="color: blue;"><b>A tener en cuenta: </b></span>Desde el cruce de los canales hasta Onddolar se escuchan el ir y venir de los coches de la autovía. La última bajada es opcional sólo apto para quien domina perfectamente las técnicas de barra direccional y Joëlette.</div>
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<a 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" 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0,0: Partimos del restaurante Txertota ubicado en el barrio de Goiburu de Andoain y una vez pasado este continuamos por la pista. </div>
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0,3: Enseguida llegaremos a un cruce en el cual cogeremos la pista de la izquierda.<br />
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0,8: Llegados al alto giraremos nuevamente a la izquierda donde la pista se hace más estrecha.<br />
1,0: Una vez más nos encontramos en una bifurcación donde giraremos otra vez a la izquierda tomando una amplia pista. Esta senda no la perderemos a pesar que un poco más adelante nos encontremos con la encrucijada de los canales.<br />
2,6: Llegados a la zona de Onddobea giramos a la izquierda dejando el deposito de agua a nuestra derecha.<br />
3,7: Continuando por esta misma senda arribaremos a Onddolar. Sabiendo que esta a la vista no hay perdición alguna.<br />
3,8: Proseguimos un poco la pista por la parte trasera de la cima. Una vez bajando nos encontraremos con una pequeña berja la cual sobrepasaremos e iniciaremos una pendiente pronunciada y estrecha. Para bajar por este camino se recomienda dominar bien la Joëlette.<br />
4,0: A 200 metros llegaremos a una amplia piedra que sirve de balcón panorámico hacia el valle Leitzaran. Una vez aquí volvemos por el mismo itinerario.<br />
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<span style="color: white;"><span style="background-color: blue;"><b><i>CULTURA</i></b></span></span></div>
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<b style="font-family: inherit;"><i>“Las Mil Escaleras</i><i>”. </i></b><br />
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<span style="font-family: inherit;"><i>No hay andoaindarra que no haya estado en las mil escaleras. Y es que estas no son más aquellas escaleras que conectan la central de Iberdrola y el depósito que carga la tubería que están bajo la mirada de Onddolar. </i></span></div>
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<span style="font-family: inherit;"><i><br /></i></span><i>Tipi-tapa atraviesan 200 metros de desnivel, haciendo que cada escalera sea especial ya que además de irregulares son bastante singulares. Además no se sabría si de verdad son mil o no, pero para saberlo os dejamos con el mejor de los entretenimientos; no hay más que contarlas. </i></div>
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<b style="color: white;"><i style="background-color: blue;">TRACK</i></b><br />
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<i><b><a href="http://eu.wikiloc.com/wikiloc/view.do?id=13259201">ONDDOLAR </a></b></i></div>
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Gurpiltrek by Kemenhttp://www.blogger.com/profile/02665844374242314494noreply@blogger.comtag:blogger.com,1999:blog-1442815816288869825.post-66651226971374376272023-01-24T04:37:00.000-08:002023-01-24T04:37:07.034-08:00ADARRA (811 m.)<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimM2nFnP5RfERakmwDvDDYRftUNefyyTrnM_iToKj1kBHn3HoiNQbsOoXvVhUxf8d7J_oTDZ5V_kvJY30WAFlMZJ0JRZFFPKCLFxFvyjUDIJLp0Fo9bsz_Lru8bm5fYldrpjYjqzXK5Tw/s1600/31908.jpg" style="clear: left; display: inline; float: left; margin-bottom: 1em; margin-right: 1em; text-align: justify;"><img border="0" height="110" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimM2nFnP5RfERakmwDvDDYRftUNefyyTrnM_iToKj1kBHn3HoiNQbsOoXvVhUxf8d7J_oTDZ5V_kvJY30WAFlMZJ0JRZFFPKCLFxFvyjUDIJLp0Fo9bsz_Lru8bm5fYldrpjYjqzXK5Tw/s400/31908.jpg" width="400" /></a><span style="color: blue;"><b>Distancia:</b></span> 23,6<st1:metricconverter productid="5 km" w:st="on"> km</st1:metricconverter> (ida y vuelta)</div>
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<b><span style="color: blue;">Desnivel:</span></b> <st1:metricconverter productid="25 m" w:st="on">723 m</st1:metricconverter>.</div>
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<span style="color: blue;"><b>Tipo:</b></span> Ida y vuelta por el mismo camino.</div>
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<a 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A6AAGo13BgEYvJNKkymzBlIzcrk0o1QzkNvHUpN8oQfweeZiikvuHBf5sCNPyiVWHEtKyCFB+ZRIzAEWUG09YXzsWETklOZIbNyNVxdL31oRYQxx0kTZSlhXUqBICh91QHQeXR4zks/Az0/FIGTUKtbL3Jo/fZogm4k+IAGAIGhI11sOr2jWWuW6EqUlbkscratStbNGZk0JVRnFRUUcgWby9IcY0KzeZNKakgbaXfR610iEYsvzACo1UX7UN6RhctKlGzD3kuGGr7XA6MesR4OSCXBIuA9mIpToa9YpJCGcvEKO2XdusQy5SitRzOAzDYmtC0YTMLG5qb99ImRig6hazv8YzquCjbEYVGbN4YJLOp6EU0NNvSI8bgUnKrPlblrqCzV0vGVTwmWz5mDH8/raFiOJpBAqz63DWPlDgpPj0JtGJshSFJKGdThxRlAuAWu+53HUxvipJSkKASyi/MGYmjF3o7/reMniWUlJ5hoTUG2ljrG6sYhaVIKS5AIo4fo1qNSKluTTaBUZk5gsy1FKaOBQpsWII/CFnFx4aMoSwDjMoXbK2UaN1c9YnXiZwmZMwWBYKqe1nJ6PpA07OuYBNYm2WgFt3p3HSFCDUrdA3gxh+K0YJLmlwkBg2nTeJ8VPYgKpRjnDhqEZSA71u0bzMLLAOXKEm4Urpb50gtWCExIIowygvyjUHLXMCzVhtxu0gSYpl8OVM/iIyBJexfyINYjleJLbI5+8ALPS4t8bGGGFkTJpUlTU+1QWOmnWzwbwrDpQ5UslZ96oINmDGoa0W5tc5FtFGFxLLZbMq4fXQqFk11iwYWYkDnDG7EUYsLv6QJNQgDKpAyguWqMxNjtGyJ5SGN6MLFgaaVoIiVS4Q1gLlyRLLoAyn7zDUUs5qH7xDiOJkEpCQVVDg/hR4nnmbcFJGo9XcKA+hC9aMykpoFNUpbKdLBzeEknlhZrOxAzgq5zoxpvc2am9onkuAAFOVGqU1NL3ZXp1gdHDVFQCmCKkgGzP03anWMY9YlEJlpLipLaPqRpfWLpcIVjMzAQxodQ4dm/OlYHxk/wANKSE3oNB5hJavnAOGmKJqopDuQlnAo1BZ31fSDvCUQwPIW958wpUGraQttPIWbyFGr5SDVwp30D/hrGqSE0SkEXqm1RqABsbbxiRMS+QTArLoHBe9xYfCNvDBHMCkG/mKA7MS+3eJYIkRh0F1FSKVoWHS+9dYh4jIllLjIlVk1ck3DUveNlYYZWlqy10BLuDfauunSA08MQ4TMneIQ+VLlI8rkwlzdgyXh0w5QFEKHoRe73gpE9Pn1qfIwq/chUJxJSFXSRQ9rOLaQ9kIIorKOoZvJx2jLUrkpCbFzfDmVK8pchQRRztVoXY2d4yitLlIDcxr5DQxZp+DSuWpBU7lxQjXQg1+nEIzwUALMtedQcEAAf6nOkbaU4vnkTsGwszICSkEdTrWpGp8yOkZlSTW4DuyuUGjsH1aGWF4GrKCcuYJVQnMCcqmcfZqxcHeE87AzEnnOYk5WcubBqhw0aJpvDJaGfD5KHCjY2u4YAnp1r0h3LxAKQpCVFIN8oKqCjin6VhZhMISEggpFMrWfKAT1/SGuCwxlUCQpgeayi5HSOfWeSzP70v7h/0p/wCUegv95P3R6x6ObH6QFeJ4YlRSnxmUmoGQUs5cMTp2jK5oYCYhQAcCmYksC6FAOKgl3dhCrhAWpQUFJLOTVyRQ7uYdYhgrlWX94+Z0F97R1u06YACk+AtS35SbPcNR9tq76wXMWJmaWhRGZiSz9Wo1y4c9BAOIwczOQlRyEk1AvUt9bwwwYABCU5QpLmjHMXDF9bHzglxYA60pJSgAGhcWelH2cjcGJJbIuE21q4qKvfeB8RKD5gouDZtq5qgG3SNsYpOUG5DKZqW2+rRVWILQhGVwwcUaxqA/0IXmUpJPLZtqiw6+rxKtWZLpIDAlmeo+gIwnETHqHGUFtGe7j6aFFNAz3ilROUXAzK82HziBlGikh2bv+dK9IJzZS4lgA/F2HkXLMfnEgQQvMmuQvawI012pDsOSLDcISQ/iZq1SCGAIcdT56QVifZ6UZYloGVZIckgqvUOxoBWmkBLxSkq5RlL3TZRdj8RbSGmGmZ2IIAG5d7V9aRM5TVOzWKg1kScT4CqUgLTVLVDsR2epvtpASsvveIQq3N73Y6fGtaRdQHUxKndtLVYUtp3aK1xbgalFas6ffLpJAIergtbRj8oIa1upsmcK4BZc1CkMVIC6m72ZhuPLrGvEpQ8WWlKWBSAFZXA5qPoWa+xiVPCwnK1h7weoNX32FIJylKkJVSpZW7Cjvdw1otUsogXYWStS8pIJUTZieUVHTX8OhsPCcOoXASzhm9Ol39e8LluU+JyhX3vutV3o1DpeDcJ4hIJLihBCh/MehtEztoawFTMEhiWYGpGjk1FPzgefKCQCj3iW6U71gmUoi51pl/S9dO1IAxE5KVOVEakb9GUCB8IiFgwKfjClbZwlTuCz0Io369up1xGNSohSkuoGhzDKWtQB2rA+Ok5myTCtzqKNV9a/CFWInkDKKJFo6owTVkNjLE45SgUoDAlyz32A2/UxPw/BTknNQFqZiHsdLesIpU05w1C+hb01Dw/XhppUFrepcpCqptvQaWpDkqVCGUrErIOYJUQWooA97jY+kQT5yJYUhScjily9/tC3c1iWfJRylIQEvyqetweYCigw31tHuK4ZBQtKlZUlVFM+U6Ofq5jmTVllawU5YUQollCzs4q1XAGv5Q8wuGVlKmUKnWpLGx7hv5xXJANQ4LH5X620eG+F8VAQPsKchrhtDSmtOkdM+CUHyZrLUkpSl/uhzQe8pxUCCJAFwc53ALNTp5P8IVS5iXOcZ7l6gjsbUgzBocHwxMNyygGDPVwK0ekYtUhjCfh3PKKF8wFDZiHcNtGJshXMLBxlr0djR3ffyj2AUohlgdMpD9RX9DC7iyZhmslRKA2bKs0uKqFjcM/WMo80MGlhcxSyNKhumjivrEqJ6kZXIVp0NNTDXCypSgkyyAQNAD6ghzG0vBSsyzcGjM2UsXI9e4hPVjwwpi8zJkxWRiMta0SSRS1xrfXWFeOM5E/MDVTAZKO27isWhWHAbJMozMTRtNWPnEOLwgmZRnYpL6M/wr+sENSKY6IuH8V5UgirOoUd3L11p+MGY7DomJE1cpRa7UUOpqXsIX8Pmy3UkFKWINAQ53q43iZGPCSpiyncJf3hahYO4+IiJL7riBiTxcFRQnMgJNHAtp731SGWMlGYDViC6DbKRrqSGLHtCnGY0KRKUrO6lKCTc0UAxerX1iabiQmccwISCkBT3zChDFhUGFKPtLI+A1UxQvLBO7CvWPRMeJJ3V/pP5xmMMdCoRzMIhOUyiUOCGetW870JaPGSAw+6SxJ0qbiqjXpDWZwYVClqUFdahi4bl66xkcASehZnHYsWAZ7Hyjv3Ls2/D6nQJLS9FBmIrm21v+O43j0iZlLBT83M9wfkBBsngwSakmgDE0u4anwZo8OFB3eu9ttQInHYfh9TojWEu+VJUaZnehPen6xmdhQsCmVrHrreCDgizJU3U18maNZXD2D0fQ3o3aIp9h4NToWSsApKeahIJV0rdq9aO1I2wcpEwMHSRSzPTaGE/AlRPMWPZ66WanzMSYfheUk5jX5Bm6Rd45BaGp0RoZNwKU3/ABhTj1hJCn0L18wN6H8If/uLuComn1rC/H8BStJRmKa6JHQtf6cw1V5G9GfQiRjkKApSnMRmOtctvjrDbh0vO8wsaNmYildTQkfKNR7LsAEqYAMaX3fm6Q3k4BgA5pRyxN6a1h6m1rDJWjqe0Zw6k6DT6p5CB8Rg0ZlKUhNQ12cdSKmlILRgiH5iQele3vbbRDiuFOpJCiKWIBsTqT1aObZ8leHU6Zrh5YRVCW66nqfziXFIK01vp9C/rpEKOGEKvXoGD/6vp4ITg21P1/mpDcXd2Lwz6FOMwxCCZSFAmpJJoNdvnSFOHnEKAKSakK5tWcHNFnxuBXMQz1NDsd/tUeAMPwBSBcGlHSLCw97SNtN4yLwanTFGJxIBGTMK1aob+7+BHWFOKxelxc1PyMWwezhysFOol1OOXoAM2hrVxeFU72OmFROcVf7PrYxvCUF7FLQ1K4ZW5mMswDCzHcRti5eZOegFOXX9fKHS/Yqd99Pp+sSq9jZ5ABWg7Bmb0vGu+HaI/D6n6WVaWK+YbX67RZpGdSUmcpQS1h7zv1B6HeCOHeyU1C3UtOWoID127Vq8N08EmpLpUANDXUM300Z6mpF8NDWhqL0xeMMCEgTV5f8AEPQh6PZxv6RY/g8vw1ALCFm6iTlNbbAU+ENk8IUoNNyGo5kp5lB3IJagf8TG2I4NmRkPODfMS/wF26xzqTT5KejPplVwGHSFkEFQTQkgMCxfooag0h5ILBhkLfdLO9bXEaf0DOSSpCwK0Yl+j0ILWaDv6IJlssuuhBe1+gfSL1Gn7EtGa/pZVuKzEFfL2L7ka13/ADgrA8QmlSUoDjUeWhLlOvV4nnezM1aiSR8dvow14dwgoy2AAJB1zGgYsNDDnJbexLSn0xZInqQhSypxn1VVIqDahNNT6RHj+JqUQpKcoINTaj6HZ6jrBE/2YmrdSlpKy5Iqxvq3ajRIODzmAVzMb5lP+FrxP23Y/HPplQkY5yVaCznW7gsQD+kMsJxVRIZwGDubgBjcsba3gkey813ycpZxc99D8REh4Hih7ocEVr1Iq5NWaNZbGStOfQtxeLXLN8oe7AmjVuAziNeG8YKM2ZlEuxNwdNbHUdIdTfZdc0DOcqhsXgE+x04GigQ92I+EJeNqmHjn0wPDY0gE/bUSR0d6Wgrh/EwfeQFFJo9Dq1gxvrBMv2XmAA5Tm1Lhh9AfrHh7PYgFwkBrdb7Xrd94T2vgfjn0xvLxCFCUpSAynAJOrsdK17WjPHMCCnxMuYDKGZ2q4LP0IPQ94FkcNnZpGdKUhIZb1SOdSiTvc+Rgr998KSCsXzqLKBCeYga1dnat45p6bTuORuDXIu8A6qrryv8AELYx6NVY7DEvlFekehU+hV8naDwuf9zBf7Svzj39Fzv+ngv9pX5xxlftEsJUMxUds5AAbQuCfKt62her2hXQgqBH99VS7/ejtTb9D3ndTwib/wBLA/7RgjB8JqRNlYbRskru7vHHOBT5+JQqYVTFMrQmzDQNqTHWPYqQtMohai9GFOW9H1jRL4HuN+J4PwyPDlYbKbvLLi9SE6Wq2sQYfhcwgtJwbFiOUtbs/rC39o2b+Ekk5SFjlIBB5GLsG7PX4RVsPNKMjTFKAcEqm0YHpQs+tmMcurqqM6GmzoH9FTf+hgvRX5Rg8Nm1/gYRx/i/KOdysWvMedglsrqUxdzRTlxbs/ZycJPm5gAVO75gT13fNQw46+51QX8nSkcIQUg+HJdtJfTfNAP9FTP7PhfVX/GH0uWWFTbp8hHzpx/jM84md/FWD4igQFEChNgCwjpaJ3Neztn9Fzf7Phv9av8AjHhwqZ/Z8N/rV/xjgkziuIQOadNB/wAavziyYDEzSxM2YbH3j9GFQ1qPs7Dw3AypiSVykBSVFJZyHG3rE2K4ZKSkqTICyPsgsT5kt1gX2KnFeGClEk5jfy2gn2rmFOEnEFuRvUgfOKpUG59ivDqlLcowZUxYlMxBr5LjSSuSpSkJwaipPvJC0EjuPEpCf2AJQqax/wDpE+YIb5wN7CoIxaT97O9b8qjXziKHvfZY0eCVFAwa8wuAtLjy8SJxhEH/AMFM81p/7kEcK9nUSFeIZi1LckkkAVd6frFU9r/2mIkqMrC5VqsZhqgf4QPe727w9vYOb7LIcAn+xK/3U/8AONf3BLN+5L/3U/8AOOPcQ4/ip558QtTlgyiAD2SWA8oxw32nnSFkGdMS1uYkee47xGOv9/YFqPs7ArAo1wU3ymA//wBIjXLkhQBwc0E2GdLn/wBWFHsr+0ETABPZjTOAxB/vj5iLHxPhWdRnIUS7FncAABinpr5w6VWh75dgcyVJSQDhFpUqwMxAJ7PNcxPh8FJUoS1YeZL2zKoWrQhZ2ir+05UvHTankyBPT+GhX4kmL/MquV5/+0wbV1/AeSXbBz7PYf7n/mV+cKpmBk+IUDDLUoVYTUuRvlMxwPKLVHNsCT/SRU5/rlDyzEN6UinCPQLUl2x9/R8p8v7pMfbxUP6eI8SJ4VL/ALJN/wBxP/cg7A8ACJqpqpi1LKirQAO9N7UvCP2r/aBKwx8OU02Y4Cq8qa1qLkbROyK5/wAD8su3+4eng8v+yzf9xH/cgWbw+SkEfu04D/8AJL/7kUqd7XYiZNZcwmWpRCchYEMaMGfQ3jTBcRmyVpPjLUCGBUCTuxcMB8Y556keKF5ZdstKsI/9Xhpvq+upzdDE+CwieYTMLP8A8le781IK4B7VJmnw1UWbZdbv59OmsS4TBrkKmKzu8tZCt2DgnqDDhCLpoa1JdkKMJIP/AIfE06D5KjVGFw5JHg4m7EsGHetITew6loM8uayVKJ/vBmPep9Yx+zwkLmgksZbnqcyWPxPrGygq4/gPLLtlsT7NSHZl0Y+91P5QJi+BgLITh5igLKE1Ie2hreLMn3j2H4mON/tI4ooY6fLSpSWSigJAfIOaliyiCNWTtDnCKXAvNPtl5/oSh/8AhZtf/vS4wOFoEyWlciajOSAfEQdHqBHIsDiZi3/iLAf76vmYtXAuMqwxlZjmrYglS36sVOHsIlwilbQ/NPtl/n+ychVCqZ2cV0b3Y4p+0jCJkYky5YKaAKRmdiLFwAKggtHUML+0WTMVlEuYZgdgAAFgBRzJCi9WdmJqBHNf2s4tEzGFYBS6EvmQpCnDhyFAEhmY/wAoIxV2iNScmssqZV39B+UegMzT9CPRvtMLLvw/gjB56gXAy6gbbV8m6wHx/hPhy0kAjmszsCnUjYp10MXDiGHI5EpAIJpYsBRge58z0jVa2HMKfQ9dI8yP1LtSNKGf7OcNlwMsi5UpVrjOR+AEX7gSQUKuK79H+cUzhOJyIAAuC7XzGoYNqX9OrxYuG8TBlK5ih1VVlelHI0OofzjujqJ5KrAt/aJIUtMlikZVm97a1qC31WKamjLUkhaRUvRqB7fVYsnt3JmS0B18pXmCvtM1RQMEt287xWc6VPMStdEkFJ0Aqbiv4xx697rGZKR4hUocqn316PdtxDfCLQCkCgNQ92at+8JuHrUqrpUls33gLUe9HB/lBvCySplApDhiWrsQB1Fq2EZQb3L4CzquEx4WcoCtSCQwZ27xw/2k4MgYvFFbFJmrbLdJJJqPr4x2ngs1JQFBQJmOqzPYGnpHMvbvAkYqeQKLykhRISQw5kt1caVEd05vYnYmiscRwSZiAaukZfICg9T/AOWGuAlgAbNEfBZCZgyl0gUUE1OjM/QiLvwb2bkziwM5kgVUQneoZJzfyhaDeUKiw+xKWwo/xK/GGnEsGJ0pUtZISqhIvd9Q0DSZaMJJZyQD51PQQLivaJBlTFy2ORnBeo1pduto1lqxWG8hQo9mcGBNnoSWBQtIO3MA8OuF+zcqSsLQpZIe5GoI0HWKrwnjHhrzFIIUCAH0Jf8AKHmM9qkeGsSSCsJZL2zdaOQO2kYQ+qg1csDoWftC426ThpalJf8ArFJ/9v5t2jkHHZGVYU4LtrXoSBYaeUWHFY4pmFMwlwxUskEORUkAb1/KBOMys8pWW42ewY2Y9doIarcrfDIkVSZPJ5qeQA/CIUqKjvBnDcIFKLpBQ3MSWbqOr/OD5mGkqSwYEAfC5c+sdbkk6M1YHgMb4cx0EkWIJuPq0dk9gfaOqZKi6F/1Z2J07H4GOK+DlLgdqxYPZrFkHwyf7yfmPn6xMu0VCXo7J7QcK/iGaAGWz9wAPwAh0lZIkra7P0dJgTgGOGKwwKqqHKv/ABDXzoYLWMqZSX+0kd2D/KCvZqHPCST7NS0zvGClPnK2pckkjs5h2IG4njBJlLmGuUO250HmYpiKd+0n2qMhJw8knxVJdagHKEmlP7yvgI5LimTdBC2d82azmzAB/OGk6ZMmTJq56UhSyVZivUWDO7VBCdhCFSiVgOASRrc7l2YUfzEYOW5ktjRXEVFKWDvfKxVpp8bQOrFzZa0pStgq3fqCCBWCuDgp99Mqp+8D6Mfl+UN8ZhkzU5TQ3e1ju1d63jBuMXTQGycUBlzLC1AhqsUnRsv5vHRPZnHDGSpiVL5wChfKLKDBQo9a+bxzOTwtKMpzAlJdy2cjYq769ob+zeI/dcQJiSSgkBVSeVV9G0zDyhaUoRlyO2XDhWAMk4hJFRKX2NvgYQezPEFImpCZSB4jIJdVsyXuY6DjJaVJURdaCh981oR4L2SyKQrP7pBqmtC+hMdlekUWkCrxxD9pI/8AmE7rk/8A1pjuEc49u/ZGZMnrxEuoUlLgmuf3QAGsRl8zFS4E8nPpCEyZZXMNHoAxL6D60gvhuDXPny1kq0KQhLrDg5eVRa7O9GDuKsox02bNBKcrSzlcXpQqqAW1rWGf7PsWZeMkpKllJUSybk5FAClVVIpS9emUN1XIm80ESMAuRjJiPFxCcQFtLWQC6FC6wp0j82at6r7Z8NxMier96cqUSyyXCu2wrSjbWjqHGE4OWiXi5AOZC5iFAhRWM2bMVCY5BSspU9NnrXmPtjiZ0yamZPU5UkFPMFMD9kMo5WL0NYuPIS4K34h6ekeiYSD934R6NTOmdYk4wTRmSGBLjpofWPBKZhDnmYs57bV/CA+FYbJLCUuchNdSQ5o4sdgNY1lOliSebNYMztU+liLx4DjT+01sfycYlCUpchRLMwIA1IL3Ffzg7hSlS5CM4GVVQXpmNGUE+6wqXcFxWEWHSFJSCS4TUpNzv+lojkzlsBbQAnQvZyzuxY+ka6erScWUmNOMcTE8ICy5UlhooMzvop22/OK5MV4coFJJDkaEgk3zBjvZxVqw6ThSpF8zsx5SyjpStC9K/CF+L4N4uXKCAH93KyhR7FuoLaweRN5YHuHYgZHyF1Oxd6WY0vejabxIJiQCjwwKu4OoArS+ltInXhh4YNWDVCg1KEVLg5dO28Q4vA0C0rzqSOZ0gBjoK6F96QozhZI/wGLUF4ZTJOVCik1GckgZRS5Lh4r/ALY4hU3FhakFA8MJUJn2qklh5/OhiThKwFEqSCA4qSGYXDKcVAtrvGvtNJmTMhLywkEJBBy5aqfMEh3JYDQNHRpytNWNcCPAPLITmCWDkbAi5NnNavrHZPYpDYYF3zqKvgka9o4+MORkUsDkFaElQHM3KHYX7PHW/ZWSs4JKlmqw6RQBKfsptTUm5reNtH81gae0HEvCmF5YUW5SFMqvdLGt9PlW8IQ6Zh5lqD+GXQUlzmH94dyzdob4vEJCkpmTkrDkcrUUSWzKUSwuS8JpkkLClSiB4ahnBYip5UoI94vRxd9Yz1FKTv8A6UDYeSoJKcpyVa/KCcxvUUpR6QLOZMwpcLehKCSKa70FPKGOKAD50AUSQpQAcEMyQQKghT63rCXHS0ZpnhZklhlJL7ts1BrSObU4yJnuI4RU5Ck0CFCp118tB06wvwkky5YS75QxPm1qWhsZZWgZDlLfedy4u/mxPziqp4ipKgmnvNlpo9Adnt8I00LkmkSwriGBlhCyEDMlKmZ3Vq50LXatB6VyVKDZ9Db4/laHsniuZYlqSCxL5k67EG3n8Ii49i0NzS1oKrK90EjptWxD/BuvTco4aIaTE4QvRzmq2uwpqfzhpwjhRdKwppl8qgQe1fvWfSA8AhaloUjMb6gGlyCqh7xZDisiUqUHUp6kMADZ1ClwKOO0LX1pRxEcUXP2D4lkmZXGWYGvZQql23DiLn+8Bfg75gTsCxsY5ZgsSQUrQCDRQIIIBBrY1raLXhuMCWmWW5iSrK9H0d7EkxlH6mvzGiL6I5z+1XjwRkw7kD3lkE0dwkONblu0M18fWnmcBzzJNwzaDTr2it8akIxSs85Id9dAzB7N8LQ5/WR4oe055xLHlQS63LXKQDvQi9e0Qy5+f3jegPWht03g7jfs4qSlw6kkmwKgm96UFoH4Xgiki2Z6A0cm1/g28bRlBxuLMnaeRhgZ0lI8MpZQJyjKCXJaiyCfX1hnh5zZlcyWskhw9a8pdW5pAOHw63UQGBrlA5gWvXe9DEnFcSyFJSoEskkXq5PKLfyjmlmWBjQzEKSciEkkXFQXBdgTdvX4wHhFrSFGa/RSjVg5JAFMradYTYWaEFKlqRkOySFVcWI77g66RYp8sMnKA4Dgpq4P47s413MZSjtx2Mtvs7xYr8FGfMUrAFdCzO9T8LCkX8sKm+/xjlHAJwlqTVKwFIKiAAaG1LC/lFi4p7UgzQZZ5agHfs4EaaX1ChF3lll2TOSU5npd+kUP279ppRlLliasZkqCciQc5yq3I5Wd/Ighql4rjIVhlpzcyh7yD8A/nXrHPvaLFOlMqWleddEk0L1zHSnfpFz+oc2lH+4mqKQtSgCQoZXtmYnrlu3WJ8Nx+ZLUFAlJAKXQwZwRsXLFnMSY+UmUpJmZlrrnBoCTp21fWEkwZlUADnsKnrYR1QdoysbK4zOUFrUQo5WOcO9wFAGygHYi3nUTjfEvGmFagkE6JPLYV7/yhkOGz04VSwoBP3UsSQD7xIoz7E+UEYP2eUVnxkJSEggcpTmU5BzNUMAToTRi4MT5Yq2/RW1tFW/eDtHots3AjMWGGSHNMqy3R8lWjEL8TEjYy1S8QQtSCQlVyNhlF9GLg1G8enpzpXdiOrgsSS4Y2LflpNiikyQtSSpxV1F6g+6bpvXfpGmHXRXvEgBiVaMKGlbX7x47l7RpQukz1IXlAChSgDqIJoWNw9HFXhnOmS1KSlQYuzKfUs4zNzNoNjWNUTHmzAwCpYcLFyPEAIVuKu1niCWFTJ6JSiCCs1KQWbMo9SCKM+12ivzO/Y0HYjCzJa8yFIEsAENZJOZJdLkk1BLlt6X3ws8SyrLNSlLAnKkEpGUAu25uX/SPESEmchCgVOpzYJKRKJyFIFiW1hfisYpGQBglUwhhQhLrBAUK2FHs+sLbuwMMkTUgAF1y9VKokO5oAaKY2LebwWkmiCXIDEpLuBmLmrNlFQW10MQ8MUmYUoSCgAbgulOUlKgEjM7+Ub4pfgpQoDlWWUkUJzAOQQOUsdBEyaboDSXh1JKklKUmimd6kv5sDFw4RxkFCkzShwk0VqA9y7fOEM6WEJWBVLsygCdGqQ9HuXNLwDMmEqQl+UkhhvnZ3fzjXR1ZKWA4G+Ol4ZaxnWmV4KMvNbMDRLD3y+Z20PlD2ZxIrw4ThUeO/KS2VCUhwX9GYOa1ig+1OFKzPZRBzLL/AOdR36avfSG3s3x6ZhpYQAlYYHmd6AJ0LOWclqkkmPT0XaYWexfs6Ft4mYDI/KhSGooFs1aD+7ekJF8NSSxmqoCKqYEFT0u4dqfODeI+1K5618uQsQ6Vmoqqo/ytRrwj4fgAtpRNHBCquHPdrxhqWsLAMmmylURmyAJY53OaoLgm3vb6kRrhv4JCMzlyXZ3GxVpWoHrDf2q4EkLCM6mTUWYgAliLXELnMtDg0YBrMwoe7AC1gIwn8iZMrCEKC0HIQKgh8z6gbi1tIkkSky1KMtCfFUHP3lWJCdtDYBx0jXBYxS5blhU26PE+JwaVUACVqIAWAMwavfuKPEQntdMGgghCVicpCPFIKSwYkFgSur6GpcPrAftJg8NiZQUrMjKSXSoXLPQ3HlZ20ibEYVkomIJSoKybgupQLjYh6Brwg44sukLZTlSSQAmwA08j5C8dME200yQPATkpSmXKClkP/WEMCxBDBqNpB0qa4ZcshCgwAKSHDl62DadDFeWkonFCVEPyuNqw/wASf3aUFJZQUWykUdTueotSDWirvsaNsnIkoPJcICCCB5X+F4bDGlAQsklhlytc3ZVOhAMBma0okABqhgOg26u8a4TGqMsqZLlaQXD3LdP5UjnbbQyy8PxSlEmgJqpw1M2r2egq1+0L/FUJikUHQ6hhTX60jaSvxEAkkDKCwLXqNNIFxgaeouqiQWehc5W6D8hCVONezRE6568zGosU9CKsdfOFXFJrAEpLJLErYKBNiKWo7ja0ET1kLmMTy1+bV7Qv4/ijMloSw98h7lwnMCNrtD0llUKXANOnrmnKlTWFVabinY9YMxUlUyUQhuXKxS2V/tN0bX4RPh8GkAkOFJDZhrlb3gXd/wA4Z4KQwId9bbkGwvf6cwT1a49EUVUYEO63TzJSXW5PvXA6tuK6Wi0yigIcnLSgBaWC7cp060rtGmIw6UhKgkOenf8AMxqoctWL6NS2u94zlrOSBYI0SkFRVlBUQKu52qAAwvUl4kwM37NeQgXzamoIJZqhrxDhU/xAkkkhqk6EmjbBn3ivyuKqTiZuZ15SUpDsGc3YVLNWCMXO66HZcsZNUEk5mDOKfFqPa3XWOe4vjE0mYVZvESAEqCmysavlvQlw94tEqYpcszCRzJJapapDCvyigzlqmzCVFy946vpdNW7FOTJsVjsy8yxmUXBcXG5Yu5Ll32gXFz1TFAgVLACnYQXhsNnOYlwnQ6gEC4ZrxZ5mB8JSJSS6SotmBJDVOrByPsgfOOpzjDhC2Nm/slOmS5R8YAB0BDpqBVtGOtS7P5Q9UVLIJSUEczHKT7tDRWzfzZg8HJC0yid+YaHQ3382eD5wZg/KbAMGoo/m7NfSPL1XunfB05SpECpNb/8Aog/F6x6CROmGoUADplt0vHoxsKZ//9k=" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b><span style="color: blue;">Dificultad:</span></b> Difícil. Exceptuando los primeros dos kilómetros y algún que otro pequeño tramo todo el camino se trata de una ascensión continua. </div>
<div style="text-align: justify;">
<b><span style="color: blue;">Accesibilidad:</span></b> Sólo accesible para silla Joëlette y barra direccional.</div>
<div style="text-align: justify;">
<span style="color: blue;"><b>A tener en cuenta: </b></span>Linterna y GPS. Este último no es necesario pero si beneficioso.</div>
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<a 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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>0,000: Habiendo pasado la mayoría de las vivienda bifamiliares, antes de la última vivienda continúamos por la pendiente de la izquierda continuando por la pista asfaltada.</div>
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0,600: Pasamos un primer tunel iluminado.<br />
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<div class="MsoNormal" style="text-align: justify;">1,600: Arribamos al puente de Auzokalte. Una vez atravesado nos encontraremos con un segundo tunel </div>
<div class="MsoNormal" style="text-align: justify;">2,700: Una vez llegamos al caserio Baltzun la pista de asfalto deja paso a una nueva pista de montaña. Nosotros caminaremos por ella todo el tiempo.</div>
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<div class="MsoNormal" style="text-align: justify;">4,900: Nos encontraremos con una curva cerrada donde continuaremos por la derecha sin perder el sendero.<br />7,350: Cerca de la cima de Muntto, en una nueva intersección, continuaremos de frente adentrándonos en el bosque.<br />9,000: Llegados a Usobelartza seguiremos el rastro de la pista. No obstante, una vez que salgamos nuevamente al cortafuegos nos encontraremos con un nuevo cruce. En esta ocasión giraremos a la izquierda dejando a la derecha Onddo y el propio Usobelartza.<br />10,830: Habiendo subido toda la pendiente llegaremos a Eteneta desde donde se divisa claramente la cima de Adarra. Aquí nos encontraremos con vestigios de nuestros antepasados (un menhir, Cromlech). Aquí solo falta continuar por la senda.<br />11,790: Llegando casi a la cumbre girar a la izquierda dejando la pista de lado y he ahí nuestro objetivo.</div>
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<span style="color: white;"><span style="background-color: blue;"><b><i>CULTURA</i></b></span></span></div>
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<span style="font-family: inherit;"><i><b>Urte berri on, Adarra. </b></i></span><br />
Ya en 1959, según cuenta el escritor Antxon Iturriza, había la costumbre de subir a Adarra el día de Año Nuevo. Incluso parece ser que había un testigo que confirmaba haber subido 35 años seguidos por lo que Antxon destaca que la costumbre proviene como mínimo del año 1924. En aquella época era el CD Fortuna quien dirigía la tradición. No obstante, para ello debían pedir permiso al gobernador civil ya que en aquellos tiempos toda agrupación de más de 4 personas era ilegal. En sí la confirmación del gobernador era suficiente pero, según relatan algunos testigos, la guardia civil colocaba un control en la cima para evitar cualquier tipo de reivindicación prohibida.<br />
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En 1972, el Euskalduna Mendigoizale Taldea coge el testigo de la costumbre. Desde entonces todos los mendizales han tenido caldo el día de Año Nuevo hasta el año 2023. Además, el propio Club Vasco de Camping se unió a esta misma costumbre en el 92 ofreciendo cava en la cima manteniendo aún dicha actividad.<br />
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<b style="color: white;"><i style="background-color: blue;">TRACK</i></b><br />
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<i><b><a href="http://es.wikiloc.com/wikiloc/view.do?id=12070991">ANDOAIN - ADARRA</a></b></i></div>
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Gurpiltrek by Kemenhttp://www.blogger.com/profile/02665844374242314494noreply@blogger.comtag:blogger.com,1999:blog-1442815816288869825.post-91643589577364967042022-11-13T13:41:00.001-08:002022-11-13T13:41:41.732-08:00LEGATE (870 m.)<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7UXWRx57nUZZh0wXgvr8slM1fAS-K-UwMy_ii5S_Iz3prjA--jtSohP9hXvdFvik7AVHoxBakjTbdlrtBDJ5LVbF9gudaXR71la7WFX_Nlk_5v73TY8EnPzGtaTXzLXqG17DsJHe50BxeoknRJ5S75BcIMyA5IBV1bOxq4EX-bwOmqundnbbUG0G7/s1024/51747629542_4f9154a0c3_b.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="683" data-original-width="1024" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7UXWRx57nUZZh0wXgvr8slM1fAS-K-UwMy_ii5S_Iz3prjA--jtSohP9hXvdFvik7AVHoxBakjTbdlrtBDJ5LVbF9gudaXR71la7WFX_Nlk_5v73TY8EnPzGtaTXzLXqG17DsJHe50BxeoknRJ5S75BcIMyA5IBV1bOxq4EX-bwOmqundnbbUG0G7/s320/51747629542_4f9154a0c3_b.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div style="text-align: justify;"><span style="color: blue;"><b>Distancia:</b></span> 6,26<st1:metricconverter productid="5 km" w:st="on"> km</st1:metricconverter> </div><div style="text-align: justify;"><b><span style="color: blue;">Desnivel:</span></b> 229<st1:metricconverter productid="25 m" w:st="on"> m</st1:metricconverter>.</div><div style="text-align: justify;"><span style="color: blue;"><b>Tipo:</b></span> Ida y vuelta por la misma ruta.</div><div style="text-align: justify;"><b><span style="color: blue;">Dificultad:</span></b> Fácil. </div><div style="text-align: justify;"><b><span style="color: blue;">Accesibilidad:</span></b> Accesible tanto para barras direccionales como para joëlette.<br /><b><span style="color: blue;">A tener en cuenta:</span></b> Acceso confuso al parking.</div><div style="text-align: justify;"><a 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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a></div><div style="text-align: justify;"><br /><a name='more'></a><br /></div><b style="text-align: justify;"><i style="background-color: blue;"><span style="color: white;">RECORRIDO</span></i></b><br /><div class="MsoNormal" style="text-align: justify;">0,000: Iniciamos la ruta desde lo alto de la carretera que va de Elizondo a Orabidea. Nos mantenemos todo el tiempo en la amplia pista descendiendo durante unos minutos. Una vez desde ahí empezamos a adentrarnos en un bosque de hayas y ascendiendo lentamente.</div><div class="MsoNormal" style="text-align: justify;">1,500: A pesar de tener una bifurcación nos mantenemos en todos momento por la pista que sigue de frente.</div><div class="MsoNormal" style="text-align: justify;">1,900: Salimos del hayedo y nos mantenemos en la pista de la izquierda descendiendo ligeramente. </div><div class="MsoNormal" style="text-align: justify;">2,500: Llegando al monumento megalítico (un menhir) iniciaremos la fuerte pendiente a la par de las cruces del via crucis.</div><div class="MsoNormal" style="text-align: justify;">3,000: Habiendo llegado a la cruz giraremos a la derecha, hacia la cima real. </div><div class="MsoNormal" style="text-align: justify;">3,130: He aquí la cima donde se aprecia un vértice, una mesa de orientación y un piolet. </div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;"><span style="color: white;"><span style="background-color: blue;"><b><i>CULTURA</i></b></span></span></div><div class="MsoNormal" style="text-align: justify;"><p:colorscheme colors="#ffffff,#000000,#808080,#000000,#bbe0e3,#333399,#009999,#99cc00"></p:colorscheme></div><div class="O" v:shape="_x0000_s1026"><div style="mso-char-wrap: 1; mso-kinsoku-overflow: 1; mso-line-spacing: "80 20 0"; text-align: center;"></div><div style="text-align: justify;"><span style="font-family: inherit;"><b><i>“La ira de Espoz y Mina</i><i>”. </i></b></span></div><div style="text-align: justify;"><div style="text-align: left;"><div style="text-align: justify;"><div style="background-color: white; box-sizing: border-box; margin: 0px 0px 10px; max-width: 100%; text-align: left;"><div style="text-align: justify;"><i style="font-family: inherit;">La Guerra Carlista marcó indudablemente la historia de esta pueblo. En marzo de 1835, en plena contienda entre carlistas y liberales, Espoz y Mina desahoga aquí sus iras.</i></div><div style="text-align: justify;"><i style="font-family: inherit;"><br /></i></div><span style="font-family: inherit;"><div style="text-align: justify;"><i style="font-family: inherit;">Ante la resistencia de los lekaroztarras de brindarle al general información acerca del paradero de ciertas personas, saca a la plaza a una treintena de hombres y decide fusilarlos. Posteriormente da fuego al pueblo calcinándolo casi en su totalidad, resultando la iglesia de San Bartolomé y tres casas más las únicas supervivientes de la piromanía de Espoz y Mina.</i></div><div style="text-align: justify;"><b style="background-color: transparent; color: white;"><i style="background-color: blue;"><br /></i></b></div><div style="text-align: justify;"><b style="background-color: transparent; color: white;"><i style="background-color: blue;">TRACK</i></b></div><div style="text-align: justify;"><b style="background-color: transparent;"><i><a href="https://es.wikiloc.com/rutas-joelette/legate-870-m-118074715">LEGATE</a></i></b></div></span></div></div></div></div></div>Gurpiltrek by Kemenhttp://www.blogger.com/profile/02665844374242314494noreply@blogger.com0tag:blogger.com,1999:blog-1442815816288869825.post-55135077294230951562022-10-17T10:17:00.001-07:002022-10-18T00:14:58.338-07:00BEDAIO - URREAGA HAITZA (TOLOSA)<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjenUVUd9Is8cg-HycNG1KaaY_NcUg7lqd5AboC7FEvKaSlWJnXc74nO6rmd9S0LejbSQHZ94K7R_MSEfXjM8GXU1c7S9ov8o5xYCt0S-ACl6eUIe5TfoAyWrSS4vpyVFjYInED984jxkwUrqhBJz9vO2Do0X7GkhS2LG-SQpsHHOHIq_KxxeCe6-a0/s1024/2022-01-16t121256899958-urreagako-haitza-alaitz-lizarralde_large.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="768" data-original-width="1024" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjenUVUd9Is8cg-HycNG1KaaY_NcUg7lqd5AboC7FEvKaSlWJnXc74nO6rmd9S0LejbSQHZ94K7R_MSEfXjM8GXU1c7S9ov8o5xYCt0S-ACl6eUIe5TfoAyWrSS4vpyVFjYInED984jxkwUrqhBJz9vO2Do0X7GkhS2LG-SQpsHHOHIq_KxxeCe6-a0/s320/2022-01-16t121256899958-urreagako-haitza-alaitz-lizarralde_large.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div style="text-align: justify;"><span style="color: blue;"><b>Distancia:</b></span> 7,12<st1:metricconverter productid="5 km" w:st="on"> km</st1:metricconverter> </div><div style="text-align: justify;"><b><span style="color: blue;">Desnivel:</span></b> 359<st1:metricconverter productid="25 m" w:st="on"> m</st1:metricconverter>.</div><div style="text-align: justify;"><span style="color: blue;"><b>Tipo:</b></span> Circular.</div><div style="text-align: justify;"><b><span style="color: blue;">Dificultad:</span></b> Moderada. </div><div style="text-align: justify;"><b><span style="color: blue;">Accesibilidad:</span></b> Accesible tanto para barras direccionales como joëlette.<br /><b><span style="color: blue;">A tener en cuenta:</span></b> Al final del trayecto transitaremos por carretera por lo que extremaremos la precaución.</div><div style="text-align: justify;"><a 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A6AAGo13BgEYvJNKkymzBlIzcrk0o1QzkNvHUpN8oQfweeZiikvuHBf5sCNPyiVWHEtKyCFB+ZRIzAEWUG09YXzsWETklOZIbNyNVxdL31oRYQxx0kTZSlhXUqBICh91QHQeXR4zks/Az0/FIGTUKtbL3Jo/fZogm4k+IAGAIGhI11sOr2jWWuW6EqUlbkscratStbNGZk0JVRnFRUUcgWby9IcY0KzeZNKakgbaXfR610iEYsvzACo1UX7UN6RhctKlGzD3kuGGr7XA6MesR4OSCXBIuA9mIpToa9YpJCGcvEKO2XdusQy5SitRzOAzDYmtC0YTMLG5qb99ImRig6hazv8YzquCjbEYVGbN4YJLOp6EU0NNvSI8bgUnKrPlblrqCzV0vGVTwmWz5mDH8/raFiOJpBAqz63DWPlDgpPj0JtGJshSFJKGdThxRlAuAWu+53HUxvipJSkKASyi/MGYmjF3o7/reMniWUlJ5hoTUG2ljrG6sYhaVIKS5AIo4fo1qNSKluTTaBUZk5gsy1FKaOBQpsWII/CFnFx4aMoSwDjMoXbK2UaN1c9YnXiZwmZMwWBYKqe1nJ6PpA07OuYBNYm2WgFt3p3HSFCDUrdA3gxh+K0YJLmlwkBg2nTeJ8VPYgKpRjnDhqEZSA71u0bzMLLAOXKEm4Urpb50gtWCExIIowygvyjUHLXMCzVhtxu0gSYpl8OVM/iIyBJexfyINYjleJLbI5+8ALPS4t8bGGGFkTJpUlTU+1QWOmnWzwbwrDpQ5UslZ96oINmDGoa0W5tc5FtFGFxLLZbMq4fXQqFk11iwYWYkDnDG7EUYsLv6QJNQgDKpAyguWqMxNjtGyJ5SGN6MLFgaaVoIiVS4Q1gLlyRLLoAyn7zDUUs5qH7xDiOJkEpCQVVDg/hR4nnmbcFJGo9XcKA+hC9aMykpoFNUpbKdLBzeEknlhZrOxAzgq5zoxpvc2am9onkuAAFOVGqU1NL3ZXp1gdHDVFQCmCKkgGzP03anWMY9YlEJlpLipLaPqRpfWLpcIVjMzAQxodQ4dm/OlYHxk/wANKSE3oNB5hJavnAOGmKJqopDuQlnAo1BZ31fSDvCUQwPIW958wpUGraQttPIWbyFGr5SDVwp30D/hrGqSE0SkEXqm1RqABsbbxiRMS+QTArLoHBe9xYfCNvDBHMCkG/mKA7MS+3eJYIkRh0F1FSKVoWHS+9dYh4jIllLjIlVk1ck3DUveNlYYZWlqy10BLuDfauunSA08MQ4TMneIQ+VLlI8rkwlzdgyXh0w5QFEKHoRe73gpE9Pn1qfIwq/chUJxJSFXSRQ9rOLaQ9kIIorKOoZvJx2jLUrkpCbFzfDmVK8pchQRRztVoXY2d4yitLlIDcxr5DQxZp+DSuWpBU7lxQjXQg1+nEIzwUALMtedQcEAAf6nOkbaU4vnkTsGwszICSkEdTrWpGp8yOkZlSTW4DuyuUGjsH1aGWF4GrKCcuYJVQnMCcqmcfZqxcHeE87AzEnnOYk5WcubBqhw0aJpvDJaGfD5KHCjY2u4YAnp1r0h3LxAKQpCVFIN8oKqCjin6VhZhMISEggpFMrWfKAT1/SGuCwxlUCQpgeayi5HSOfWeSzP70v7h/0p/wCUegv95P3R6x6ObH6QFeJ4YlRSnxmUmoGQUs5cMTp2jK5oYCYhQAcCmYksC6FAOKgl3dhCrhAWpQUFJLOTVyRQ7uYdYhgrlWX94+Z0F97R1u06YACk+AtS35SbPcNR9tq76wXMWJmaWhRGZiSz9Wo1y4c9BAOIwczOQlRyEk1AvUt9bwwwYABCU5QpLmjHMXDF9bHzglxYA60pJSgAGhcWelH2cjcGJJbIuE21q4qKvfeB8RKD5gouDZtq5qgG3SNsYpOUG5DKZqW2+rRVWILQhGVwwcUaxqA/0IXmUpJPLZtqiw6+rxKtWZLpIDAlmeo+gIwnETHqHGUFtGe7j6aFFNAz3ilROUXAzK82HziBlGikh2bv+dK9IJzZS4lgA/F2HkXLMfnEgQQvMmuQvawI012pDsOSLDcISQ/iZq1SCGAIcdT56QVifZ6UZYloGVZIckgqvUOxoBWmkBLxSkq5RlL3TZRdj8RbSGmGmZ2IIAG5d7V9aRM5TVOzWKg1kScT4CqUgLTVLVDsR2epvtpASsvveIQq3N73Y6fGtaRdQHUxKndtLVYUtp3aK1xbgalFas6ffLpJAIergtbRj8oIa1upsmcK4BZc1CkMVIC6m72ZhuPLrGvEpQ8WWlKWBSAFZXA5qPoWa+xiVPCwnK1h7weoNX32FIJylKkJVSpZW7Cjvdw1otUsogXYWStS8pIJUTZieUVHTX8OhsPCcOoXASzhm9Ol39e8LluU+JyhX3vutV3o1DpeDcJ4hIJLihBCh/MehtEztoawFTMEhiWYGpGjk1FPzgefKCQCj3iW6U71gmUoi51pl/S9dO1IAxE5KVOVEakb9GUCB8IiFgwKfjClbZwlTuCz0Io369up1xGNSohSkuoGhzDKWtQB2rA+Ok5myTCtzqKNV9a/CFWInkDKKJFo6owTVkNjLE45SgUoDAlyz32A2/UxPw/BTknNQFqZiHsdLesIpU05w1C+hb01Dw/XhppUFrepcpCqptvQaWpDkqVCGUrErIOYJUQWooA97jY+kQT5yJYUhScjily9/tC3c1iWfJRylIQEvyqetweYCigw31tHuK4ZBQtKlZUlVFM+U6Ofq5jmTVllawU5YUQollCzs4q1XAGv5Q8wuGVlKmUKnWpLGx7hv5xXJANQ4LH5X620eG+F8VAQPsKchrhtDSmtOkdM+CUHyZrLUkpSl/uhzQe8pxUCCJAFwc53ALNTp5P8IVS5iXOcZ7l6gjsbUgzBocHwxMNyygGDPVwK0ekYtUhjCfh3PKKF8wFDZiHcNtGJshXMLBxlr0djR3ffyj2AUohlgdMpD9RX9DC7iyZhmslRKA2bKs0uKqFjcM/WMo80MGlhcxSyNKhumjivrEqJ6kZXIVp0NNTDXCypSgkyyAQNAD6ghzG0vBSsyzcGjM2UsXI9e4hPVjwwpi8zJkxWRiMta0SSRS1xrfXWFeOM5E/MDVTAZKO27isWhWHAbJMozMTRtNWPnEOLwgmZRnYpL6M/wr+sENSKY6IuH8V5UgirOoUd3L11p+MGY7DomJE1cpRa7UUOpqXsIX8Pmy3UkFKWINAQ53q43iZGPCSpiyncJf3hahYO4+IiJL7riBiTxcFRQnMgJNHAtp731SGWMlGYDViC6DbKRrqSGLHtCnGY0KRKUrO6lKCTc0UAxerX1iabiQmccwISCkBT3zChDFhUGFKPtLI+A1UxQvLBO7CvWPRMeJJ3V/pP5xmMMdCoRzMIhOUyiUOCGetW870JaPGSAw+6SxJ0qbiqjXpDWZwYVClqUFdahi4bl66xkcASehZnHYsWAZ7Hyjv3Ls2/D6nQJLS9FBmIrm21v+O43j0iZlLBT83M9wfkBBsngwSakmgDE0u4anwZo8OFB3eu9ttQInHYfh9TojWEu+VJUaZnehPen6xmdhQsCmVrHrreCDgizJU3U18maNZXD2D0fQ3o3aIp9h4NToWSsApKeahIJV0rdq9aO1I2wcpEwMHSRSzPTaGE/AlRPMWPZ66WanzMSYfheUk5jX5Bm6Rd45BaGp0RoZNwKU3/ABhTj1hJCn0L18wN6H8If/uLuComn1rC/H8BStJRmKa6JHQtf6cw1V5G9GfQiRjkKApSnMRmOtctvjrDbh0vO8wsaNmYildTQkfKNR7LsAEqYAMaX3fm6Q3k4BgA5pRyxN6a1h6m1rDJWjqe0Zw6k6DT6p5CB8Rg0ZlKUhNQ12cdSKmlILRgiH5iQele3vbbRDiuFOpJCiKWIBsTqT1aObZ8leHU6Zrh5YRVCW66nqfziXFIK01vp9C/rpEKOGEKvXoGD/6vp4ITg21P1/mpDcXd2Lwz6FOMwxCCZSFAmpJJoNdvnSFOHnEKAKSakK5tWcHNFnxuBXMQz1NDsd/tUeAMPwBSBcGlHSLCw97SNtN4yLwanTFGJxIBGTMK1aob+7+BHWFOKxelxc1PyMWwezhysFOol1OOXoAM2hrVxeFU72OmFROcVf7PrYxvCUF7FLQ1K4ZW5mMswDCzHcRti5eZOegFOXX9fKHS/Yqd99Pp+sSq9jZ5ABWg7Bmb0vGu+HaI/D6n6WVaWK+YbX67RZpGdSUmcpQS1h7zv1B6HeCOHeyU1C3UtOWoID127Vq8N08EmpLpUANDXUM300Z6mpF8NDWhqL0xeMMCEgTV5f8AEPQh6PZxv6RY/g8vw1ALCFm6iTlNbbAU+ENk8IUoNNyGo5kp5lB3IJagf8TG2I4NmRkPODfMS/wF26xzqTT5KejPplVwGHSFkEFQTQkgMCxfooag0h5ILBhkLfdLO9bXEaf0DOSSpCwK0Yl+j0ILWaDv6IJlssuuhBe1+gfSL1Gn7EtGa/pZVuKzEFfL2L7ka13/ADgrA8QmlSUoDjUeWhLlOvV4nnezM1aiSR8dvow14dwgoy2AAJB1zGgYsNDDnJbexLSn0xZInqQhSypxn1VVIqDahNNT6RHj+JqUQpKcoINTaj6HZ6jrBE/2YmrdSlpKy5Iqxvq3ajRIODzmAVzMb5lP+FrxP23Y/HPplQkY5yVaCznW7gsQD+kMsJxVRIZwGDubgBjcsba3gkey813ycpZxc99D8REh4Hih7ocEVr1Iq5NWaNZbGStOfQtxeLXLN8oe7AmjVuAziNeG8YKM2ZlEuxNwdNbHUdIdTfZdc0DOcqhsXgE+x04GigQ92I+EJeNqmHjn0wPDY0gE/bUSR0d6Wgrh/EwfeQFFJo9Dq1gxvrBMv2XmAA5Tm1Lhh9AfrHh7PYgFwkBrdb7Xrd94T2vgfjn0xvLxCFCUpSAynAJOrsdK17WjPHMCCnxMuYDKGZ2q4LP0IPQ94FkcNnZpGdKUhIZb1SOdSiTvc+Rgr998KSCsXzqLKBCeYga1dnat45p6bTuORuDXIu8A6qrryv8AELYx6NVY7DEvlFekehU+hV8naDwuf9zBf7Svzj39Fzv+ngv9pX5xxlftEsJUMxUds5AAbQuCfKt62her2hXQgqBH99VS7/ejtTb9D3ndTwib/wBLA/7RgjB8JqRNlYbRskru7vHHOBT5+JQqYVTFMrQmzDQNqTHWPYqQtMohai9GFOW9H1jRL4HuN+J4PwyPDlYbKbvLLi9SE6Wq2sQYfhcwgtJwbFiOUtbs/rC39o2b+Ekk5SFjlIBB5GLsG7PX4RVsPNKMjTFKAcEqm0YHpQs+tmMcurqqM6GmzoH9FTf+hgvRX5Rg8Nm1/gYRx/i/KOdysWvMedglsrqUxdzRTlxbs/ZycJPm5gAVO75gT13fNQw46+51QX8nSkcIQUg+HJdtJfTfNAP9FTP7PhfVX/GH0uWWFTbp8hHzpx/jM84md/FWD4igQFEChNgCwjpaJ3Neztn9Fzf7Phv9av8AjHhwqZ/Z8N/rV/xjgkziuIQOadNB/wAavziyYDEzSxM2YbH3j9GFQ1qPs7Dw3AypiSVykBSVFJZyHG3rE2K4ZKSkqTICyPsgsT5kt1gX2KnFeGClEk5jfy2gn2rmFOEnEFuRvUgfOKpUG59ivDqlLcowZUxYlMxBr5LjSSuSpSkJwaipPvJC0EjuPEpCf2AJQqax/wDpE+YIb5wN7CoIxaT97O9b8qjXziKHvfZY0eCVFAwa8wuAtLjy8SJxhEH/AMFM81p/7kEcK9nUSFeIZi1LckkkAVd6frFU9r/2mIkqMrC5VqsZhqgf4QPe727w9vYOb7LIcAn+xK/3U/8AONf3BLN+5L/3U/8AOOPcQ4/ip558QtTlgyiAD2SWA8oxw32nnSFkGdMS1uYkee47xGOv9/YFqPs7ArAo1wU3ymA//wBIjXLkhQBwc0E2GdLn/wBWFHsr+0ETABPZjTOAxB/vj5iLHxPhWdRnIUS7FncAABinpr5w6VWh75dgcyVJSQDhFpUqwMxAJ7PNcxPh8FJUoS1YeZL2zKoWrQhZ2ir+05UvHTankyBPT+GhX4kmL/MquV5/+0wbV1/AeSXbBz7PYf7n/mV+cKpmBk+IUDDLUoVYTUuRvlMxwPKLVHNsCT/SRU5/rlDyzEN6UinCPQLUl2x9/R8p8v7pMfbxUP6eI8SJ4VL/ALJN/wBxP/cg7A8ACJqpqpi1LKirQAO9N7UvCP2r/aBKwx8OU02Y4Cq8qa1qLkbROyK5/wAD8su3+4eng8v+yzf9xH/cgWbw+SkEfu04D/8AJL/7kUqd7XYiZNZcwmWpRCchYEMaMGfQ3jTBcRmyVpPjLUCGBUCTuxcMB8Y556keKF5ZdstKsI/9Xhpvq+upzdDE+CwieYTMLP8A8le781IK4B7VJmnw1UWbZdbv59OmsS4TBrkKmKzu8tZCt2DgnqDDhCLpoa1JdkKMJIP/AIfE06D5KjVGFw5JHg4m7EsGHetITew6loM8uayVKJ/vBmPep9Yx+zwkLmgksZbnqcyWPxPrGygq4/gPLLtlsT7NSHZl0Y+91P5QJi+BgLITh5igLKE1Ie2hreLMn3j2H4mON/tI4ooY6fLSpSWSigJAfIOaliyiCNWTtDnCKXAvNPtl5/oSh/8AhZtf/vS4wOFoEyWlciajOSAfEQdHqBHIsDiZi3/iLAf76vmYtXAuMqwxlZjmrYglS36sVOHsIlwilbQ/NPtl/n+ychVCqZ2cV0b3Y4p+0jCJkYky5YKaAKRmdiLFwAKggtHUML+0WTMVlEuYZgdgAAFgBRzJCi9WdmJqBHNf2s4tEzGFYBS6EvmQpCnDhyFAEhmY/wAoIxV2iNScmssqZV39B+UegMzT9CPRvtMLLvw/gjB56gXAy6gbbV8m6wHx/hPhy0kAjmszsCnUjYp10MXDiGHI5EpAIJpYsBRge58z0jVa2HMKfQ9dI8yP1LtSNKGf7OcNlwMsi5UpVrjOR+AEX7gSQUKuK79H+cUzhOJyIAAuC7XzGoYNqX9OrxYuG8TBlK5ih1VVlelHI0OofzjujqJ5KrAt/aJIUtMlikZVm97a1qC31WKamjLUkhaRUvRqB7fVYsnt3JmS0B18pXmCvtM1RQMEt287xWc6VPMStdEkFJ0Aqbiv4xx697rGZKR4hUocqn316PdtxDfCLQCkCgNQ92at+8JuHrUqrpUls33gLUe9HB/lBvCySplApDhiWrsQB1Fq2EZQb3L4CzquEx4WcoCtSCQwZ27xw/2k4MgYvFFbFJmrbLdJJJqPr4x2ngs1JQFBQJmOqzPYGnpHMvbvAkYqeQKLykhRISQw5kt1caVEd05vYnYmiscRwSZiAaukZfICg9T/AOWGuAlgAbNEfBZCZgyl0gUUE1OjM/QiLvwb2bkziwM5kgVUQneoZJzfyhaDeUKiw+xKWwo/xK/GGnEsGJ0pUtZISqhIvd9Q0DSZaMJJZyQD51PQQLivaJBlTFy2ORnBeo1pduto1lqxWG8hQo9mcGBNnoSWBQtIO3MA8OuF+zcqSsLQpZIe5GoI0HWKrwnjHhrzFIIUCAH0Jf8AKHmM9qkeGsSSCsJZL2zdaOQO2kYQ+qg1csDoWftC426ThpalJf8ArFJ/9v5t2jkHHZGVYU4LtrXoSBYaeUWHFY4pmFMwlwxUskEORUkAb1/KBOMys8pWW42ewY2Y9doIarcrfDIkVSZPJ5qeQA/CIUqKjvBnDcIFKLpBQ3MSWbqOr/OD5mGkqSwYEAfC5c+sdbkk6M1YHgMb4cx0EkWIJuPq0dk9gfaOqZKi6F/1Z2J07H4GOK+DlLgdqxYPZrFkHwyf7yfmPn6xMu0VCXo7J7QcK/iGaAGWz9wAPwAh0lZIkra7P0dJgTgGOGKwwKqqHKv/ABDXzoYLWMqZSX+0kd2D/KCvZqHPCST7NS0zvGClPnK2pckkjs5h2IG4njBJlLmGuUO250HmYpiKd+0n2qMhJw8knxVJdagHKEmlP7yvgI5LimTdBC2d82azmzAB/OGk6ZMmTJq56UhSyVZivUWDO7VBCdhCFSiVgOASRrc7l2YUfzEYOW5ktjRXEVFKWDvfKxVpp8bQOrFzZa0pStgq3fqCCBWCuDgp99Mqp+8D6Mfl+UN8ZhkzU5TQ3e1ju1d63jBuMXTQGycUBlzLC1AhqsUnRsv5vHRPZnHDGSpiVL5wChfKLKDBQo9a+bxzOTwtKMpzAlJdy2cjYq769ob+zeI/dcQJiSSgkBVSeVV9G0zDyhaUoRlyO2XDhWAMk4hJFRKX2NvgYQezPEFImpCZSB4jIJdVsyXuY6DjJaVJURdaCh981oR4L2SyKQrP7pBqmtC+hMdlekUWkCrxxD9pI/8AmE7rk/8A1pjuEc49u/ZGZMnrxEuoUlLgmuf3QAGsRl8zFS4E8nPpCEyZZXMNHoAxL6D60gvhuDXPny1kq0KQhLrDg5eVRa7O9GDuKsox02bNBKcrSzlcXpQqqAW1rWGf7PsWZeMkpKllJUSybk5FAClVVIpS9emUN1XIm80ESMAuRjJiPFxCcQFtLWQC6FC6wp0j82at6r7Z8NxMier96cqUSyyXCu2wrSjbWjqHGE4OWiXi5AOZC5iFAhRWM2bMVCY5BSspU9NnrXmPtjiZ0yamZPU5UkFPMFMD9kMo5WL0NYuPIS4K34h6ekeiYSD934R6NTOmdYk4wTRmSGBLjpofWPBKZhDnmYs57bV/CA+FYbJLCUuchNdSQ5o4sdgNY1lOliSebNYMztU+liLx4DjT+01sfycYlCUpchRLMwIA1IL3Ffzg7hSlS5CM4GVVQXpmNGUE+6wqXcFxWEWHSFJSCS4TUpNzv+lojkzlsBbQAnQvZyzuxY+ka6erScWUmNOMcTE8ICy5UlhooMzvop22/OK5MV4coFJJDkaEgk3zBjvZxVqw6ThSpF8zsx5SyjpStC9K/CF+L4N4uXKCAH93KyhR7FuoLaweRN5YHuHYgZHyF1Oxd6WY0vejabxIJiQCjwwKu4OoArS+ltInXhh4YNWDVCg1KEVLg5dO28Q4vA0C0rzqSOZ0gBjoK6F96QozhZI/wGLUF4ZTJOVCik1GckgZRS5Lh4r/ALY4hU3FhakFA8MJUJn2qklh5/OhiThKwFEqSCA4qSGYXDKcVAtrvGvtNJmTMhLywkEJBBy5aqfMEh3JYDQNHRpytNWNcCPAPLITmCWDkbAi5NnNavrHZPYpDYYF3zqKvgka9o4+MORkUsDkFaElQHM3KHYX7PHW/ZWSs4JKlmqw6RQBKfsptTUm5reNtH81gae0HEvCmF5YUW5SFMqvdLGt9PlW8IQ6Zh5lqD+GXQUlzmH94dyzdob4vEJCkpmTkrDkcrUUSWzKUSwuS8JpkkLClSiB4ahnBYip5UoI94vRxd9Yz1FKTv8A6UDYeSoJKcpyVa/KCcxvUUpR6QLOZMwpcLehKCSKa70FPKGOKAD50AUSQpQAcEMyQQKghT63rCXHS0ZpnhZklhlJL7ts1BrSObU4yJnuI4RU5Ck0CFCp118tB06wvwkky5YS75QxPm1qWhsZZWgZDlLfedy4u/mxPziqp4ipKgmnvNlpo9Adnt8I00LkmkSwriGBlhCyEDMlKmZ3Vq50LXatB6VyVKDZ9Db4/laHsniuZYlqSCxL5k67EG3n8Ii49i0NzS1oKrK90EjptWxD/BuvTco4aIaTE4QvRzmq2uwpqfzhpwjhRdKwppl8qgQe1fvWfSA8AhaloUjMb6gGlyCqh7xZDisiUqUHUp6kMADZ1ClwKOO0LX1pRxEcUXP2D4lkmZXGWYGvZQql23DiLn+8Bfg75gTsCxsY5ZgsSQUrQCDRQIIIBBrY1raLXhuMCWmWW5iSrK9H0d7EkxlH6mvzGiL6I5z+1XjwRkw7kD3lkE0dwkONblu0M18fWnmcBzzJNwzaDTr2it8akIxSs85Id9dAzB7N8LQ5/WR4oe055xLHlQS63LXKQDvQi9e0Qy5+f3jegPWht03g7jfs4qSlw6kkmwKgm96UFoH4Xgiki2Z6A0cm1/g28bRlBxuLMnaeRhgZ0lI8MpZQJyjKCXJaiyCfX1hnh5zZlcyWskhw9a8pdW5pAOHw63UQGBrlA5gWvXe9DEnFcSyFJSoEskkXq5PKLfyjmlmWBjQzEKSciEkkXFQXBdgTdvX4wHhFrSFGa/RSjVg5JAFMradYTYWaEFKlqRkOySFVcWI77g66RYp8sMnKA4Dgpq4P47s413MZSjtx2Mtvs7xYr8FGfMUrAFdCzO9T8LCkX8sKm+/xjlHAJwlqTVKwFIKiAAaG1LC/lFi4p7UgzQZZ5agHfs4EaaX1ChF3lll2TOSU5npd+kUP279ppRlLliasZkqCciQc5yq3I5Wd/Ighql4rjIVhlpzcyh7yD8A/nXrHPvaLFOlMqWleddEk0L1zHSnfpFz+oc2lH+4mqKQtSgCQoZXtmYnrlu3WJ8Nx+ZLUFAlJAKXQwZwRsXLFnMSY+UmUpJmZlrrnBoCTp21fWEkwZlUADnsKnrYR1QdoysbK4zOUFrUQo5WOcO9wFAGygHYi3nUTjfEvGmFagkE6JPLYV7/yhkOGz04VSwoBP3UsSQD7xIoz7E+UEYP2eUVnxkJSEggcpTmU5BzNUMAToTRi4MT5Yq2/RW1tFW/eDtHots3AjMWGGSHNMqy3R8lWjEL8TEjYy1S8QQtSCQlVyNhlF9GLg1G8enpzpXdiOrgsSS4Y2LflpNiikyQtSSpxV1F6g+6bpvXfpGmHXRXvEgBiVaMKGlbX7x47l7RpQukz1IXlAChSgDqIJoWNw9HFXhnOmS1KSlQYuzKfUs4zNzNoNjWNUTHmzAwCpYcLFyPEAIVuKu1niCWFTJ6JSiCCs1KQWbMo9SCKM+12ivzO/Y0HYjCzJa8yFIEsAENZJOZJdLkk1BLlt6X3ws8SyrLNSlLAnKkEpGUAu25uX/SPESEmchCgVOpzYJKRKJyFIFiW1hfisYpGQBglUwhhQhLrBAUK2FHs+sLbuwMMkTUgAF1y9VKokO5oAaKY2LebwWkmiCXIDEpLuBmLmrNlFQW10MQ8MUmYUoSCgAbgulOUlKgEjM7+Ub4pfgpQoDlWWUkUJzAOQQOUsdBEyaboDSXh1JKklKUmimd6kv5sDFw4RxkFCkzShwk0VqA9y7fOEM6WEJWBVLsygCdGqQ9HuXNLwDMmEqQl+UkhhvnZ3fzjXR1ZKWA4G+Ol4ZaxnWmV4KMvNbMDRLD3y+Z20PlD2ZxIrw4ThUeO/KS2VCUhwX9GYOa1ig+1OFKzPZRBzLL/AOdR36avfSG3s3x6ZhpYQAlYYHmd6AJ0LOWclqkkmPT0XaYWexfs6Ft4mYDI/KhSGooFs1aD+7ekJF8NSSxmqoCKqYEFT0u4dqfODeI+1K5618uQsQ6Vmoqqo/ytRrwj4fgAtpRNHBCquHPdrxhqWsLAMmmylURmyAJY53OaoLgm3vb6kRrhv4JCMzlyXZ3GxVpWoHrDf2q4EkLCM6mTUWYgAliLXELnMtDg0YBrMwoe7AC1gIwn8iZMrCEKC0HIQKgh8z6gbi1tIkkSky1KMtCfFUHP3lWJCdtDYBx0jXBYxS5blhU26PE+JwaVUACVqIAWAMwavfuKPEQntdMGgghCVicpCPFIKSwYkFgSur6GpcPrAftJg8NiZQUrMjKSXSoXLPQ3HlZ20ibEYVkomIJSoKybgupQLjYh6Brwg44sukLZTlSSQAmwA08j5C8dME200yQPATkpSmXKClkP/WEMCxBDBqNpB0qa4ZcshCgwAKSHDl62DadDFeWkonFCVEPyuNqw/wASf3aUFJZQUWykUdTueotSDWirvsaNsnIkoPJcICCCB5X+F4bDGlAQsklhlytc3ZVOhAMBma0okABqhgOg26u8a4TGqMsqZLlaQXD3LdP5UjnbbQyy8PxSlEmgJqpw1M2r2egq1+0L/FUJikUHQ6hhTX60jaSvxEAkkDKCwLXqNNIFxgaeouqiQWehc5W6D8hCVONezRE6568zGosU9CKsdfOFXFJrAEpLJLErYKBNiKWo7ja0ET1kLmMTy1+bV7Qv4/ijMloSw98h7lwnMCNrtD0llUKXANOnrmnKlTWFVabinY9YMxUlUyUQhuXKxS2V/tN0bX4RPh8GkAkOFJDZhrlb3gXd/wA4Z4KQwId9bbkGwvf6cwT1a49EUVUYEO63TzJSXW5PvXA6tuK6Wi0yigIcnLSgBaWC7cp060rtGmIw6UhKgkOenf8AMxqoctWL6NS2u94zlrOSBYI0SkFRVlBUQKu52qAAwvUl4kwM37NeQgXzamoIJZqhrxDhU/xAkkkhqk6EmjbBn3ivyuKqTiZuZ15SUpDsGc3YVLNWCMXO66HZcsZNUEk5mDOKfFqPa3XWOe4vjE0mYVZvESAEqCmysavlvQlw94tEqYpcszCRzJJapapDCvyigzlqmzCVFy946vpdNW7FOTJsVjsy8yxmUXBcXG5Yu5Ll32gXFz1TFAgVLACnYQXhsNnOYlwnQ6gEC4ZrxZ5mB8JSJSS6SotmBJDVOrByPsgfOOpzjDhC2Nm/slOmS5R8YAB0BDpqBVtGOtS7P5Q9UVLIJSUEczHKT7tDRWzfzZg8HJC0yid+YaHQ3382eD5wZg/KbAMGoo/m7NfSPL1XunfB05SpECpNb/8Aog/F6x6CROmGoUADplt0vHoxsKZ//9k=" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a></div><div style="text-align: justify;"><br /><a name='more'></a><br /></div><b style="text-align: justify;"><i style="background-color: blue;"><span style="color: white;">RECORRIDO</span></i></b><br /><div class="MsoNormal" style="text-align: justify;">0,000: Iniciamos nuestra ruta desde el parking del barrio tolosarra de Bedaio. Frente al frontón iniciamos la ascensión dirección Balerdi sin perder el rastro de las rayas amarillas y blancas. Una vez cogiendo la pista de piedrilla comenzamos a ascender por una fuerte pendiente constante. </div><div class="MsoNormal" style="text-align: justify;">1,300: Manteniéndonos en todo momento en la misma pista de piedrilla nos adentramos poco a poco en un bosque de hayas centenarias.</div><div class="MsoNormal" style="text-align: justify;">2,000: Habiendo llegado a una valla la pasamos adentrándonos en un caminito estrecho resbaladizo y con maleza en los laterales durante 200 metros. Una vez pasados estos, volvemos a pasar una nueva vaya volviendo a una pista de hierba y sin apenas inclinación. Continuamos por la senda de la izquierda. </div><div class="MsoNormal" style="text-align: justify;">2,700: Habiendo recorrido la pista herbosa arribamos a Gurdilleko lepoa donde apreciaremos las vistas a Balerdi y frente a el Urreaga Haitza con el valle de frente. En este punto, en caso de is con la barra direccional se puede optar por subir a Urreaga Haitza que sumaría 65 metros más de desnivel y 500 metros más de longitud.</div><div class="MsoNormal" style="text-align: justify;">3,000: Después de bajar durante 300 metros giramos a la izquierda manteniéndonos en todo momento en el PR-GI 112. A partir de aquí se tecnifica el recorrido hasta llegar a Zarateko lepoa. </div><div class="MsoNormal" style="text-align: justify;">4,600: Llegando a Zarateko lepo nos encontraremos con una exposición de arte natural y continuamos por la pista hasta llegar a una valla. Una vez pasa esta, iniciamos la bajada por pista de hormigón hasta una nueva valla que da lugar a una carretera. </div><div class="MsoNormal" style="text-align: justify;">5,900: Habiendo llegado a la carretera principal que sube de Ugarte a Bedaio continuamos por esta hasta llegar a nuestro vehículo.</div><div class="MsoNormal" style="text-align: justify;"> </div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;"><span style="color: white;"><span style="background-color: blue;"><b><i>CULTURA</i></b></span></span></div><div class="MsoNormal" style="text-align: justify;"><p:colorscheme colors="#ffffff,#000000,#808080,#000000,#bbe0e3,#333399,#009999,#99cc00"></p:colorscheme></div><div class="O" v:shape="_x0000_s1026"><div style="mso-char-wrap: 1; mso-kinsoku-overflow: 1; mso-line-spacing: "80 20 0"; text-align: center;"></div><div style="text-align: justify;"><span style="font-family: inherit;"><b><i>“Urrezko haitza</i><i>”. </i></b></span></div><div style="text-align: justify;"><div style="text-align: left;"><div style="text-align: justify;"><span style="background-color: white;"><i><span style="font-family: inherit;">En la base de la mole cimera existe enterrado un pellejo de toro repleto de monedas de oro. De ahí procede el nombre de la montaña. Quien desee recuperarlo deberá ascender de madrugada a ella y esperar el alba. Allá donde ilumine el primer rayo de luz una oveja se encargará de indicar con su pezuña el lugar exacto en el que se encuentra</span></i></span></div><i><div style="text-align: justify;"><i><br /></i></div></i></div></div><b style="color: white; text-align: justify;"><i style="background-color: blue;">TRACK</i></b><br /><div style="mso-char-wrap: 1; mso-kinsoku-overflow: 1; mso-line-spacing: "100 50 0";"></div></div><div class="MsoNormal"></div><div style="text-align: justify;"><b><i><a href="https://es.wikiloc.com/rutas-joelette/urreagako-bira-116577928">BEDAIO - URREAGAKO HAITZA (TOLOSA)</a></i></b></div>Gurpiltrek by Kemenhttp://www.blogger.com/profile/02665844374242314494noreply@blogger.com0tag:blogger.com,1999:blog-1442815816288869825.post-86556301929672050222022-10-12T07:27:00.002-07:002022-10-12T13:10:17.744-07:00ERROIZPE (804 m.)<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEix2MW9jhvq8xIByGqPpGs0EWLV31n0I7lIV1hrVY0qOr7euQL1SSvsLHLOYsY_MCS1b41rBGIq8bpgKac6mMVkGw803-_SihvQGyMa7yX53hMSwtdzOKSOQMlvwW9SiyuKeP928N8Nw9O6Cnm5VMSv-YnKZyZliRyOsHxUzUbcKQICYtW1dQM8jASG/s1024/2022-09-10t111516676823-erroizpe-alaitz-lizarralde_large.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="768" data-original-width="1024" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEix2MW9jhvq8xIByGqPpGs0EWLV31n0I7lIV1hrVY0qOr7euQL1SSvsLHLOYsY_MCS1b41rBGIq8bpgKac6mMVkGw803-_SihvQGyMa7yX53hMSwtdzOKSOQMlvwW9SiyuKeP928N8Nw9O6Cnm5VMSv-YnKZyZliRyOsHxUzUbcKQICYtW1dQM8jASG/s320/2022-09-10t111516676823-erroizpe-alaitz-lizarralde_large.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div style="text-align: justify;"><span style="color: blue;"><b>Distancia:</b></span> 10,58<st1:metricconverter productid="5 km" w:st="on"> km</st1:metricconverter> </div><div style="text-align: justify;"><b><span style="color: blue;">Desnivel:</span></b> 413<st1:metricconverter productid="25 m" w:st="on"> m</st1:metricconverter>.</div><div style="text-align: justify;"><span style="color: blue;"><b>Tipo:</b></span> Ida y vuelta por el mismo camino.</div><div style="text-align: justify;"><b><span style="color: blue;">Dificultad:</span></b> Fácil. </div><div style="text-align: justify;"><b><span style="color: blue;">Accesibilidad:</span></b> Sólo accesible a barras direccionales y a joëlettes siempre y cuando la persona sentada pueda apoyar y dar unos pocos pasos.<br /><b><span style="color: blue;">A tener en cuenta:</span></b> Al final de la subida pasar hay que bordear la valla por zona estrecha</div><div style="text-align: justify;"><a 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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a></div><div style="text-align: justify;"><br /><a name='more'></a><br /></div><b style="text-align: justify;"><i style="background-color: blue;"><span style="color: white;">RECORRIDO</span></i></b><br /><div class="MsoNormal" style="text-align: justify;">0,000: Partimos del parking del centro de Berastegi hacia la iglesia y aquí cogemos la carretera de la derecha hacia Aiztunalde</div><div class="MsoNormal" style="text-align: justify;">1,700: Habiendo llegado al barrio de Aiztunalde, giramos a la izquierda e iniciamos la pendiente manteniéndonos todo el tiempo por pista y siguiendo el track ya que hay bastantes cruces.</div><div class="MsoNormal" style="text-align: justify;">4,300: Terminada la pista continuamos de frente adentrandonos en el bosque</div><div class="MsoNormal" style="text-align: justify;">4,900: Nos encontraremos una valla donde deberemos bordearla por una zona estrecha y así llegar al collado de Berroeta. aquí continuaremos por el camino de la derecha y ascenderemos la última loma.</div><div class="MsoNormal" style="text-align: justify;">5,290: Hemos llegado a nuestro destino</div><div class="MsoNormal" style="text-align: justify;"> </div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;"><span style="color: white;"><span style="background-color: blue;"><b><i>CULTURA</i></b></span></span></div><div class="MsoNormal" style="text-align: justify;"><p:colorscheme colors="#ffffff,#000000,#808080,#000000,#bbe0e3,#333399,#009999,#99cc00"></p:colorscheme></div><div class="O" v:shape="_x0000_s1026"><div style="mso-char-wrap: 1; mso-kinsoku-overflow: 1; mso-line-spacing: "80 20 0"; text-align: center;"></div><div style="text-align: justify;"><span style="font-family: inherit;"><b><i>“Erroizpe - Lagarte</i><i>”. </i></b></span></div><div style="text-align: justify;"><div style="text-align: left;"><div style="text-align: justify;"><i>Aquellos hombres y mujeres que conocieron hace miles de años
Erroizpe o Lagarte disfrutaron de la belleza de montes, valles y del mar. Esa
belleza lo convierte en un lugar con una energía especial que explica que
eligieran el lugar como morada eterna de sus seres queridos. Durante varios
años se ha llevado a cabo un plan de prospección con catas en tres lugares,
habiéndose realizado descubrimientos de interés en las cimas de Erroizpe y de
Lagarte. Las catas realizadas han dejado evidencias de estructuras de
importancia.</i></div><i><div style="text-align: justify;"><i><br /></i></div><div style="text-align: justify;"><i>Al parecer, se trata de elementos que formaban parte de un
grupo de edificios fortificados que podrían datar de <st1:personname productid="la Edad" w:st="on">la Edad</st1:personname> de Hierro o Bronce. De
hecho, estudios recientes realizados por los miembros de <st1:personname productid="la Fundación Arkeolan" w:st="on">la Fundación Arkeolan</st1:personname>
hablan de un poblado fortificado de <st1:personname productid="la Edad" w:st="on">la
Edad</st1:personname> de Hierro en Erroizpe y Lagarte. Se trataría de un
poblado habitado hace ahora 2.500 años. También se ha encontrado una cista de <st1:personname productid="la Edad" w:st="on">la Edad</st1:personname> de Bronce. Se trata de
un monumento funerario de tamaño más bien pequeño así como unos túmulos
pequeños.</i></div><div style="text-align: justify;"><i><br /></i></div><div style="text-align: justify;"><i>Dicen los expertos que no
se puede entender Laarte sin Erroizpe, y al revés. Además,
creen que «es muy posible que el lugar fuera habitado también más tarde, en la
llamada época oscura, la que va de los siglos V al X».</i></div><div style="text-align: justify;"><i><br /></i></div><div style="text-align: justify;"><i>Durante los posteriores siglos la zona fue importante para
los lugareños y los visitantes que se desplazaban por la calzada real, el
camino principal de Gipuzkoa a Navarra que discurría por el «valle» de
Berastegi. Paso clave entre ambos territorios, que coincidía con el 'camino de
los toros' por el que desplazaban cabezas de ganado desde territorio navarro a
la costa guipuzcoana. Las voces populares cuentan que en esta zona estaba 'la
silla del rey'. Así se lo pudimos escuchar hace muchos años a un orexarra en el
que es considerado por muchos 'el camino del rey' que paraba por Ulizar o
quizás 'Hiri zar', «La vieja ciudad» que pudo estar poblada hace miles de años</i></div><div style="text-align: justify;"><i><br /></i></div></i></div></div><b style="color: white; text-align: justify;"><i style="background-color: blue;">TRACK</i></b><br /><div style="mso-char-wrap: 1; mso-kinsoku-overflow: 1; mso-line-spacing: "100 50 0";"></div></div><div class="MsoNormal"></div><div style="text-align: justify;"><b><i><a href="https://es.wikiloc.com/rutas-para-invidentes/erroizpe-804-m-115903593">ERROIZPE</a></i></b></div>Gurpiltrek by Kemenhttp://www.blogger.com/profile/02665844374242314494noreply@blogger.com0tag:blogger.com,1999:blog-1442815816288869825.post-40274571805170298222022-09-29T14:00:00.006-07:002022-09-30T00:03:07.829-07:00CASCADA DE XORROXIN (ERRATZU)<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOa1Ppd6eiwJWk5ZCfkAm4Yy5hGmULmgl94FjWJZGdpwRGL8B7ASdiHpEfdihMYaIRcBfszmMFgdBzgcF8G0WnMdYQ60-a81HLBYIvHbhZTq9wBesBXDrdWszQ02CZNrmry_PUrCwhrMdYL_Ys1Jm3IZm5ygaCkDpM1ZfrEuNgnW73Aww8lFdHT-Ov/s1024/38476189302_0af7cc48fa_b.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="576" data-original-width="1024" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOa1Ppd6eiwJWk5ZCfkAm4Yy5hGmULmgl94FjWJZGdpwRGL8B7ASdiHpEfdihMYaIRcBfszmMFgdBzgcF8G0WnMdYQ60-a81HLBYIvHbhZTq9wBesBXDrdWszQ02CZNrmry_PUrCwhrMdYL_Ys1Jm3IZm5ygaCkDpM1ZfrEuNgnW73Aww8lFdHT-Ov/s320/38476189302_0af7cc48fa_b.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div style="text-align: justify;"><span style="color: blue;"><b>Distancia:</b></span> 4,65<st1:metricconverter productid="5 km" w:st="on"> km</st1:metricconverter> </div><div style="text-align: justify;"><b><span style="color: blue;">Desnivel:</span></b> <st1:metricconverter productid="25 m" w:st="on">92 m</st1:metricconverter>.</div><div style="text-align: justify;"><span style="color: blue;"><b>Tipo:</b></span> Circular.</div><div style="text-align: justify;"><b><span style="color: blue;">Dificultad:</span></b> Fácil. </div><div style="text-align: justify;"><b><span style="color: blue;">Accesibilidad:</span></b> Sólo accesible a joëlettes y a barras direccionales.<br /><b><span style="color: blue;">A tener en cuenta:</span></b> En caso de lluvia muy embarrado en el tramo final</div><div style="text-align: justify;"><a 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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a></div><div style="text-align: justify;"><br /><a name='more'></a><br /></div><b style="text-align: justify;"><i style="background-color: blue;"><span style="color: white;">RECORRIDO</span></i></b><br /><div class="MsoNormal" style="text-align: justify;">0,00: Partimos del camping "Baztan" dirección hacia el pueblo y enseguida cogeremos el camino de la izquierda siguiendo la señal de "Xorroxin" y manteniendonos todo el tiempo por la misma senda.</div><div class="MsoNormal" style="text-align: justify;">1,90: Habiendo llegado a un amplio cruce giraremos a la derecha. En este primer cruce cogeremos la pista de la derecha. <br />2,20: Llegamos a nuestro destino. No obstante hay que extremar la precaución en la zona final ya que comienza a ser técnica para las sillas. <br />2,50: Volviendo al mismo cruce de antes, esta vez continuaremos de frente ascendindo hasta el barrial de Gorostopalo. <br />4,30: Estando en el pueblo sólo nos queda ir a la derecha dirección camping<br /> </div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;"><span style="color: white;"><span style="background-color: blue;"><b><i>CULTURA</i></b></span></span></div><div class="MsoNormal" style="text-align: justify;"><p:colorscheme colors="#ffffff,#000000,#808080,#000000,#bbe0e3,#333399,#009999,#99cc00"></p:colorscheme></div><div class="O" v:shape="_x0000_s1026"><div style="mso-char-wrap: 1; mso-kinsoku-overflow: 1; mso-line-spacing: "80 20 0"; text-align: center;"></div><div style="text-align: justify;"><span style="font-family: inherit;"><b><i>“La lamia y el pastor</i><i>”. </i></b></span></div><div style="text-align: justify;"><i style="background-color: white; font-family: Cuprum; font-size: 15px;">Hace mucho tiempo en
Gorostapalo , uno de los dos barrios de Erratzu , vivía un pastor llamado
Antxon . Él amaba ser pastor , pero por culpa de eso no conseguía novia . En su
época , se creia que unos seres mitad pez mitad mujer o con pies de patos que se
llamaban lamias . Nunca nadie había había pescado ni se la había comido con
jamón . Pero un día , Antxon oyó una especie de canto . Al principio
pensó que era un pájaro , pero se dio cuenta de que no hay pájaro alguno que
canté la escala del do . Buscó entre los matorrales y encontró a una joven
pelirroja peinándose el cabello . Se quedó mirándola hasta que esta se dio
cuenta y los dos se quedaron mirando se el uno al otro durante minutos hasta
que la chica se hundió en el agua . Los días siguientes Antxon volvió al
sitio donde la vio en busca de esa chica misteriosa . Días después la volvió a
ver y entonces esta le pide matrimonio . Estos empiezan a salir pero él seda
cuenta de que en todos los paseos que daban ella llevaba los pies en el agua .
En uno de ellos el fingió caerse y la arrastro a fuera y vio que sus pies eran
de pato . Él huyó y se marcho de allí . La lamia le espero y espero , hasta que
un día de noche , ella salio del río y fue hasta su casa . Ella se asomo en la
ventana y vio un mapa con un continente que se llamaba América. Ella se fue a
llorar al bosque . Sus lagrimas formaron una cascada que hoy en día dicen que
si afinas el oído , se puede oír el llanto de ella.</i></div><div style="text-align: justify;"></div><div style="text-align: justify;"><br /></div><b style="color: white; text-align: justify;"><i style="background-color: blue;">TRACK</i></b><br /><div style="mso-char-wrap: 1; mso-kinsoku-overflow: 1; mso-line-spacing: "100 50 0";"></div></div><div class="MsoNormal"></div><div style="text-align: justify;"><b><i><a href="https://es.wikiloc.com/rutas-joelette/xorroxingo-urjauzia-114036452">XORROXIN</a></i></b></div>Gurpiltrek by Kemenhttp://www.blogger.com/profile/02665844374242314494noreply@blogger.com0tag:blogger.com,1999:blog-1442815816288869825.post-7874814679937626212022-09-03T07:17:00.000-07:002022-09-03T07:17:39.092-07:00PAGOETA (676 m.)<div style="text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://hikaateneo.eus/wp-content/uploads/2017/12/pagoeta.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="MENDITALDE, Urtarrila 2018: Pagoeta - hika ateneo" border="0" height="240" src="https://hikaateneo.eus/wp-content/uploads/2017/12/pagoeta.jpg" width="320" /></a></div>
<span style="color: blue;"><b><br /></b></span>
<span style="color: blue;"><b>Distancia:</b></span> 8,0<st1:metricconverter productid="5 km" w:st="on"> km</st1:metricconverter> (ida-vuelta)</div>
<div style="text-align: justify;">
<b><span style="color: blue;">Desnivel:</span></b> <st1:metricconverter productid="25 m" w:st="on">314 m</st1:metricconverter>.</div>
<div style="text-align: justify;">
<span style="color: blue;"><b>Tipo:</b></span> Ida y vuelta por el mismo camino.</div>
<div style="text-align: justify;">
<b><span style="color: blue;">Dificultad:</span></b> Fácil. </div>
<div style="text-align: justify;">
<b><span style="color: blue;">Accesibilidad:</span></b> Sólo accesible a joëlettes y a barras direccionales. <br />
<b><span style="color: blue;">A tener en cuenta:</span></b> En caso de lluvia muy embarrado en el tramo final</div>
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<a 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" 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0,0: Partimos del cementerio del barrio Urdaneta hacia la pista asfaltada donde se inician las marcas blancas y amarillas. </div>
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0,6: En este primer cruce cogeremos la pista de la derecha.<br />
1,1: Una vez llegados al caserío Saberri, iniciamos una vereda de montaña ubicada a la izquierda. Continuamos por el PR.<br />
1,5: Se presenta un nuevo cruce. Con el fin de evitar el vallado continuaremos por el camino de abajo (derecha). Aún así ambos llegan a un mismo punto más adelante.<br />
2,0: Habiendo llegado a una pista asfaltada, subiremos por esta hasta llegar a un poste grande eléctrico. Una vez aquí, nos adentramos nuevamente en una pista de pasto, pasaremos la puerta, y continuaremos por el propio camino.<br />
3,6: Sin pérdida alguna llegarremos a la cruz de Pagoeta.<br />
3,9: En caso de querer ampliar la panorámica, podemos acercarnos a la cumbre cercana de Urruztume. En esta encontraremos un vértice geodésico. </div>
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<span style="font-family: inherit;"><b><i>“El misterio del tejo</i><i>”. </i></b></span><br />
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<span style="font-family: inherit; margin: 0px; padding: 0px;"><i><span style="margin: 0px; padding: 0px;">Pagoeta guarda para sí varios tesoros. Sin embargo, hay un elemento que llega a ser misterioso y alentador como es el tejo. Al parecer, analizando los diversos documentos, en época romana, los várdulos y los pueblos colindantes se valían de las hojas de este árbol para envenenar sus armas frotando el filo o para suicidarse en caso de caer en manos de los enemigos*. Este hecho puede sean palabras de un simple charlatán para generar miedo u odio. No obstante, sabiendo que el misterio sigue en el aire...</span> hemos pensado ir más allá. Investigando en la amplia bibliografía observamos que las semillas del tejo poseen una sustancia tóxica denominada taxina. Este elemento tóxico provoca nauseas y somnolencia llevando a la persona a un estado de coma. Una vez bajada la presión sanguínea y el pulso, procede a una parada respiratoria y con ello la propia muerte. Sin embargo, este árbol siempre ha estado en lo más alto de lo sagrado. Al parecer, su longevidad hizo que desde la época de los celtas se acogiera como un símbolo de lo eterno y de ahí el porqué de hacer congregaciones a su sombra. <span style="margin: 0px; padding: 0px;"> </span><span style="margin: 0px; padding: 0px;"> </span></i></span></div>
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<i style="margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;">Aurkenerena, J. (1999): Euskal Sinesmen Zaharrak. Gero Argitaletxea; Bilbo. Pag. 48</span></i></div>
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<b style="color: white; text-align: justify;"><i style="background-color: blue;">TRACK</i></b><br />
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<i><b><a href="https://es.wikiloc.com/rutas-joelette/pagoeta-676-m-50483652">PAGOETA</a></b></i></div>
Gurpiltrek by Kemenhttp://www.blogger.com/profile/02665844374242314494noreply@blogger.com0tag:blogger.com,1999:blog-1442815816288869825.post-65295387993724301292022-05-17T08:28:00.000-07:002022-05-17T08:28:03.364-07:00EMBALSE DE ARRIARAN (BEASAIN)<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkWONZ7X9ly86sCAbCBLr8WcAtLe64J-52QggCE5bdu0b6n6oGmX_ZojNCMD45xnBDfg2qvw31shLlVwrtu3pC5NVytBxmaMuzSoPvnZ53wpH-QdkgjoOu7lV5tOFpMYoC9DUFdAhOkmfKnNr038NkJyweIg6cmGKvPwOKAOTyne5rX8DsLVzVde_v/s800/2014-04-30_arriaran.jpg" style="font-weight: bold; margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="533" data-original-width="800" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkWONZ7X9ly86sCAbCBLr8WcAtLe64J-52QggCE5bdu0b6n6oGmX_ZojNCMD45xnBDfg2qvw31shLlVwrtu3pC5NVytBxmaMuzSoPvnZ53wpH-QdkgjoOu7lV5tOFpMYoC9DUFdAhOkmfKnNr038NkJyweIg6cmGKvPwOKAOTyne5rX8DsLVzVde_v/s320/2014-04-30_arriaran.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div><span style="color: blue; font-weight: bold; text-align: justify;"><b><span style="color: blue;">Distancia:</span></b> </span><span style="text-align: justify;">3,5 km<br /></span><b style="text-align: justify;"><span style="color: blue;">Desnivel:</span></b><span style="text-align: justify;"> </span><st1:metricconverter productid="25 m" style="text-align: justify;" w:st="on">38 m</st1:metricconverter><span style="text-align: justify;">.</span></div><div><span style="color: blue; text-align: justify;"><b>Tipo:</b></span><span style="text-align: justify;"> Circular. </span></div><div><b style="text-align: justify;"><span style="color: blue;">Dificultad:</span></b><span style="text-align: justify;"> Fácil </span></div><div><b style="text-align: justify;"><span style="color: blue;">Accesibilidad:</span></b><span style="text-align: justify;"> Accesible tanto para joëlette como para barras direccionales. </span></div><div><span style="color: blue; font-weight: bold; text-align: justify;">A tener en cuenta: </span><span style="text-align: justify;">Recorrido para disfrutar de manera tranquila</span></div><p></p><div style="text-align: justify;"><span><span style="color: blue;"><br /></span></span></div><div class="MsoNormal" style="text-align: justify;"><span style="color: white;"><span style="background-color: blue;"><b><i>RECORRIDO</i></b></span></span></div><div class="MsoNormal" style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"><a 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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>0,00 km: Iniciamos la ruta desde una parte del puente del embalse y una vez pasado este continuamos por la misma senda escogiendo siempre la senda de la derecha. </div><div class="MsoNormal" style="text-align: justify;">3,49 km: Arribamos al punto de inicio. <br /></div><div class="MsoNormal" style="text-align: justify;"> </div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;"><span style="color: white;"><span style="background-color: blue; font-family: inherit;"><b><i>CULTURA</i></b></span></span></div><span style="font-family: inherit;"><span style="background-color: white;">El embalse se inauguró el 28 de julio de 1994. Tiene una capacidad de 2,3 millones de metros cúbicos que abastecerán a las localidades de Beasain, Idiazabal, Lazkao, Olaberria, Ordizia, Ormaiztegi, y Segura.</span><br style="background-color: white;" /><br style="background-color: white;" /><span style="background-color: white;">La técnica utilizada para su construcción fue inédita en Gipuzkoa, según parece es una presa de gravedad construida con hormigón compacto, lo que permite una mayor rapidez en la ejecución aunque de manera más continuada.</span><br style="background-color: white;" /><br style="background-color: white;" /></span><div class="MsoNormal" style="text-align: justify;"><span style="background-color: white; font-family: inherit; text-align: left;">Los muros de contención fueron levantados al mismo tiempo que la obra de arte del escultor Nestor Basterretxea. Esta obra está compuesta por dos elementos asimétricos que alcanzan 24 m de altura y que son definidos por su autor como embudos abiertos hacia el cielo. </span></div><div class="MsoNormal" style="text-align: justify;"><span style="background-color: white; font-family: inherit; text-align: left;"><br /></span></div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;"><b style="color: white; text-align: left;"><i style="background-color: blue;"><span style="font-family: inherit;">TRACK</span></i></b></div><div class="MsoNormal" style="text-align: justify;"><div class="MsoNormal"><div style="background-color: white; box-sizing: border-box; margin: 0px; padding: 0px 0px 14px; text-align: left;"><b><i><a href="https://es.wikiloc.com/rutas-joelette/arriarango-urtegia-102993306">EMBALSE DE ARRIARA</a></i></b></div><div><b><br /></b></div></div></div>Gurpiltrek by Kemenhttp://www.blogger.com/profile/02665844374242314494noreply@blogger.com0tag:blogger.com,1999:blog-1442815816288869825.post-87846893445154826482022-03-28T13:55:00.000-07:002022-03-28T13:55:07.974-07:00GAZUME (1002 m.)<div style="text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlnrf3fqtFC2HmNmAAh9GF0iKrldzCa7LvBHcfja7tsJKP4h_WdqCZ_dKg4ZJaYQUkACymFdnmh5tl0lD3VM6ZkuIoMgpw-gcoaG9ra410pAEfPonQddidwlqds34korrgufQ4HecADJxLpPZMSaO0V3n2ZxiGIU-n_d7nUMFMKUT7k8rXY4n7hCg7/s4624/IMG20220326122315.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="3468" data-original-width="4624" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlnrf3fqtFC2HmNmAAh9GF0iKrldzCa7LvBHcfja7tsJKP4h_WdqCZ_dKg4ZJaYQUkACymFdnmh5tl0lD3VM6ZkuIoMgpw-gcoaG9ra410pAEfPonQddidwlqds34korrgufQ4HecADJxLpPZMSaO0V3n2ZxiGIU-n_d7nUMFMKUT7k8rXY4n7hCg7/s320/IMG20220326122315.jpg" width="320" /></a></div><span style="color: blue; font-weight: bold; text-align: justify;"><b><span style="color: blue;">Distancia:</span></b> </span><span style="text-align: justify;">12,24 km<br /></span></div><div style="text-align: left;"><b style="text-align: justify;"><span style="color: blue;">Desnivel:</span></b><span style="text-align: justify;"> </span><st1:metricconverter productid="25 m" style="text-align: justify;" w:st="on">575 m</st1:metricconverter><span style="text-align: justify;">.</span></div><div style="text-align: justify;"><span style="color: blue;"><b>Tipo:</b></span> Ida y vuelta por el mismo camino. </div><div style="text-align: justify;"><a 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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b><span style="color: blue;">Dificultad:</span></b> Moderada </div><div style="text-align: justify;"><b><span style="color: blue;">Accesibilidad:</span></b> Accesible para Joëlette y barra direccional. </div><div style="text-align: justify;"><span><span style="color: blue; font-weight: bold;">A tener en cuenta: </span><span>Para realizar esta ruta es importante que no llueva previamente y estar preparado tanto físico como técnicamente.</span></span><br /></div><div style="text-align: justify;"><span><span style="color: blue;"><br /></span></span></div><div class="MsoNormal" style="text-align: justify;"><span style="color: white;"><span style="background-color: blue;"><b><i>RECORRIDO</i></b></span></span></div><div class="MsoNormal" style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjG581kdyzYqFVQ0MGdi7nw2NbfxsKF3dX8IEPLr18hBE6clpYeIEN2VU71yp8Z4jUvel-2LKm2w50rCEqsXlolS_G_KZbK6mkobgxmcQrbsQq2CPYXS8FVKQcmt1yFk33gjwW9xqDXz0I/s1600/Nuevo+Presentaci%25C3%25B3n+de+Microsoft+PowerPoint.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a 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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>0,00 km: Partiendo desde la parada del autobús de la carretera de Tolosa a Errezil, cogeremos la pista asfaltada de fuerte pendiente. Nos mantenemos en esta pista todo el tiempo. </div><div class="MsoNormal" style="text-align: justify;">3,10 km: Habiendo llegado a Zelatun y estando en la borda de Antonio, escogemos la pista de la izquierda que continúa en ascenso. Nos mantenemos en esta pista.<br /></div><div class="MsoNormal" style="text-align: justify;">3,40 km: Comenzamos una pista estrecha técnica con mucha piedra incrustada. Nos mantenemos durante 1,5 km. </div><div class="MsoNormal" style="text-align: justify;">4,90 km: Giramos a la derecha ascendidendo a nuestro destino y sin perder la pista en ningún momento. </div><div class="MsoNormal" style="text-align: justify;">5,80 km: Último repecho técnico de piedras</div><div class="MsoNormal" style="text-align: justify;">6,12 km: Llegamos a nuestro destino </div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;"><span style="color: white;"><span style="background-color: blue; font-family: inherit;"><b><i>CULTURA</i></b></span></span></div><div class="MsoNormal" style="text-align: justify;">Cuenta la leyenda que en las faldas entre Gazume y Hernio, hubo una sangrienta guerra entre romanos y antiguos pobladores. Al parecer los romanos queriendo conquistar el interior de la zona montañosa se adentraron por estos lares. Los antiguos pobladores del entorno, viendo que podían tener las de perder se refugiaron entre las rocas de uno y otro confín. Una vez llegados los romanos, a pesar de su minoría, aprovecharon las alturas par amedrentar a su adversario. Hay quienes cuentan que los residentes siendo superados decidieron suicidarse tirándose al vacío. Otros sin embargo, destacan la victoria de estos y el retroceso de las tropas romanas. Aunque no hay nada escrito sobre ello si que podríamos despuntar que los resquicios encontrados a partir de esta zona de pastos es muy reducido. No obstante, cada uno que valore.<br /><div class="MsoNormal"><div class="MsoNormal"><br /></div></div></div><div class="MsoNormal" style="text-align: justify;"><b style="color: white; text-align: left;"><i style="background-color: blue;"><span style="font-family: inherit;">TRACK</span></i></b></div><div class="MsoNormal" style="text-align: justify;"><div class="MsoNormal"><div style="background-color: white; box-sizing: border-box; margin: 0px; padding: 0px 0px 14px; text-align: left;"><b><i><a href="https://www.wikiloc.com/joelette-trails/gazume-1002-m-98608200">GAZUME</a></i></b></div><div><b><br /></b></div></div></div>Gurpiltrek by Kemenhttp://www.blogger.com/profile/02665844374242314494noreply@blogger.com0tag:blogger.com,1999:blog-1442815816288869825.post-91061198558230864932022-01-28T06:42:00.003-08:002022-01-28T06:48:26.276-08:00BIANDITZ (844 m.)<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjj19myJn7PlfWjPxXTpSrMkULnL1gCGzhfq_Wzt0ecRZW20jMTlBGM__7BjSdFEmu5ay3dGtXc0J10-_XjoAoxgOes3c6iIr8b-VREFGAN0ynEMgAcNobBGTDptmBRbhvLf_ixVwdvaryNc9IAW1arLn8In2vHSa2GqMaj7FJEzX9c39jLvDMonagt=s4000" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="3000" data-original-width="4000" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEjj19myJn7PlfWjPxXTpSrMkULnL1gCGzhfq_Wzt0ecRZW20jMTlBGM__7BjSdFEmu5ay3dGtXc0J10-_XjoAoxgOes3c6iIr8b-VREFGAN0ynEMgAcNobBGTDptmBRbhvLf_ixVwdvaryNc9IAW1arLn8In2vHSa2GqMaj7FJEzX9c39jLvDMonagt=s320" width="320" /></a></div><span style="color: blue; font-weight: bold; text-align: justify;"><b><span style="color: blue;">Distancia:</span></b> </span><span style="text-align: justify;">6,5 km<br /></span><p></p><div><b style="text-align: justify;"><span style="color: blue;">Desnivel:</span></b><span style="text-align: justify;"> </span><st1:metricconverter productid="25 m" style="text-align: justify;" w:st="on">195 m</st1:metricconverter><span style="text-align: justify;">.</span></div><div style="text-align: justify;"><span style="color: blue;"><b>Tipo:</b></span> Circular. </div><div style="text-align: justify;"><a 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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b><span style="color: blue;">Dificultad:</span></b> Fácil </div><div style="text-align: justify;"><b><span style="color: blue;">Accesibilidad:</span></b> Accesible para Joëlette y barra direccional. </div><div style="text-align: justify;"><span><span style="color: blue; font-weight: bold;">A tener en cuenta: </span></span><br /></div><div style="text-align: justify;"><span><span style="color: blue;"><br /></span></span></div><div class="MsoNormal" style="text-align: justify;"><span style="color: white;"><span style="background-color: blue;"><b><i>RECORRIDO</i></b></span></span></div><div class="MsoNormal" style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjG581kdyzYqFVQ0MGdi7nw2NbfxsKF3dX8IEPLr18hBE6clpYeIEN2VU71yp8Z4jUvel-2LKm2w50rCEqsXlolS_G_KZbK6mkobgxmcQrbsQq2CPYXS8FVKQcmt1yFk33gjwW9xqDXz0I/s1600/Nuevo+Presentaci%25C3%25B3n+de+Microsoft+PowerPoint.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a 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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>0,00 km: Partiendo desde el aparcamiento de Eskas, cogeremos la senda marcada en amarillo y blanco después de la puerta de madera del lateral. Nos mantendremos en todo momento por esta senda</div><div class="MsoNormal" style="text-align: justify;">2,10 km: Torceremos a la izquierda unos metros y volveremos a girar siguiendo las marcas de la GR subiendo por una fuerte pendiente. <br /></div><div class="MsoNormal" style="text-align: justify;">2,70 km: Arribaremos la primera cima denominada Galtzarrieta. Desde aquí se puede apreciar la cumbre de Bianditz. </div><div class="MsoNormal" style="text-align: justify;">3,30 km: He aquí nuestro objetivo. Una vez conseguido este, continuaremos por la senda contraria manteniéndonos todo el tiempo por la GR y siguiendo siempre la ruta de la izquierda. </div><div class="MsoNormal" style="text-align: justify;">4,60 km: Nos alzaremos a una última cumbre, Masuketa y una vez desde allí bajaremos hasta la carretera. </div><div class="MsoNormal" style="text-align: justify;">5,10 km: En la carretera giraremos a la izquierda y continuaremos por esta. </div><div class="MsoNormal" style="text-align: justify;">6,46 km: Volvemos al punto de inicio.</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;"><span style="color: white;"><span style="background-color: blue; font-family: inherit;"><b><i>CULTURA</i></b></span></span></div><div class="MsoNormal" style="text-align: justify;"><span><b><i>Historia de Artikutza</i></b></span><br /><br /><div class="MsoNormal"><div class="MsoNormal"><i>Anizlarrea y la Colegiata de Roncesvalles<o:p></o:p></i></div><div class="MsoNormal" style="box-sizing: border-box;"><i>La finca de Artikutza toma el nombre del pequeño barrio que se ubica en su interior, cuyas primeras referencias escritas se remontan al siglo XIII. En esta época, Artikutza formaba parte del término denominado Anizlarrea, propiedad de la Colegiata de Santa María de Roncesvalles que fue adquirida a través de donaciones, permutas, compras, etc. y bajo cuya autoridad se mantuvo, en parte, hasta el siglo XIX.<o:p></o:p></i></div><div class="MsoNormal" style="box-sizing: border-box;"><i><br /></i></div><div class="MsoNormal" style="box-sizing: border-box;"><i>La Colegiata explotaba directamente o arrendaba ferrerías, derechos de producción de carbón, extracción de mineral, aprovechamiento forestal y de pastos para el ganado, siendo visibles aún los mojones con el símbolo de Roncesvalles grabado en alguna de sus caras que delimitaban los terrenos de Anizlarrea y de los seles (espacios destinados al pastoreo de ganado mayor) esparcidos por toda la superficie de Artikutza.<o:p></o:p></i></div><div class="MsoNormal"><i><br /></i></div><div class="MsoNormal"><i>Con el paso de los años los derechos de Goizueta sobre Anizlarrea fueron aumentando, pero los desacuerdos y pleitos entre La Colegiata y Goizueta, así como con otros particulares comprometidos con arriendos, fueron continuos dadas las diferencias entre los intereses de ambas instituciones. En 1815 Roncesvalles y Goizueta firmaron una concordia por la que Anizlarrea se dividió en dos partes: por un lado 5.477 has del moderno Anizlarrea pasaron a manos de Goizueta y por otro las 3.770 has de Anizlarrea Viejo, actual Artikutza, siguieron bajo el gobierno de Roncesvalles sin que Goizueta ni particulares tuvieran derecho alguno sobre ella. Testigo de esta división son los 37 mojones que delimitaban la partición de Anizlarrea y que marcan la divisoria entre Artikutza y Goizueta.<o:p></o:p></i></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><i>Artikutza es expropiada...<o:p></o:p></i></div><div class="MsoNormal" style="box-sizing: border-box;"><i>A comienzos del siglo XIX los diferentes gobiernos liberales impulsaron un proceso desamortizador de los bienes de la iglesia y las órdenes religiosas. Roncesvalles consiguió quedar exenta de este proceso por las gestiones realizadas ante la regente Maria Cristina, a cuya caída estas tierras fueron finalmente expropiadas y subastadas.<o:p></o:p></i></div><div class="MsoNormal" style="box-sizing: border-box;"><br /></div><div class="MsoNormal"><i>... y pasa a ser propiedad particular<o:p></o:p></i></div><div class="MsoNormal" style="box-sizing: border-box;"><i>En 1844 Fagoaga y Carriquiri pasan a ser los primeros propietarios particulares de Artikutza, tras lo cual va cambiando de propietarios y su precio va aumentando, más por motivos especulativos que por las mejoras que se van realizando en ella.<o:p></o:p></i></div><div class="MsoNormal" style="box-sizing: border-box;"><i><br /></i></div><div class="MsoNormal" style="box-sizing: border-box;"><i>Hacia 1896 comienza la construcción del ferrocarril minero que uniría el entorno minero de Elama con la estación de Rentería. El conde de Aldama siguió con la explotación del ferrocarril y de la finca que fue vendida posteriormente a Rafael Picavea, quien entre otras sociedades funda la "Compañía explotadora de Artikutza S.A". junto con el marqués de Acillona, quien posteriormente será propietario de la finca.<o:p></o:p></i></div><div class="MsoNormal" style="box-sizing: border-box;"><i><br /></i></div><div class="MsoNormal" style="box-sizing: border-box;"><i>En enero de 1919 el ayuntamiento de San Sebastián compra a los herederos del marqués de Acillona por 3.200.000pts (unos 19.233€) la finca de Artikutza.<o:p></o:p></i></div><div class="MsoNormal"><i>Agua para San Sebastián<o:p></o:p></i></div><div class="MsoNormal" style="box-sizing: border-box;"><i><br /></i></div><div class="MsoNormal" style="box-sizing: border-box;"><i>A Comienzos del siglo XX, durante la "Belle Époque", el ritmo de crecimiento de la población de San Sebastian es extraordinario, más aún en verano por ser elegida como ciudad de veraneo por la realeza Española. Los pozos y manantiales cercanos a la ciudad no son suficientes para abastecer a la ciudad y se estudian nuevas soluciones buscando aguas arriba del Urumea y finalmente se construye una pequeña presa en el rio Añarbe, en el límite con la finca de Artikutza.<o:p></o:p></i></div><div class="MsoNormal"><i><br /></i></div><div class="MsoNormal"><i>El año 1902 las fiebres tifoideas acaban con la vida de 40 personas, lo que enciende las alarmas y tras inspeccionar aguas arriba de la presa, se localiza el foco de la infección en dos habitantes del barrio de Artikutza enfermos de fiebres tifoideas que infectan el río ( lavado de ropas, vertido de aguas fecales de las viviendas...) cuyas aguas confluyen en el río Añarbe. Este hecho es el detonante para que el ayuntamiento vea necesario el control absoluto sobre Artikutza.<o:p></o:p></i></div><div class="MsoNormal" style="box-sizing: border-box;"><i><br /></i></div><div class="MsoNormal" style="box-sizing: border-box;"><i>Tras difíciles negociaciones, en 1919 el ayuntamiento se hace con la finca, y se construye una amplia red de tuberías y canales que aprovecha el agua de todos los manantiales y se prohíben todas las actividades susceptibles de contaminar el agua: explotaciones forestales, mineras, presencia de ganado,... Además, se limita el acceso de personas y se abandonan los caseríos dispersos por la finca (Elama, Goizarin, Egazki,..) trasladando a todos sus habitantes al barrio de Artikutza.<o:p></o:p></i></div><div class="MsoNormal" style="box-sizing: border-box;"><i><br /></i></div><div class="MsoNormal" style="box-sizing: border-box;"><i>Entre 1950 y 1960 se construye la presa de Enobieta, dentro de la finca, que por problemas geológicos no llega a terminarse, quedando su capacidad reducida a la mitad de lo inicialmente proyectado. Los problemas de filtración por uno de sus estribos provocan una nueva disminución de su capacidad. Se hace necesario un nuevo embalse que se construye en Añarbe y que comienza a funcionar en 1975 abasteciendo a toda la comarca de Donostialdea, quedando el embalse de Artikutza sin suministro directo a la ciudad. Actualmente el agua de Artikutza llega a Añarbe por su cauce natural habiéndose abandonado la red de canales que se diseñó. La mayor parte del agua que almacena Añarbe procede de Artikutza. </i></div></div></div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;"><b style="color: white; text-align: left;"><i style="background-color: blue;"><span style="font-family: inherit;">TRACK</span></i></b></div><div class="MsoNormal" style="text-align: justify;"><div class="MsoNormal"><div style="background-color: white; box-sizing: border-box; margin: 0px; padding: 0px 0px 14px; text-align: left;"><b><i><a href="https://eu.wikiloc.com/ibilbide-joelette/bianditz-844-m-93551805">BIANDITZ</a></i></b></div><div><b><br /></b></div></div></div>Gurpiltrek by Kemenhttp://www.blogger.com/profile/02665844374242314494noreply@blogger.com0tag:blogger.com,1999:blog-1442815816288869825.post-82913475829808455022022-01-27T14:20:00.001-08:002022-01-27T14:20:22.156-08:00AITZBELTZ (319 m.)<div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEj2R-uML9sRwLnAQ3hhCxI5poOLBxzngBl9xk2LFTBAkBiqGzHOipJO7OUQNuWTpnxPrHLbMA-qffP-sqeC7VsrWzvjWKUMTHrGhqmi1KyrD1fstsqgV7FBkiBG-mggTuLDtdFYDGL1rKm6ot8-pAvYR1dLDIyT2n0DMZauM8O25BZ5JHNq0LSvq461=s4000" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="3000" data-original-width="4000" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEj2R-uML9sRwLnAQ3hhCxI5poOLBxzngBl9xk2LFTBAkBiqGzHOipJO7OUQNuWTpnxPrHLbMA-qffP-sqeC7VsrWzvjWKUMTHrGhqmi1KyrD1fstsqgV7FBkiBG-mggTuLDtdFYDGL1rKm6ot8-pAvYR1dLDIyT2n0DMZauM8O25BZ5JHNq0LSvq461=s320" width="320" /></a></div><span style="text-align: justify;"><span style="color: blue; font-weight: bold;"><b><span style="color: blue;">Distancia:</span></b> </span>7 km</span></div><div><b style="text-align: justify;"><span style="color: blue;">Desnivel:</span></b><span style="text-align: justify;"> </span><st1:metricconverter productid="25 m" style="text-align: justify;" w:st="on">307 m</st1:metricconverter><span style="text-align: justify;">.</span></div><div style="text-align: justify;"><span style="color: blue;"><b>Tipo:</b></span> Ida y vuelta por el mismo sitio. </div><div style="text-align: justify;"><a 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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b><span style="color: blue;">Dificultad:</span></b> Media. </div><div style="text-align: justify;"><b><span style="color: blue;">Accesibilidad:</span></b> Accesible para sillas Joëlette y barra direccional.</div><div style="text-align: justify;"><span><span style="color: blue; font-weight: bold;">A tener en cuenta:</span><span> Ruta exigente a pesar de su distancia y desnivel. No recomendable en invierno ni época de mucha lluvia. Importante tener buena orientación.</span></span><br /></div><div style="text-align: justify;"><span><span style="color: blue;"><br /></span></span></div><div class="MsoNormal" style="text-align: justify;"><span style="color: white;"><span style="background-color: blue;"><b><i>RECORRIDO</i></b></span></span></div><div class="MsoNormal" style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjG581kdyzYqFVQ0MGdi7nw2NbfxsKF3dX8IEPLr18hBE6clpYeIEN2VU71yp8Z4jUvel-2LKm2w50rCEqsXlolS_G_KZbK6mkobgxmcQrbsQq2CPYXS8FVKQcmt1yFk33gjwW9xqDXz0I/s1600/Nuevo+Presentaci%25C3%25B3n+de+Microsoft+PowerPoint.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a 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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>0,00 km: Partimos de parking de "la chopera" dirección a la salida de la autovía. Una vez llegado al puente lo cruzamos pasando al otro lado de la carretera y pasando por debajo de la A-1. Proseguimos pendiente arriba por una carretera asfaltada girando en dos bifurcaciones a la derecha y en la última a la izquierda.</div><div class="MsoNormal" style="text-align: justify;">0,70 km: Fuerte pendiente de asfalto <br /></div><div class="MsoNormal" style="text-align: justify;">1,00 km: Abandonamos la carretera secundaria y nos adentramos por la senda de la izquierda la cual enseguida se convierte en pista de montaña no asfaltada. </div><div class="MsoNormal" style="text-align: justify;">1,60 km: Llegamos a la casa "Blanca" y una vez pasada esta continuamos por la senda de la derecha. En este tramo coger precaución por los árboles caídos.</div><div class="MsoNormal" style="text-align: justify;">2,00 km: Nos aproximamos a un cruce en el cual se ve una caseta hidrológica. Aquí giramos a la izquierda donde cogemos una senda hacia abajo con una fuerte pendiente hacia abajo. al final de esta corta pendiente mantener especial atención con los árboles bien en el suelo como en la cabeza y el riachuelo.</div><div class="MsoNormal" style="text-align: justify;">2,50 km: En esta parte de la senda recomendamos abrir bien los ojos ya que en vez de ir por el camino habitual que puede llegar a ser peligroso, vamos a bordear este por otro que puede estar bastante confuso. </div><div class="MsoNormal" style="text-align: justify;">3,10 km: Habiendo pasado las ruinas de un viejo caserón, especial atención a la derecha ya que inicia una senda estrecha que luego se amplía.</div><div class="MsoNormal" style="text-align: justify;">3,51 km: Llegamos a nuestro destino.</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;"><span style="color: white;"><span style="background-color: blue; font-family: inherit;"><b><i>CULTURA</i></b></span></span></div><div class="MsoNormal" style="text-align: justify;">En el siglo XIX hubo más de un sistema resuelto de mensajería.
De ahí el objetivo del telégrafo óptico.
Y es que a raíz de señales visuales, las comunicaciones (habitualmente mensajes
político-militares) recorrían largas distancias en un periodo de tiempo “muy
reducido”. Simplemente constaba en repetir la señal de la torre anterior habiendo
descifrado su significado. Así es como se hizo entre ellas en la Torre de
Aitzbeltz. Aquellas comunicaciones que venían de Madrid llegaban de manera “apresurada”
a Donostia. Sin embargo, la técnica no tardó en mejorar y hasta el día de hoy
ha dejado en el abandono las diversas torretas quedando en ruinas como ha
pasado con la de Aitzbeltz. No obstante, existe aún cierto romanticismo entre
los andoaindarras ya que aquella torre que facilito las tecnologías actuales la
guardan como pequeño tesoro.</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;"><b style="color: white; text-align: left;"><i style="background-color: blue;"><span style="font-family: inherit;">TRACK</span></i></b></div><div class="MsoNormal" style="text-align: justify;"><div class="MsoNormal"><div style="background-color: white; box-sizing: border-box; margin: 0px; padding: 0px 0px 14px; text-align: left;"><b><i><a href="https://eu.wikiloc.com/ibilbide-joelette/aitzbeltz-319-m-93550224">AITZBELTZ</a></i></b></div></div></div></div><div class="MsoNormal" style="text-align: justify;"><div class="MsoNormal"><div style="background-color: white; box-sizing: border-box; margin: 0px; padding: 0px 0px 14px; text-align: left;"><b><i></i></b></div></div></div>Gurpiltrek by Kemenhttp://www.blogger.com/profile/02665844374242314494noreply@blogger.com0tag:blogger.com,1999:blog-1442815816288869825.post-90618142867704382772021-12-27T14:10:00.006-08:002021-12-27T14:10:48.183-08:00UZTURRE -Cruz- (662 m.)<div style="text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgtIZgCZbsJ0j3OU7iDVoESgVSEionmRSaERCcV_X_Z1eKU4PD9y7Ee-RRU4Ej-JOmbuwoWJY6O_MFC9zdskTgmiZGzBA_EyJ1ii7sRjGz_sdghH4I5M5ySlPtk_FIOE-Se8rPXn-jqtvsh1Dc0lWVy1kIUbXZRkZ_eRTMOf76HWrgFOym_q-VFgyn6=s800" style="clear: right; display: inline; float: right; margin-bottom: 1em; margin-left: 1em; text-align: center;"><img border="0" data-original-height="533" data-original-width="800" height="213" src="https://blogger.googleusercontent.com/img/a/AVvXsEgtIZgCZbsJ0j3OU7iDVoESgVSEionmRSaERCcV_X_Z1eKU4PD9y7Ee-RRU4Ej-JOmbuwoWJY6O_MFC9zdskTgmiZGzBA_EyJ1ii7sRjGz_sdghH4I5M5ySlPtk_FIOE-Se8rPXn-jqtvsh1Dc0lWVy1kIUbXZRkZ_eRTMOf76HWrgFOym_q-VFgyn6=s320" width="320" /></a></div><p></p><span style="text-align: justify;"><div style="text-align: left;"><span style="color: blue; font-weight: bold; text-align: justify;"><b>Distancia:</b></span><span style="text-align: justify;"><span style="color: blue; font-weight: bold;"> </span>5,5</span><st1:metricconverter productid="5 km" style="text-align: justify;" w:st="on"> km</st1:metricconverter><span style="text-align: justify;"> (ida-vuelta)</span></div></span></div><div style="text-align: left;"><b style="text-align: justify;"><span style="color: blue;">Desnivel:</span></b><span style="text-align: justify;"> </span><st1:metricconverter productid="25 m" style="text-align: justify;" w:st="on">379 m</st1:metricconverter><span style="text-align: justify;">.</span></div><div style="text-align: justify;"><span style="color: blue;"><b>Tipo:</b></span> Ida y vuelta por el mismo sitio. </div><div style="text-align: justify;"><a 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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b><span style="color: blue;">Dificultad:</span></b> Media. </div><div style="text-align: justify;"><b><span style="color: blue;">Accesibilidad:</span></b> Accesible para sillas Joëlette y barra direccional.</div><div style="text-align: justify;"><span><span style="color: blue; font-weight: bold;">A tener en cuenta: </span><span>A pesar de ser una gran parte del camino asfaltado extremar la precaución en épocas de heladas. Fuertes pendientes.</span></span><br /></div><div style="text-align: justify;"><span><span style="color: blue;"><br /></span></span></div><div class="MsoNormal" style="text-align: justify;"><span style="color: white;"><span style="background-color: blue;"><b><i>RECORRIDO</i></b></span></span></div><div class="MsoNormal" style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjG581kdyzYqFVQ0MGdi7nw2NbfxsKF3dX8IEPLr18hBE6clpYeIEN2VU71yp8Z4jUvel-2LKm2w50rCEqsXlolS_G_KZbK6mkobgxmcQrbsQq2CPYXS8FVKQcmt1yFk33gjwW9xqDXz0I/s1600/Nuevo+Presentaci%25C3%25B3n+de+Microsoft+PowerPoint.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a 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A6AAGo13BgEYvJNKkymzBlIzcrk0o1QzkNvHUpN8oQfweeZiikvuHBf5sCNPyiVWHEtKyCFB+ZRIzAEWUG09YXzsWETklOZIbNyNVxdL31oRYQxx0kTZSlhXUqBICh91QHQeXR4zks/Az0/FIGTUKtbL3Jo/fZogm4k+IAGAIGhI11sOr2jWWuW6EqUlbkscratStbNGZk0JVRnFRUUcgWby9IcY0KzeZNKakgbaXfR610iEYsvzACo1UX7UN6RhctKlGzD3kuGGr7XA6MesR4OSCXBIuA9mIpToa9YpJCGcvEKO2XdusQy5SitRzOAzDYmtC0YTMLG5qb99ImRig6hazv8YzquCjbEYVGbN4YJLOp6EU0NNvSI8bgUnKrPlblrqCzV0vGVTwmWz5mDH8/raFiOJpBAqz63DWPlDgpPj0JtGJshSFJKGdThxRlAuAWu+53HUxvipJSkKASyi/MGYmjF3o7/reMniWUlJ5hoTUG2ljrG6sYhaVIKS5AIo4fo1qNSKluTTaBUZk5gsy1FKaOBQpsWII/CFnFx4aMoSwDjMoXbK2UaN1c9YnXiZwmZMwWBYKqe1nJ6PpA07OuYBNYm2WgFt3p3HSFCDUrdA3gxh+K0YJLmlwkBg2nTeJ8VPYgKpRjnDhqEZSA71u0bzMLLAOXKEm4Urpb50gtWCExIIowygvyjUHLXMCzVhtxu0gSYpl8OVM/iIyBJexfyINYjleJLbI5+8ALPS4t8bGGGFkTJpUlTU+1QWOmnWzwbwrDpQ5UslZ96oINmDGoa0W5tc5FtFGFxLLZbMq4fXQqFk11iwYWYkDnDG7EUYsLv6QJNQgDKpAyguWqMxNjtGyJ5SGN6MLFgaaVoIiVS4Q1gLlyRLLoAyn7zDUUs5qH7xDiOJkEpCQVVDg/hR4nnmbcFJGo9XcKA+hC9aMykpoFNUpbKdLBzeEknlhZrOxAzgq5zoxpvc2am9onkuAAFOVGqU1NL3ZXp1gdHDVFQCmCKkgGzP03anWMY9YlEJlpLipLaPqRpfWLpcIVjMzAQxodQ4dm/OlYHxk/wANKSE3oNB5hJavnAOGmKJqopDuQlnAo1BZ31fSDvCUQwPIW958wpUGraQttPIWbyFGr5SDVwp30D/hrGqSE0SkEXqm1RqABsbbxiRMS+QTArLoHBe9xYfCNvDBHMCkG/mKA7MS+3eJYIkRh0F1FSKVoWHS+9dYh4jIllLjIlVk1ck3DUveNlYYZWlqy10BLuDfauunSA08MQ4TMneIQ+VLlI8rkwlzdgyXh0w5QFEKHoRe73gpE9Pn1qfIwq/chUJxJSFXSRQ9rOLaQ9kIIorKOoZvJx2jLUrkpCbFzfDmVK8pchQRRztVoXY2d4yitLlIDcxr5DQxZp+DSuWpBU7lxQjXQg1+nEIzwUALMtedQcEAAf6nOkbaU4vnkTsGwszICSkEdTrWpGp8yOkZlSTW4DuyuUGjsH1aGWF4GrKCcuYJVQnMCcqmcfZqxcHeE87AzEnnOYk5WcubBqhw0aJpvDJaGfD5KHCjY2u4YAnp1r0h3LxAKQpCVFIN8oKqCjin6VhZhMISEggpFMrWfKAT1/SGuCwxlUCQpgeayi5HSOfWeSzP70v7h/0p/wCUegv95P3R6x6ObH6QFeJ4YlRSnxmUmoGQUs5cMTp2jK5oYCYhQAcCmYksC6FAOKgl3dhCrhAWpQUFJLOTVyRQ7uYdYhgrlWX94+Z0F97R1u06YACk+AtS35SbPcNR9tq76wXMWJmaWhRGZiSz9Wo1y4c9BAOIwczOQlRyEk1AvUt9bwwwYABCU5QpLmjHMXDF9bHzglxYA60pJSgAGhcWelH2cjcGJJbIuE21q4qKvfeB8RKD5gouDZtq5qgG3SNsYpOUG5DKZqW2+rRVWILQhGVwwcUaxqA/0IXmUpJPLZtqiw6+rxKtWZLpIDAlmeo+gIwnETHqHGUFtGe7j6aFFNAz3ilROUXAzK82HziBlGikh2bv+dK9IJzZS4lgA/F2HkXLMfnEgQQvMmuQvawI012pDsOSLDcISQ/iZq1SCGAIcdT56QVifZ6UZYloGVZIckgqvUOxoBWmkBLxSkq5RlL3TZRdj8RbSGmGmZ2IIAG5d7V9aRM5TVOzWKg1kScT4CqUgLTVLVDsR2epvtpASsvveIQq3N73Y6fGtaRdQHUxKndtLVYUtp3aK1xbgalFas6ffLpJAIergtbRj8oIa1upsmcK4BZc1CkMVIC6m72ZhuPLrGvEpQ8WWlKWBSAFZXA5qPoWa+xiVPCwnK1h7weoNX32FIJylKkJVSpZW7Cjvdw1otUsogXYWStS8pIJUTZieUVHTX8OhsPCcOoXASzhm9Ol39e8LluU+JyhX3vutV3o1DpeDcJ4hIJLihBCh/MehtEztoawFTMEhiWYGpGjk1FPzgefKCQCj3iW6U71gmUoi51pl/S9dO1IAxE5KVOVEakb9GUCB8IiFgwKfjClbZwlTuCz0Io369up1xGNSohSkuoGhzDKWtQB2rA+Ok5myTCtzqKNV9a/CFWInkDKKJFo6owTVkNjLE45SgUoDAlyz32A2/UxPw/BTknNQFqZiHsdLesIpU05w1C+hb01Dw/XhppUFrepcpCqptvQaWpDkqVCGUrErIOYJUQWooA97jY+kQT5yJYUhScjily9/tC3c1iWfJRylIQEvyqetweYCigw31tHuK4ZBQtKlZUlVFM+U6Ofq5jmTVllawU5YUQollCzs4q1XAGv5Q8wuGVlKmUKnWpLGx7hv5xXJANQ4LH5X620eG+F8VAQPsKchrhtDSmtOkdM+CUHyZrLUkpSl/uhzQe8pxUCCJAFwc53ALNTp5P8IVS5iXOcZ7l6gjsbUgzBocHwxMNyygGDPVwK0ekYtUhjCfh3PKKF8wFDZiHcNtGJshXMLBxlr0djR3ffyj2AUohlgdMpD9RX9DC7iyZhmslRKA2bKs0uKqFjcM/WMo80MGlhcxSyNKhumjivrEqJ6kZXIVp0NNTDXCypSgkyyAQNAD6ghzG0vBSsyzcGjM2UsXI9e4hPVjwwpi8zJkxWRiMta0SSRS1xrfXWFeOM5E/MDVTAZKO27isWhWHAbJMozMTRtNWPnEOLwgmZRnYpL6M/wr+sENSKY6IuH8V5UgirOoUd3L11p+MGY7DomJE1cpRa7UUOpqXsIX8Pmy3UkFKWINAQ53q43iZGPCSpiyncJf3hahYO4+IiJL7riBiTxcFRQnMgJNHAtp731SGWMlGYDViC6DbKRrqSGLHtCnGY0KRKUrO6lKCTc0UAxerX1iabiQmccwISCkBT3zChDFhUGFKPtLI+A1UxQvLBO7CvWPRMeJJ3V/pP5xmMMdCoRzMIhOUyiUOCGetW870JaPGSAw+6SxJ0qbiqjXpDWZwYVClqUFdahi4bl66xkcASehZnHYsWAZ7Hyjv3Ls2/D6nQJLS9FBmIrm21v+O43j0iZlLBT83M9wfkBBsngwSakmgDE0u4anwZo8OFB3eu9ttQInHYfh9TojWEu+VJUaZnehPen6xmdhQsCmVrHrreCDgizJU3U18maNZXD2D0fQ3o3aIp9h4NToWSsApKeahIJV0rdq9aO1I2wcpEwMHSRSzPTaGE/AlRPMWPZ66WanzMSYfheUk5jX5Bm6Rd45BaGp0RoZNwKU3/ABhTj1hJCn0L18wN6H8If/uLuComn1rC/H8BStJRmKa6JHQtf6cw1V5G9GfQiRjkKApSnMRmOtctvjrDbh0vO8wsaNmYildTQkfKNR7LsAEqYAMaX3fm6Q3k4BgA5pRyxN6a1h6m1rDJWjqe0Zw6k6DT6p5CB8Rg0ZlKUhNQ12cdSKmlILRgiH5iQele3vbbRDiuFOpJCiKWIBsTqT1aObZ8leHU6Zrh5YRVCW66nqfziXFIK01vp9C/rpEKOGEKvXoGD/6vp4ITg21P1/mpDcXd2Lwz6FOMwxCCZSFAmpJJoNdvnSFOHnEKAKSakK5tWcHNFnxuBXMQz1NDsd/tUeAMPwBSBcGlHSLCw97SNtN4yLwanTFGJxIBGTMK1aob+7+BHWFOKxelxc1PyMWwezhysFOol1OOXoAM2hrVxeFU72OmFROcVf7PrYxvCUF7FLQ1K4ZW5mMswDCzHcRti5eZOegFOXX9fKHS/Yqd99Pp+sSq9jZ5ABWg7Bmb0vGu+HaI/D6n6WVaWK+YbX67RZpGdSUmcpQS1h7zv1B6HeCOHeyU1C3UtOWoID127Vq8N08EmpLpUANDXUM300Z6mpF8NDWhqL0xeMMCEgTV5f8AEPQh6PZxv6RY/g8vw1ALCFm6iTlNbbAU+ENk8IUoNNyGo5kp5lB3IJagf8TG2I4NmRkPODfMS/wF26xzqTT5KejPplVwGHSFkEFQTQkgMCxfooag0h5ILBhkLfdLO9bXEaf0DOSSpCwK0Yl+j0ILWaDv6IJlssuuhBe1+gfSL1Gn7EtGa/pZVuKzEFfL2L7ka13/ADgrA8QmlSUoDjUeWhLlOvV4nnezM1aiSR8dvow14dwgoy2AAJB1zGgYsNDDnJbexLSn0xZInqQhSypxn1VVIqDahNNT6RHj+JqUQpKcoINTaj6HZ6jrBE/2YmrdSlpKy5Iqxvq3ajRIODzmAVzMb5lP+FrxP23Y/HPplQkY5yVaCznW7gsQD+kMsJxVRIZwGDubgBjcsba3gkey813ycpZxc99D8REh4Hih7ocEVr1Iq5NWaNZbGStOfQtxeLXLN8oe7AmjVuAziNeG8YKM2ZlEuxNwdNbHUdIdTfZdc0DOcqhsXgE+x04GigQ92I+EJeNqmHjn0wPDY0gE/bUSR0d6Wgrh/EwfeQFFJo9Dq1gxvrBMv2XmAA5Tm1Lhh9AfrHh7PYgFwkBrdb7Xrd94T2vgfjn0xvLxCFCUpSAynAJOrsdK17WjPHMCCnxMuYDKGZ2q4LP0IPQ94FkcNnZpGdKUhIZb1SOdSiTvc+Rgr998KSCsXzqLKBCeYga1dnat45p6bTuORuDXIu8A6qrryv8AELYx6NVY7DEvlFekehU+hV8naDwuf9zBf7Svzj39Fzv+ngv9pX5xxlftEsJUMxUds5AAbQuCfKt62her2hXQgqBH99VS7/ejtTb9D3ndTwib/wBLA/7RgjB8JqRNlYbRskru7vHHOBT5+JQqYVTFMrQmzDQNqTHWPYqQtMohai9GFOW9H1jRL4HuN+J4PwyPDlYbKbvLLi9SE6Wq2sQYfhcwgtJwbFiOUtbs/rC39o2b+Ekk5SFjlIBB5GLsG7PX4RVsPNKMjTFKAcEqm0YHpQs+tmMcurqqM6GmzoH9FTf+hgvRX5Rg8Nm1/gYRx/i/KOdysWvMedglsrqUxdzRTlxbs/ZycJPm5gAVO75gT13fNQw46+51QX8nSkcIQUg+HJdtJfTfNAP9FTP7PhfVX/GH0uWWFTbp8hHzpx/jM84md/FWD4igQFEChNgCwjpaJ3Neztn9Fzf7Phv9av8AjHhwqZ/Z8N/rV/xjgkziuIQOadNB/wAavziyYDEzSxM2YbH3j9GFQ1qPs7Dw3AypiSVykBSVFJZyHG3rE2K4ZKSkqTICyPsgsT5kt1gX2KnFeGClEk5jfy2gn2rmFOEnEFuRvUgfOKpUG59ivDqlLcowZUxYlMxBr5LjSSuSpSkJwaipPvJC0EjuPEpCf2AJQqax/wDpE+YIb5wN7CoIxaT97O9b8qjXziKHvfZY0eCVFAwa8wuAtLjy8SJxhEH/AMFM81p/7kEcK9nUSFeIZi1LckkkAVd6frFU9r/2mIkqMrC5VqsZhqgf4QPe727w9vYOb7LIcAn+xK/3U/8AONf3BLN+5L/3U/8AOOPcQ4/ip558QtTlgyiAD2SWA8oxw32nnSFkGdMS1uYkee47xGOv9/YFqPs7ArAo1wU3ymA//wBIjXLkhQBwc0E2GdLn/wBWFHsr+0ETABPZjTOAxB/vj5iLHxPhWdRnIUS7FncAABinpr5w6VWh75dgcyVJSQDhFpUqwMxAJ7PNcxPh8FJUoS1YeZL2zKoWrQhZ2ir+05UvHTankyBPT+GhX4kmL/MquV5/+0wbV1/AeSXbBz7PYf7n/mV+cKpmBk+IUDDLUoVYTUuRvlMxwPKLVHNsCT/SRU5/rlDyzEN6UinCPQLUl2x9/R8p8v7pMfbxUP6eI8SJ4VL/ALJN/wBxP/cg7A8ACJqpqpi1LKirQAO9N7UvCP2r/aBKwx8OU02Y4Cq8qa1qLkbROyK5/wAD8su3+4eng8v+yzf9xH/cgWbw+SkEfu04D/8AJL/7kUqd7XYiZNZcwmWpRCchYEMaMGfQ3jTBcRmyVpPjLUCGBUCTuxcMB8Y556keKF5ZdstKsI/9Xhpvq+upzdDE+CwieYTMLP8A8le781IK4B7VJmnw1UWbZdbv59OmsS4TBrkKmKzu8tZCt2DgnqDDhCLpoa1JdkKMJIP/AIfE06D5KjVGFw5JHg4m7EsGHetITew6loM8uayVKJ/vBmPep9Yx+zwkLmgksZbnqcyWPxPrGygq4/gPLLtlsT7NSHZl0Y+91P5QJi+BgLITh5igLKE1Ie2hreLMn3j2H4mON/tI4ooY6fLSpSWSigJAfIOaliyiCNWTtDnCKXAvNPtl5/oSh/8AhZtf/vS4wOFoEyWlciajOSAfEQdHqBHIsDiZi3/iLAf76vmYtXAuMqwxlZjmrYglS36sVOHsIlwilbQ/NPtl/n+ychVCqZ2cV0b3Y4p+0jCJkYky5YKaAKRmdiLFwAKggtHUML+0WTMVlEuYZgdgAAFgBRzJCi9WdmJqBHNf2s4tEzGFYBS6EvmQpCnDhyFAEhmY/wAoIxV2iNScmssqZV39B+UegMzT9CPRvtMLLvw/gjB56gXAy6gbbV8m6wHx/hPhy0kAjmszsCnUjYp10MXDiGHI5EpAIJpYsBRge58z0jVa2HMKfQ9dI8yP1LtSNKGf7OcNlwMsi5UpVrjOR+AEX7gSQUKuK79H+cUzhOJyIAAuC7XzGoYNqX9OrxYuG8TBlK5ih1VVlelHI0OofzjujqJ5KrAt/aJIUtMlikZVm97a1qC31WKamjLUkhaRUvRqB7fVYsnt3JmS0B18pXmCvtM1RQMEt287xWc6VPMStdEkFJ0Aqbiv4xx697rGZKR4hUocqn316PdtxDfCLQCkCgNQ92at+8JuHrUqrpUls33gLUe9HB/lBvCySplApDhiWrsQB1Fq2EZQb3L4CzquEx4WcoCtSCQwZ27xw/2k4MgYvFFbFJmrbLdJJJqPr4x2ngs1JQFBQJmOqzPYGnpHMvbvAkYqeQKLykhRISQw5kt1caVEd05vYnYmiscRwSZiAaukZfICg9T/AOWGuAlgAbNEfBZCZgyl0gUUE1OjM/QiLvwb2bkziwM5kgVUQneoZJzfyhaDeUKiw+xKWwo/xK/GGnEsGJ0pUtZISqhIvd9Q0DSZaMJJZyQD51PQQLivaJBlTFy2ORnBeo1pduto1lqxWG8hQo9mcGBNnoSWBQtIO3MA8OuF+zcqSsLQpZIe5GoI0HWKrwnjHhrzFIIUCAH0Jf8AKHmM9qkeGsSSCsJZL2zdaOQO2kYQ+qg1csDoWftC426ThpalJf8ArFJ/9v5t2jkHHZGVYU4LtrXoSBYaeUWHFY4pmFMwlwxUskEORUkAb1/KBOMys8pWW42ewY2Y9doIarcrfDIkVSZPJ5qeQA/CIUqKjvBnDcIFKLpBQ3MSWbqOr/OD5mGkqSwYEAfC5c+sdbkk6M1YHgMb4cx0EkWIJuPq0dk9gfaOqZKi6F/1Z2J07H4GOK+DlLgdqxYPZrFkHwyf7yfmPn6xMu0VCXo7J7QcK/iGaAGWz9wAPwAh0lZIkra7P0dJgTgGOGKwwKqqHKv/ABDXzoYLWMqZSX+0kd2D/KCvZqHPCST7NS0zvGClPnK2pckkjs5h2IG4njBJlLmGuUO250HmYpiKd+0n2qMhJw8knxVJdagHKEmlP7yvgI5LimTdBC2d82azmzAB/OGk6ZMmTJq56UhSyVZivUWDO7VBCdhCFSiVgOASRrc7l2YUfzEYOW5ktjRXEVFKWDvfKxVpp8bQOrFzZa0pStgq3fqCCBWCuDgp99Mqp+8D6Mfl+UN8ZhkzU5TQ3e1ju1d63jBuMXTQGycUBlzLC1AhqsUnRsv5vHRPZnHDGSpiVL5wChfKLKDBQo9a+bxzOTwtKMpzAlJdy2cjYq769ob+zeI/dcQJiSSgkBVSeVV9G0zDyhaUoRlyO2XDhWAMk4hJFRKX2NvgYQezPEFImpCZSB4jIJdVsyXuY6DjJaVJURdaCh981oR4L2SyKQrP7pBqmtC+hMdlekUWkCrxxD9pI/8AmE7rk/8A1pjuEc49u/ZGZMnrxEuoUlLgmuf3QAGsRl8zFS4E8nPpCEyZZXMNHoAxL6D60gvhuDXPny1kq0KQhLrDg5eVRa7O9GDuKsox02bNBKcrSzlcXpQqqAW1rWGf7PsWZeMkpKllJUSybk5FAClVVIpS9emUN1XIm80ESMAuRjJiPFxCcQFtLWQC6FC6wp0j82at6r7Z8NxMier96cqUSyyXCu2wrSjbWjqHGE4OWiXi5AOZC5iFAhRWM2bMVCY5BSspU9NnrXmPtjiZ0yamZPU5UkFPMFMD9kMo5WL0NYuPIS4K34h6ekeiYSD934R6NTOmdYk4wTRmSGBLjpofWPBKZhDnmYs57bV/CA+FYbJLCUuchNdSQ5o4sdgNY1lOliSebNYMztU+liLx4DjT+01sfycYlCUpchRLMwIA1IL3Ffzg7hSlS5CM4GVVQXpmNGUE+6wqXcFxWEWHSFJSCS4TUpNzv+lojkzlsBbQAnQvZyzuxY+ka6erScWUmNOMcTE8ICy5UlhooMzvop22/OK5MV4coFJJDkaEgk3zBjvZxVqw6ThSpF8zsx5SyjpStC9K/CF+L4N4uXKCAH93KyhR7FuoLaweRN5YHuHYgZHyF1Oxd6WY0vejabxIJiQCjwwKu4OoArS+ltInXhh4YNWDVCg1KEVLg5dO28Q4vA0C0rzqSOZ0gBjoK6F96QozhZI/wGLUF4ZTJOVCik1GckgZRS5Lh4r/ALY4hU3FhakFA8MJUJn2qklh5/OhiThKwFEqSCA4qSGYXDKcVAtrvGvtNJmTMhLywkEJBBy5aqfMEh3JYDQNHRpytNWNcCPAPLITmCWDkbAi5NnNavrHZPYpDYYF3zqKvgka9o4+MORkUsDkFaElQHM3KHYX7PHW/ZWSs4JKlmqw6RQBKfsptTUm5reNtH81gae0HEvCmF5YUW5SFMqvdLGt9PlW8IQ6Zh5lqD+GXQUlzmH94dyzdob4vEJCkpmTkrDkcrUUSWzKUSwuS8JpkkLClSiB4ahnBYip5UoI94vRxd9Yz1FKTv8A6UDYeSoJKcpyVa/KCcxvUUpR6QLOZMwpcLehKCSKa70FPKGOKAD50AUSQpQAcEMyQQKghT63rCXHS0ZpnhZklhlJL7ts1BrSObU4yJnuI4RU5Ck0CFCp118tB06wvwkky5YS75QxPm1qWhsZZWgZDlLfedy4u/mxPziqp4ipKgmnvNlpo9Adnt8I00LkmkSwriGBlhCyEDMlKmZ3Vq50LXatB6VyVKDZ9Db4/laHsniuZYlqSCxL5k67EG3n8Ii49i0NzS1oKrK90EjptWxD/BuvTco4aIaTE4QvRzmq2uwpqfzhpwjhRdKwppl8qgQe1fvWfSA8AhaloUjMb6gGlyCqh7xZDisiUqUHUp6kMADZ1ClwKOO0LX1pRxEcUXP2D4lkmZXGWYGvZQql23DiLn+8Bfg75gTsCxsY5ZgsSQUrQCDRQIIIBBrY1raLXhuMCWmWW5iSrK9H0d7EkxlH6mvzGiL6I5z+1XjwRkw7kD3lkE0dwkONblu0M18fWnmcBzzJNwzaDTr2it8akIxSs85Id9dAzB7N8LQ5/WR4oe055xLHlQS63LXKQDvQi9e0Qy5+f3jegPWht03g7jfs4qSlw6kkmwKgm96UFoH4Xgiki2Z6A0cm1/g28bRlBxuLMnaeRhgZ0lI8MpZQJyjKCXJaiyCfX1hnh5zZlcyWskhw9a8pdW5pAOHw63UQGBrlA5gWvXe9DEnFcSyFJSoEskkXq5PKLfyjmlmWBjQzEKSciEkkXFQXBdgTdvX4wHhFrSFGa/RSjVg5JAFMradYTYWaEFKlqRkOySFVcWI77g66RYp8sMnKA4Dgpq4P47s413MZSjtx2Mtvs7xYr8FGfMUrAFdCzO9T8LCkX8sKm+/xjlHAJwlqTVKwFIKiAAaG1LC/lFi4p7UgzQZZ5agHfs4EaaX1ChF3lll2TOSU5npd+kUP279ppRlLliasZkqCciQc5yq3I5Wd/Ighql4rjIVhlpzcyh7yD8A/nXrHPvaLFOlMqWleddEk0L1zHSnfpFz+oc2lH+4mqKQtSgCQoZXtmYnrlu3WJ8Nx+ZLUFAlJAKXQwZwRsXLFnMSY+UmUpJmZlrrnBoCTp21fWEkwZlUADnsKnrYR1QdoysbK4zOUFrUQo5WOcO9wFAGygHYi3nUTjfEvGmFagkE6JPLYV7/yhkOGz04VSwoBP3UsSQD7xIoz7E+UEYP2eUVnxkJSEggcpTmU5BzNUMAToTRi4MT5Yq2/RW1tFW/eDtHots3AjMWGGSHNMqy3R8lWjEL8TEjYy1S8QQtSCQlVyNhlF9GLg1G8enpzpXdiOrgsSS4Y2LflpNiikyQtSSpxV1F6g+6bpvXfpGmHXRXvEgBiVaMKGlbX7x47l7RpQukz1IXlAChSgDqIJoWNw9HFXhnOmS1KSlQYuzKfUs4zNzNoNjWNUTHmzAwCpYcLFyPEAIVuKu1niCWFTJ6JSiCCs1KQWbMo9SCKM+12ivzO/Y0HYjCzJa8yFIEsAENZJOZJdLkk1BLlt6X3ws8SyrLNSlLAnKkEpGUAu25uX/SPESEmchCgVOpzYJKRKJyFIFiW1hfisYpGQBglUwhhQhLrBAUK2FHs+sLbuwMMkTUgAF1y9VKokO5oAaKY2LebwWkmiCXIDEpLuBmLmrNlFQW10MQ8MUmYUoSCgAbgulOUlKgEjM7+Ub4pfgpQoDlWWUkUJzAOQQOUsdBEyaboDSXh1JKklKUmimd6kv5sDFw4RxkFCkzShwk0VqA9y7fOEM6WEJWBVLsygCdGqQ9HuXNLwDMmEqQl+UkhhvnZ3fzjXR1ZKWA4G+Ol4ZaxnWmV4KMvNbMDRLD3y+Z20PlD2ZxIrw4ThUeO/KS2VCUhwX9GYOa1ig+1OFKzPZRBzLL/AOdR36avfSG3s3x6ZhpYQAlYYHmd6AJ0LOWclqkkmPT0XaYWexfs6Ft4mYDI/KhSGooFs1aD+7ekJF8NSSxmqoCKqYEFT0u4dqfODeI+1K5618uQsQ6Vmoqqo/ytRrwj4fgAtpRNHBCquHPdrxhqWsLAMmmylURmyAJY53OaoLgm3vb6kRrhv4JCMzlyXZ3GxVpWoHrDf2q4EkLCM6mTUWYgAliLXELnMtDg0YBrMwoe7AC1gIwn8iZMrCEKC0HIQKgh8z6gbi1tIkkSky1KMtCfFUHP3lWJCdtDYBx0jXBYxS5blhU26PE+JwaVUACVqIAWAMwavfuKPEQntdMGgghCVicpCPFIKSwYkFgSur6GpcPrAftJg8NiZQUrMjKSXSoXLPQ3HlZ20ibEYVkomIJSoKybgupQLjYh6Brwg44sukLZTlSSQAmwA08j5C8dME200yQPATkpSmXKClkP/WEMCxBDBqNpB0qa4ZcshCgwAKSHDl62DadDFeWkonFCVEPyuNqw/wASf3aUFJZQUWykUdTueotSDWirvsaNsnIkoPJcICCCB5X+F4bDGlAQsklhlytc3ZVOhAMBma0okABqhgOg26u8a4TGqMsqZLlaQXD3LdP5UjnbbQyy8PxSlEmgJqpw1M2r2egq1+0L/FUJikUHQ6hhTX60jaSvxEAkkDKCwLXqNNIFxgaeouqiQWehc5W6D8hCVONezRE6568zGosU9CKsdfOFXFJrAEpLJLErYKBNiKWo7ja0ET1kLmMTy1+bV7Qv4/ijMloSw98h7lwnMCNrtD0llUKXANOnrmnKlTWFVabinY9YMxUlUyUQhuXKxS2V/tN0bX4RPh8GkAkOFJDZhrlb3gXd/wA4Z4KQwId9bbkGwvf6cwT1a49EUVUYEO63TzJSXW5PvXA6tuK6Wi0yigIcnLSgBaWC7cp060rtGmIw6UhKgkOenf8AMxqoctWL6NS2u94zlrOSBYI0SkFRVlBUQKu52qAAwvUl4kwM37NeQgXzamoIJZqhrxDhU/xAkkkhqk6EmjbBn3ivyuKqTiZuZ15SUpDsGc3YVLNWCMXO66HZcsZNUEk5mDOKfFqPa3XWOe4vjE0mYVZvESAEqCmysavlvQlw94tEqYpcszCRzJJapapDCvyigzlqmzCVFy946vpdNW7FOTJsVjsy8yxmUXBcXG5Yu5Ll32gXFz1TFAgVLACnYQXhsNnOYlwnQ6gEC4ZrxZ5mB8JSJSS6SotmBJDVOrByPsgfOOpzjDhC2Nm/slOmS5R8YAB0BDpqBVtGOtS7P5Q9UVLIJSUEczHKT7tDRWzfzZg8HJC0yid+YaHQ3382eD5wZg/KbAMGoo/m7NfSPL1XunfB05SpECpNb/8Aog/F6x6CROmGoUADplt0vHoxsKZ//9k=" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>0,00 km: Partimos del restaurante Izaskun (Ibarra) iniciando la pendiente cogiendo la propia carretera.</div><div class="MsoNormal" style="text-align: justify;">0,60 km: En esta intersección giramos a la pista de la izquierda y en ningún momento abandonamos esta. <br /></div><div class="MsoNormal" style="text-align: justify;">2,40 km: Una vez terminada la pista continuamos por el sendero de la izquierda. </div><div class="MsoNormal" style="text-align: justify;">2,72 km: He ahí nuestro objetivo. </div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;"><span style="color: white;"><span style="background-color: blue; font-family: inherit;"><b><i>CULTURA</i></b></span></span></div><div class="MsoNormal" style="text-align: justify;"><span style="background-color: white; font-family: inherit; white-space: pre-wrap;">Al parecer hace 150 años ya existía unas pozas que facilitaban el sanamiento de ciertas enfermedades. En 1868, había un sanatorio en Uzturre la cual hacía uso de estas creyendo que pudieran ser beneficiosas. Estas pozas estuvieron en funcionamiento durante años, pero al cabo del tiempo el sanatorio cerró y las pozas fueron olvidadas por completo. </span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: inherit;"><br /></span></div><div class="MsoNormal" style="text-align: justify;"><span style="background-color: white; white-space: pre-wrap;"><span style="font-family: inherit;">En el año 2015 con el fin de mejorar la zona, el Ayuntamiento de Tolosa se encontraba trabajando con un plano del año 1966 del terreno de la zona. Cuando inesperadamente dieron con la ubicación de Las Pozas naturales, desconocidas hasta ese momento. Aunque conocieran la ubicación no pudieron llegar al lugar, ya que se encontraba en una zona salvaje ocupada por el bosque. </span></span></div><div class="MsoNormal" style="text-align: justify;"><span style="background-color: white; white-space: pre-wrap;"><span style="font-family: inherit;"><br /></span></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: inherit;"><span style="box-sizing: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Un año más tarde, en el 2016 consiguieron abrir el acceso y el grupo de espeleología Amarozko Mendi Elkartea descubrió Las Pozas: </span><span style="background-color: white; box-sizing: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">las piedras donde se formaba el pozo y una cascada</span><span style="box-sizing: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">. En julio de 2017 gracias al trabajo de 14 jóvenes de diferentes comunidades, Tolosa recuperó el patrimonio que estaba deteriorado por el paso de los años. Y gracias a ellos ahora podemos disfrutar del espectacular entorno. </span></span></div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;"><b style="color: white; text-align: left;"><i style="background-color: blue;"><span style="font-family: inherit;">TRACKA</span></i></b></div><div class="MsoNormal" style="text-align: justify;"><div class="MsoNormal"><div style="background-color: white; box-sizing: border-box; margin: 0px; padding: 0px 0px 14px; text-align: left;"><b><i><a href="https://www.wikiloc.com/joelette-trails/uzturre-733-m-91468169">UZTURRE</a></i></b></div></div></div>Gurpiltrek by Kemenhttp://www.blogger.com/profile/02665844374242314494noreply@blogger.com0tag:blogger.com,1999:blog-1442815816288869825.post-58671367551839867092021-04-15T12:28:00.000-07:002021-04-15T12:28:28.934-07:00ONDDI (535 m.)<div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg82wqhe184JcIFr5mXZjDbtnvubpuiUdQhxK-HIhls-MQGnHflRbGNOroScrI8iKkMEMItQqW_YSGJVkrhwb9moKmXVUd50_5ltEPvvUww8nUADNOI_Lt7_POfXqOtUgyqsFwE_Gl01yA/s1600/unnamed.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="900" data-original-width="1600" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg82wqhe184JcIFr5mXZjDbtnvubpuiUdQhxK-HIhls-MQGnHflRbGNOroScrI8iKkMEMItQqW_YSGJVkrhwb9moKmXVUd50_5ltEPvvUww8nUADNOI_Lt7_POfXqOtUgyqsFwE_Gl01yA/s320/unnamed.jpg" width="320" /></a></div></div><div style="text-align: justify;"><span style="color: blue;"><b>Distancia:</b></span> 5,5<st1:metricconverter productid="5 km" w:st="on"> km</st1:metricconverter> (ida y vuelta)</div>
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<b><span style="color: blue;">Desnivel:</span></b> <st1:metricconverter productid="25 m" w:st="on">253 m</st1:metricconverter>.</div>
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<span style="color: blue;"><b>Tipo:</b></span> Ida y vuelta por el mismo camino.</div>
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<a 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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b><span style="color: blue;">Dificultad:</span></b> Medio. </div>
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<b><span style="color: blue;">Accesibilidad:</span></b> Sólo accesible para silla Joëlette y barra direccional.</div>
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<span style="color: blue;"><b style="color: blue;">A tener en cuenta: </b>En caso de lluvia la última pendiente muy resbaladiza.</span><br />
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<span style="color: white;"><span style="background-color: blue;"><b><i>RECORRIDO</i></b></span></span></div>
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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>0,0 km: Salimos desde el aparcamiento del restaurante Besabi ubicado en Urnieta cogiendo la pista de la izquierda. Continuamos esta pista de piedrilla durante más de un kilómetro.</div>
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1,2 km: En el primer gran cruce nos mantenemos por la pista de la derecha aunque ambos caminos llegan a un mismo lugar.<br />
1,7 km: Habiendo llegado a la primer señal, abandonamos la pista que entra en el bosque y continuamos el camino de la izquierda.<br />
2,0 km: Habiendo llegado al dolmen de Zorrotzarri, iniciamos la fuerte pendiente de un desnivel de 130 metros en una longitud de 600 metros.<br />
2,7 km: Antes de llegar a la cima nos encontramos con un camino estrecho de piedras. Este camino es posible evitarlo bordeando la cima y entrando por el NE.</div>
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<span style="color: white;"><span style="background-color: blue;"><b><i>CULTURA</i></b></span></span></div>
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En momentos del abrazo de Bergara entre Liberales y Carlistas (1839-08-31), aquellos carlistas que no quedaban de acuerdo con lo que se firmó huían a Francia; los demás, entregaban las armas y cada cual volvía a su casa. Así es como concluyó la primera gerra carlista de Euskal Herria (1933-1939). Alrededor de las montañas de Usategieta y Urepel quedaron un buen montón de soldados. Este sitio está ubicado entre el río Urumea y el Leizaran, en el límite entre Gipuzkoa y Nafarroa.</div>
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Sin saber que hacer, le comentaron a uno de los soldados:</div>
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- Baja a Tolosa y a la vuelta nos cuentas como te han tratado.</div>
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Allá fue y a cambio del fusil le dieron un duro en plata, comida y la propia libertad. Según el historiador Pirala, en Bergara, cuando se firmó el abrazo, a los cabecillas de la tropa carlistales devolvieron sus sueldos; sin embargo, a los soldados, un duro a cada uno. Seguramente en otras poblaciones darían esa misma cantidad por entregar las armas, y eso sería en lo que se refiere a un duro en plata.</div>
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Cuando volvió aquel que bajo a Tolosa, les dijo lo siguiente:</div>
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- Muchachos, no me han tratado nada mal. Por lo menos, me han dado comida y un duro en plata.</div>
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Ante esto bajaron todos a Tolosa menos uno. Este se quedó sin ir. Se llamaba Antonio Diostegi. Al parecer gitano. Este se quedó sólo durante unos días allí mismo. Pero cuando acechó el hambre, partió con su fusil queriendo ir hacia su pueblo natal, a Fagollaga de Hernani. Se encontró con un pastor y le comentó lo siguiente:</div>
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- Hazme el favor de enseñarme el camino a Fagollaga.</div>
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Viendo el señor armado el pastor tuvo miedo y ante el temor le dijo:</div>
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- Ya lo siento pero viene mal tiempo y toca recoger las haciendas.</div>
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- Deja estas tal cual están y vete por delante abriendo camino..</div>
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Ante esta petición no hay quien no se ponga a la orden de un hombre armado y partieron el pastor por delante y el tal Diostegi con su fusil por detrás. Después de andar una buena caminata, el pastor le comenta: <span style="mso-spacerun: yes;"> </span></div>
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- Compañero, para mi hay una gran diferencia ir contigo o recoger la siembra. Súbete a esa cima de delante (la cima de Mandoegi), y continúa cima tras cima. Llegarás al monte Onyi; y, cuando llegues allí, no tienes más que descender para llegar a Fagollaga.</div>
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Pero Diostegi le respondió:</div>
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- Durante estos dos años he dado mil vueltas por estos montes; pero siempre llego a este mismo punto, sin saber cual es el camino. Continua sin parar.</div>
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Viendo las intenciones el pastor continuó sin parar el pastor por delante y Doistegi por detrás con su fusil. Iban de cima en cima, teniendo los ríos Urumea y Leizaran a la derecha y a la izquierda.</div>
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- He ahí Fagollaga.</div>
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Y Diostegi:</div>
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- Así es; he ahí mi casa natal.</div>
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Pero luego, enseguida, le dijo lo siguiente:</div>
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<span style="mso-list: Ignore;">-<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span>Ahora tengo que ver como mata a un hombre el cargazón de este fusil.</div>
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Y le pego un tiro y mato al pastor. Después, bajo a su casa.</div>
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Pasaron muchos años. Diostegi estaba muy avejentado: corvado, y andar también con dos muletas lo hacía sin poder adelantar mucho con los pies. Tendría unos ochenta. Vivía sólo. Vivía de la limosna. No era del agrado de nadie. Hasta los niños le temían. Se había vuelto malo. Las cosas de este mundo se saben todas, y de una manera u otra, la gente bien sabia que Diostegi era quien había matado al pastor. Un día, Txirrita estaba en la taberna de Fagollaga. Tema principal de conversación, este hombre. Bien sabían que estaba al caer<span style="mso-spacerun: yes;"> </span>y entonces Txirrita comentó:</div>
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<br /></div>
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- Si todavía le queda algo de corazón, le daré su merecido sin violencia.</div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
- ¡Bastante trabajo tendrás! Ese es duro de pelar.</div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
- Si. Le daré su merecido nada más entrar. Bien se acordará de esta.</div>
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<br /></div>
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En una de estas entró Diostegi y dijo:</div>
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<br /></div>
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- ¡Buenos días!</div>
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<br /></div>
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Pero nadie respondía «igualmente», es más todos hicieron caso omiso. La gente estaba callada, esperando a la respuesta de Txirrita. Diostegi tomó un vaso grande de vino y se fue a sentar a una mesa asiendo el vaso con la mano. Ante esto Txirrita le cantó el siguiente verso:</div>
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<div style="text-align: center;">
<i>Larogei urte pasatu ditu </i></div>
<div style="text-align: center;">
<i>dirudiyela etsaya, </i></div>
<div style="text-align: center;">
<i>orain bi ankak arrastaka </i></div>
<div style="text-align: center;">
<i>ta burua soiltzen asiya; </i></div>
</div>
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<div style="text-align: center;">
<i>gizarajuak badu beregan </i></div>
<div style="text-align: center;">
<i>makiña bat desgraziya,</i></div>
</div>
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<div style="text-align: center;">
<i>ez dago garai batian </i></div>
<div style="text-align: center;">
<i>bezin arrua eta lasaya, </i></div>
</div>
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<div style="text-align: center;">
<i>beste munduan ikusiko du </i></div>
<div style="text-align: center;">
<i>emen il zuen artzaya. </i></div>
</div>
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<div style="text-align: center;">
<i><br /></i></div>
<div style="text-align: center;">
<i>(ochenta años ha pasado </i></div>
<div style="text-align: center;">
<i>que parece el enemigo</i></div>
<div style="text-align: center;">
<i>ahora dos pies a rastras </i></div>
<div style="text-align: center;">
<i>y la cabeza empezando a quedarse calvo</i></div>
<div style="text-align: center;">
<i>El pobre tiene bastantes </i></div>
<div style="text-align: center;">
<i>desgracias encima</i></div>
<div style="text-align: center;">
<i>ya no está como antaño</i></div>
<div style="text-align: center;">
<i>tan arrogante y tranquilo </i></div>
<div style="text-align: center;">
<i>verá en el otro mundo </i></div>
<div style="text-align: center;">
<i>el pastor al que mató)</i></div>
<div style="text-align: center;">
<br /></div>
</div>
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Diostegi le dijo entonces:</div>
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- ¿Por qué no me quería enseñar el camino entonces?</div>
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<br /></div>
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Pero ahora saguía sin contastar nadie. Todos callando y observando. En todo el bar no se oía nada. Y Txirrita le replicó con otro verso:</div>
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<i>Kulparik gabe bota zenion </i></div>
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<i>fusillako kargazoia, </i></div>
</div>
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<div style="text-align: center;">
<i>gizon gaxuak aserretzia </i></div>
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<i>ez al zuen arrazoia? <span style="mso-spacerun: yes;"> </span></i></div>
</div>
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<div style="text-align: center;">
<i>Diabru zarrak aditzen dute </i></div>
<div style="text-align: center;">
<i>zure animan usaia, </i></div>
</div>
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<div style="text-align: center;">
<i>eriotzaren etor-bildurrak </i></div>
<div style="text-align: center;">
<i>estututzen du lasaia, </i></div>
</div>
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<div style="text-align: center;">
<i>zu baño gizon formalago zan </i></div>
<div style="text-align: center;">
<i>zuk il zenduen artzaia. </i></div>
<div style="text-align: center;">
<i><br /></i></div>
<div style="text-align: center;">
<i>(Sin culpa le echaste </i></div>
<div style="text-align: center;">
<i>el cargazón del fusil</i></div>
<div style="text-align: center;">
<i>el pobre a enfadarse </i></div>
<div style="text-align: center;">
<i>¿no tenía derecho?</i></div>
<div style="text-align: center;">
<i>El viejo diablo </i></div>
<div style="text-align: center;">
<i>habla del olor de tu alma</i></div>
<div style="text-align: center;">
<i>el miedo a la muerte </i></div>
<div style="text-align: center;">
<i>estruja al tranquilo</i></div>
<div style="text-align: center;">
<i>más formal que tú fue</i></div>
<div style="text-align: center;">
<i>el pastor que asesinaste)</i></div>
</div>
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<br /></div>
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Diostegi, ante esta replica, dejo el vaso en la mesa de un golpe y salió del bar. De allí a pocos días murió.</div>
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<div class="O" style="text-align: start;" v:shape="_x0000_s1026">
<b style="color: white;"><i style="background-color: blue;">TRACK</i></b><br />
<div style="mso-char-wrap: 1; mso-kinsoku-overflow: 1; mso-line-spacing: "100 50 0";">
</div>
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<i><b><a href="https://eu.wikiloc.com/ibilbide-joelette/onyi-548-m-45773892">ONYI</a></b></i></div>
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Gurpiltrek by Kemenhttp://www.blogger.com/profile/02665844374242314494noreply@blogger.com0tag:blogger.com,1999:blog-1442815816288869825.post-8448610660963306732021-04-02T13:36:00.005-07:002021-04-02T13:36:54.046-07:00INTXURRE (743 m.)<div style="text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsTSlse_cdY1lXHzluPWMv1sVEUjiGxFd70xLPBxlMjOpIXaNEtO4UjmmUdupYwZnHWnGu4d5ik7C7u5wJYAxDvh8fC5cBNUnF7rVVQj5IH23Zs0dluQRDzpsMWTrmIMb6ERKBx4garLM/s2048/IMG_20210401_134037.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsTSlse_cdY1lXHzluPWMv1sVEUjiGxFd70xLPBxlMjOpIXaNEtO4UjmmUdupYwZnHWnGu4d5ik7C7u5wJYAxDvh8fC5cBNUnF7rVVQj5IH23Zs0dluQRDzpsMWTrmIMb6ERKBx4garLM/s320/IMG_20210401_134037.jpg" width="320" /></a></div><span style="color: blue; text-align: justify;"><b>Distancia:</b></span><span style="text-align: justify;"> 9,8</span><st1:metricconverter productid="5 km" style="text-align: justify;" w:st="on"> km</st1:metricconverter><span style="text-align: justify;"> (ida y vuelta)<br /></span><b style="text-align: justify;"><span style="color: blue;">Desnivel:</span></b><span style="text-align: justify;"> </span><st1:metricconverter productid="25 m" style="text-align: justify;" w:st="on">376 m</st1:metricconverter><span style="text-align: justify;">.</span><span style="color: blue;"><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjG581kdyzYqFVQ0MGdi7nw2NbfxsKF3dX8IEPLr18hBE6clpYeIEN2VU71yp8Z4jUvel-2LKm2w50rCEqsXlolS_G_KZbK6mkobgxmcQrbsQq2CPYXS8FVKQcmt1yFk33gjwW9xqDXz0I/s1600/Nuevo+Presentaci%25C3%25B3n+de+Microsoft+PowerPoint.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><br /></a></div><div style="text-align: justify;"><span style="color: blue;"><b>Tipo:</b></span> Ida y vuelta por el mismo camino. Aún así habría posibilidad de realizar una circular siguiendo las marcas del PR-GI 74.</div><div style="text-align: justify;"><a 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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b><span style="color: blue;">Dificultad:</span></b> Fácil. </div><div style="text-align: justify;"><b><span style="color: blue;">Accesibilidad:</span></b> Sólo accesible para silla Joëlette y barra direccional.</div><div style="text-align: justify;"><span><span style="color: blue; font-weight: bold;">A tener en cuenta: </span><span>Lugar muy tranquilo excepto en época de caza</span><span style="color: blue;">.</span></span><br /></div><div style="text-align: justify;"><span><span style="color: blue;"><br /></span></span></div><div class="MsoNormal" style="text-align: justify;"><span style="color: white;"><span style="background-color: blue;"><b><i>RECORRIDO</i></b></span></span></div><div class="MsoNormal" style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"><a 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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>0,0 km: Partimos desde el parking del frontón del barrio de Aldaba de Tolosa siguiendo únicamente las marcas blancas y amarillas equivalentes al PR-GI 74.</div><div class="MsoNormal" style="text-align: justify;">2,2 km: Finaliza el asfalto y continúa por una pista de piedrilla bordeando nuestro objetivo. <br /></div><div class="MsoNormal" style="text-align: justify;">4,7 km: Dejamos la pista y giramos por el sendero de la derecha que se adentra en un pinar. </div><div class="MsoNormal" style="text-align: justify;">4,9 km: a mano izquierda nace un sendero con una fuerte pendiente de pocos metros. Habiendo subio este, llegaremos a nuestro objetivo.</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;"><span style="color: white;"><span style="background-color: blue; font-family: inherit;"><b><i>CULTURA</i></b></span></span></div><div class="MsoNormal" style="text-align: justify;"><span style="text-align: left;"><span style="background-color: blue;"><span style="font-family: inherit;"><p class="MsoNormal" style="text-align: justify;">Intxur es un testimonio de nuestro pasado que por encima de
las actuales divisiones administrativas demuestra que tenemos una historia en
común y un patrimonio compartido. El poblado se sitúa en la cima del monte del
mismo nombre y sus restos sirvieron de referente geográfico a aquellos
guipuzcoanos, no tan antiguos, que crearon los límites municipales de la
Gipuzkoa actual. </p><div style="text-align: justify;"><span style="font-family: inherit;">Testimonio de un pasado que ha dejado escasos restos y a
pesar de ello en Intxur se han podido localizar las primeras viviendas de
Gipuzkoa y de sus actividades agrícolas. También los restos de sus
fortificaciones inspiraron las leyendas de gentiles a nuestros baserritarras y
pastores, y llamaron la atención a personajes como Juan Martinez de Zaldibia,
Esteban de Garibay o Lope de Isasti. </span></div><div style="text-align: justify;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: justify;"><span style="font-family: inherit;">En el siglo XX la sociedad vasca avanzó considerablemente en
el conocimiento científico de su pasado y en el respeto a los restos del
mismo. </span></div><div style="text-align: justify;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: justify;"><span style="font-family: inherit;">La Zona Arqueológica de Castro de Intxur esta calificado
como Bien Cultural, con la categoría de Conjunto Monumental. </span></div><div style="text-align: justify;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: justify;"><span style="font-family: inherit;">Los miembros de la Sociedad Aranzadi han estado realizando
excavaciones arqueológicas durante nueve años consecutivos, obteniendo
interesante información de la época, gracias a los vestigios de asentamiento
humano que se remontan a la Edad del hierro [800-</span><st1:metricconverter productid="1300 a" style="font-family: inherit;" w:st="on">1300 a</st1:metricconverter><span style="font-family: inherit;"> de J.C]. </span></div><div style="text-align: justify;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: justify;"><span style="font-family: inherit;">El camino medieval que procede del monte Murumendi y del
barrio de Santa Marina de Argisain discurre por debajo de este recinto
amurallado. Dicho camino medieval enlazaba los pueblos del entorno de Aizkorri
con la costa cantábrica, era el camino de salida al mar.</span></div><div style="text-align: left;"><span style="font-family: inherit;"> </span></div></span></span></span></div><div class="MsoNormal" style="text-align: justify;"><b style="color: white; text-align: left;"><i style="background-color: blue;"><span style="font-family: inherit;">TRACK</span></i></b></div><div class="MsoNormal" style="text-align: justify;"><div class="MsoNormal"><div style="background-color: white; box-sizing: border-box; margin: 0px; padding: 0px 0px 14px; text-align: left;"><b><i><a href="https://eu.wikiloc.com/ibilbide-joelette/intxurre-743-m-69413787">INTXURRE</a></i></b></div></div></div>Gurpiltrek by Kemenhttp://www.blogger.com/profile/02665844374242314494noreply@blogger.com0tag:blogger.com,1999:blog-1442815816288869825.post-58823847197933779792021-01-07T21:19:00.000-08:002021-01-07T21:20:00.059-08:00EMBALSE DE URKULU (ARETXABALETA)<div style="text-align: justify;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtSXNlfDpj_1oa0_IIev3v1VudrOw57jhAbHdixXhKfVHJxVq6rg_8nwiTkDu6tWhf8S2R2FRm_cUckH7yZIgAL8ZKFxOiCHlhQn9wflFQwhyqTKuFOWgpMHa3-MXCKpnmnyTZMo8r1ls/s1600/a0dce1f06b3b7e713c12d5dba01b5da9_xl.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="214" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtSXNlfDpj_1oa0_IIev3v1VudrOw57jhAbHdixXhKfVHJxVq6rg_8nwiTkDu6tWhf8S2R2FRm_cUckH7yZIgAL8ZKFxOiCHlhQn9wflFQwhyqTKuFOWgpMHa3-MXCKpnmnyTZMo8r1ls/s320/a0dce1f06b3b7e713c12d5dba01b5da9_xl.JPG" width="320" /></a><span style="color: blue;"><b>Distancia:</b></span> 6,7<st1:metricconverter productid="5 km" w:st="on"> km</st1:metricconverter></div>
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<a 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b><span style="color: blue;">Desnivel:</span></b> 50<st1:metricconverter productid="25 m" w:st="on"> m</st1:metricconverter>.</div>
<div>
<span style="color: blue;"><b>Tipo:</b></span> circular.</div>
<div>
<b><span style="color: blue;">Dificulttad:</span></b> Baja. Existen algunas desigualdades en el terreno. En caso de acudir en una silla de ruedas manual se puede precisar apoyo siempre y cuando partiendo de la movilidad y la fuerza de cada uno.</div>
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<b><span style="color: blue;">Accesibilidad:</span></b> Accesible para sillas manuales, eléctricas, Joëlette y barra direccional.</div>
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<a 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b><span style="color: blue;">A tener en cuenta: </span>----</b></div>
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<b><i style="background-color: blue;"><span style="color: white;">RECORRIDO</span></i></b></div>
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0.00: Desde el parking descenderemos al bidegorri adaptado.</div>
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0.02: Una vez en el bidegorri girar a la derecha y no hay más que seguir este mismo camino.<br />
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0.35: Una vez en el tercer kilometro nos encontraremos con dos pendientes inusuales. La primera presenta un desnivel de 20 metros en una longitud de 400 metro. La segunda sin embargo es el descenso del desnivel anterior pero de manera más prominente.<br />
0.40: Pasamos las compuertas del embalse por encima y continuamos por el bidegorri.<br />
1:15: Llegaremos al primer parking.<br />
1:20: He aquí el fin del camino, el parking inicial.</div>
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<span style="color: white;"><span style="background-color: blue;"><b><i>CULTURA</i></b></span></span></div>
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<span style="background-color: white;">Urkulu es uno de los pantanos de interior del País Vasco con mayor interés avifaunístico, siendo el pantano con mayor invernada del somormujo lavanco de Gipuzkoa..</span></div>
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<span style="background: white;">En total 99 especies de aves se reproducen en esta zona y su entorno, entre ellas destaca el somormujo lavanco, especie catalogada cuyo único punto de reproducción comprobado en Gipuzkoa. También cabe destacar la presencia todo el año de las imponentes garzas reales.<o:p></o:p></span></div>
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<span style="background: white;">Este humedal destaca como zona de invernada y reposo para las aves migratorias, habiéndose detectado más de 127 especies de aves diferentes, de las cuales 36 están incluidas en el catálogo vasco de Especies amenazadas y 24 en el Libro rojo de las aves de España.</span><o:p></o:p></div>
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<span style="color: white;"><span style="background-color: blue; font-family: inherit;"><b><i>TRACK</i></b></span></span></div>
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<span style="background-color: white;"><b><i><a href="http://es.wikiloc.com/wikiloc/view.do?id=10936431"><span style="font-family: inherit;"></span></a></i></b></span><br />
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<span style="background-color: white;"><b><i><a href="http://es.wikiloc.com/wikiloc/view.do?id=10936431">URKULU</a></i></b></span></div>
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Gurpiltrek by Kemenhttp://www.blogger.com/profile/02665844374242314494noreply@blogger.comtag:blogger.com,1999:blog-1442815816288869825.post-86222182931378841102020-12-07T14:56:00.000-08:002020-12-07T14:56:28.190-08:00AMETZAGAÑA (DONOSTIA)<div style="text-align: justify;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZsUw5TqahUbktqexn5riErtol0UKFADrT_GTXzlrL8rvPM22WbKUzxi-R4i1NtIinO8S6ZoIxYJGg-ihbWrWCn33JLd7Ultxx3bOBH1oioCTPTs0JoP-KD1w6EsM6uZZ_PlBL5PM_DBw/s1600/P1070830.JPG" style="clear: left; display: inline; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZsUw5TqahUbktqexn5riErtol0UKFADrT_GTXzlrL8rvPM22WbKUzxi-R4i1NtIinO8S6ZoIxYJGg-ihbWrWCn33JLd7Ultxx3bOBH1oioCTPTs0JoP-KD1w6EsM6uZZ_PlBL5PM_DBw/s320/P1070830.JPG" width="320" /></a><span style="font-family: inherit;"><span style="color: blue;"><b>Distancia:</b></span> 3,<st1:metricconverter productid="5 km" w:st="on">5 km</st1:metricconverter> </span></div>
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<span style="font-family: inherit;"><b><span style="color: blue;">Desnivel:</span></b> 50<st1:metricconverter productid="25 m" w:st="on"> m</st1:metricconverter>.</span></div>
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<span style="font-family: inherit;"><span style="color: blue;"><b>Tipo:</b></span> Circular.</span></div>
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<span style="font-family: inherit;"><b><span style="color: blue;">Dificultad:</span></b> Baja. Muchas pequeñas pendientes. En caso de acudir en silla de ruedas manual se precisará apoyo. </span></div>
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<span style="font-family: inherit;"><b><span style="color: blue;">Accesibilidad:</span></b> Accesible para sillas manuales, eléctricas, Joëlette y barra direccional.</span></div>
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<span style="font-family: inherit;"><span style="color: blue; font-weight: bold;">A tener en cuenta: </span>Carretera durante 400 metros. A pesar de ello pasan pocos coches<span style="color: blue;"><b>.</b></span></span><br />
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<span style="font-family: inherit;">En todos los accesos existen mapas del entorno y mapas de los caminos accesibles</span></div>
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<span style="color: white;"><span style="background-color: blue; font-family: inherit;"><b><i>RECORRIDO</i></b></span></span></div>
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<span style="font-family: inherit;">0.000: Partimos del parking de la calle Extremadura de Intxaurrondo y pasamos el vial. Una vez en el otro lado, girmaos hacia la drerecha y veremos uno de los accesos al parque de Ametzagaña.</span><br />
<span style="font-family: inherit;">1.000: Poco a poco, continuando por el mismo camino cuesta abajo llegaremos a una nueva "entrada". Una vez aquí continuamos cuesta arriba por la carretera.</span><br />
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<span style="font-family: inherit;">1.400: Durante 400 metros y dejando a un lado la ermita y el edificio de la fundación Emaus, cogemos el camino de la izquierda y no tardaremos en llegar al albergue. Habiendo llegado pasaremos por la trasera del pequeño campo de futbol y encontraremos un nuevo acceso al parque.</span><br />
<span style="font-family: inherit;">2,400: Habiendo pasado el pequeño bosque y después de subir la última pendiente llegaremos al centro comercial Garbera. Aquí giraremos a la izquierda y en un principio iremos por la acera al lado de la carretera adentrandonos después en un pequeño parque por una vía peatonal.</span><br />
<span style="font-family: inherit;">3,500: Una vez pasado el parque, continuaremos hacia nuestro destino por la acera que circula al lado del vial.</span></div>
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<span style="color: white;"><span style="background-color: blue; font-family: inherit;"><b><i>CULTURA</i></b></span></span><br />
<b><i><span style="font-family: inherit;">FUERTE DE AMETZAGAINA</span></i></b></div>
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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><em><span style="font-family: inherit;">A lo largo del siglo XIX existieron dos fuertes en la parte más alta (<st1:metricconverter productid="123 m" w:st="on">123 m</st1:metricconverter>) de la colina de Ametzagaña. El primero fue construido en la primera Guerra Carlista. El segundo lo fue sobre el anterior en la última (1873-1877).<br /><br />La función del fuerte, en poder de los Liberales, era la de contrarrestar la posible ocupación por parte de las tropas carlistas del abandonado convento de Uba y hostigar con su artillería a las cercanas posiciones enemigas de San Marcos (<st1:metricconverter productid="3,5 Km" w:st="on">3,5 Km</st1:metricconverter> al este, cota <st1:metricconverter productid="280 m" w:st="on">280 m</st1:metricconverter>) y Santiagomendi (<st1:metricconverter productid="4 Km" w:st="on">4 Km</st1:metricconverter> al sur, cota <st1:metricconverter productid="303 m" w:st="on">303 m</st1:metricconverter>).<o:p></o:p></span></em></div>
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<em><span style="font-family: inherit;">El fuerte está rodeado por un foso de <st1:metricconverter productid="5 m" w:st="on">5 m</st1:metricconverter> de ancho y <st1:metricconverter productid="4 m" w:st="on">4 m</st1:metricconverter> de profundidad. Para defender el mismo se dispusieron dos medias caponeras y dos caponeras , de las que únicamente se ha conservado la que forma parte del cuartel. Del resto no quedan vestigios visibles, pero sí son llamativos los accesos a las mismas, que pueden confundirse en su estado actual con entradas al fuerte.<o:p></o:p></span></em></div>
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<b><i><a href="http://es.wikiloc.com/wikiloc/view.do?id=11041607"><span style="font-family: inherit;">AMETZAGAINA </span></a></i></b><br />
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<b><i><span style="font-family: inherit;">VIVIENDA TXARA (ASPACE -GIPUZKOA-)</span></i></b></div>
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Gurpiltrek by Kemenhttp://www.blogger.com/profile/02665844374242314494noreply@blogger.comtag:blogger.com,1999:blog-1442815816288869825.post-46325129333420259882020-11-21T14:34:00.001-08:002020-11-21T14:59:40.458-08:00BELKOAIN (488 m.)<div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYU7Ie5eK0bD3eb2cyOouOQVGwvy5NEYkTM_xeuN4Rtscz3GYdnMGP8ie3SQZodIlcvnu_Y6i56UAn7iPJJv107TEfKw6wO9kX_2E6VTWuHQ8mnkFuXfZjYwx9h5pZFFgiZGJhRKfJI_c/s1600/126201596_3667360933352490_6505249697298305182_o.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="651" data-original-width="1600" height="163" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYU7Ie5eK0bD3eb2cyOouOQVGwvy5NEYkTM_xeuN4Rtscz3GYdnMGP8ie3SQZodIlcvnu_Y6i56UAn7iPJJv107TEfKw6wO9kX_2E6VTWuHQ8mnkFuXfZjYwx9h5pZFFgiZGJhRKfJI_c/w400-h163/126201596_3667360933352490_6505249697298305182_o.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><span style="text-align: justify;"><div style="text-align: left;"><span style="color: blue;"><b>Distancia:</b></span><span style="color: blue;"> </span>7,16<st1:metricconverter productid="5 km" w:st="on"> km</st1:metricconverter></div></span></div><div style="text-align: justify;"><a 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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b><span style="color: blue;">Desnivel:</span></b> 322<st1:metricconverter productid="25 m" w:st="on"> m</st1:metricconverter>.</div><div style="text-align: justify;"><span style="color: blue;"><b>Tipo:</b></span> Ida y vuelta por el mismo camino.</div><div style="text-align: justify;"><b><span style="color: blue;">Dificultad:</span></b> Baja.<br /><b><span style="color: blue;">Accesibilidad:</span></b> Accesible tanto para silla Joëlette como para barra direccional.</div><div style="text-align: justify;"><a 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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b><span style="color: blue;">A tener en cuenta: </span></b>Resbaladizo en caso de lluvia. Por otro lado, la verdadera cima se encuentra a unos 350 metros desde la cruz. No obstante ademas de no avistar gran cosa desde esta esta lleno de maleza.</div><div class="MsoNormal" style="text-align: justify;"></div><br /><div class="MsoNormal" style="text-align: justify;"><b><i style="background-color: blue;"><span style="color: white;">RECORRIDO</span></i></b></div><div class="MsoNormal" style="text-align: justify;"><div class="MsoNormal">0,00 km: Iniciamos la ruta desde el aparcamiento de arriba de la sagardotegi Aburuza subiendo la pendiente y sin perder en ningún momento la pista de asfalto que no tarda en hacerse pista de piedrilla y barro. <br />0,50 km: Llegamos a una bifurcación donde ambos senderos conducen a Mareako Gaina. En este caso escogemos el de la derecha ya que aunque sea más largo está trazado siempre por una amplia pista de piedrilla y barro.<br />1,80 km: Nos encontramos con un nuevo cruce. Escogemos la pendiente de la izquierda continuando por la misma pista. </div><div class="MsoNormal">3,00 km: Conseguimos llegar a Mareako gaina siendo este un cruce de varios caminos. Escogemos el camino de más a la derecha siguiendo los carteles para la cima.</div><div class="MsoNormal">3,58 km: Conseguimos nuestro objetivo llegando a la cruz. </div></div><div class="MsoNormal" style="text-align: justify;"><b><i style="background-color: blue;"><span style="color: white;"></span></i></b><br /></div><div class="MsoNormal" style="text-align: justify;"><span style="color: white;"><span style="background-color: blue;"><b><i>CULTURA</i></b></span></span><br /><div class="MsoNormal"><div class="MsoNormal">Unos metros antes de la cima se encuentran dos trincheras del catalogado sistema de defensa de Saseta de la Guerra Civil (llamado así por Cándido Saseta Etxeberria comandante de la Guerra Civil del Euzko Gudarostea). Al parecer contuvo durante 35 días el primer avance de los sublevados entre agosto y septiembre de 1936. Al final a causa de la superioridad militar tuvieron que retirarse.</div><div class="MsoNormal"><br /></div></div></div><div class="O" v:shape="_x0000_s1026"><div style="text-align: justify;"><i><span style="color: white;"><span style="background-color: blue;"><b>TRACK</b></span></span></i><br /><span style="background-color: white;"><b><i><a href="https://eu.wikiloc.com/ibilbide-joelette/belkoain-488-m-13254527">BELKOAIN (488. m.)</a></i></b></span></div></div>Gurpiltrek by Kemenhttp://www.blogger.com/profile/02665844374242314494noreply@blogger.com0tag:blogger.com,1999:blog-1442815816288869825.post-984618280153149052020-11-11T14:23:00.000-08:002020-11-11T14:23:14.502-08:00AMERIALDE (BERASTEGI)<div style="text-align: justify;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvALBP9kyUKOaupwRsrIPBrP3QCD0AcuVd9N9lLANfdgyvmzMX0aV5MkTwW0OGSxe6WPHSrYOH3Sty9R2f8T6rxhCWN_8SsVCms4uhhvRZwA-LGGfXsUSwxFKLh08QWIWob-wLqoFdeSY/s1600/IMG_20200118_092814.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvALBP9kyUKOaupwRsrIPBrP3QCD0AcuVd9N9lLANfdgyvmzMX0aV5MkTwW0OGSxe6WPHSrYOH3Sty9R2f8T6rxhCWN_8SsVCms4uhhvRZwA-LGGfXsUSwxFKLh08QWIWob-wLqoFdeSY/s320/IMG_20200118_092814.jpg" width="320" /></a></div>
<span style="color: blue;"><b>Distancia:</b></span> 5,9<st1:metricconverter productid="5 km" w:st="on"> km</st1:metricconverter></div>
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<a 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b><span style="color: blue;">Desnivel:</span></b> 175<st1:metricconverter productid="25 m" w:st="on"> m</st1:metricconverter>.</div>
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<span style="color: blue;"><b>Tipo:</b></span> Circular.</div>
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<b><span style="color: blue;">Dificultad:</span></b> Baja.<br />
<b><span style="color: blue;">Accesibilidad:</span></b> Sólo accesible para silla Joëlette y barra direccional.</div>
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<a 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b><span style="color: blue;">A tener en cuenta: </span></b>Resbaladizo en caso de lluvia.</div>
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<b><i style="background-color: blue;"><span style="color: white;">RECORRIDO</span></i></b></div>
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0,0 km: Partiendo de la iglesia de Berastegi escogemos el camino asfaltado de la derecha. Una vez a 300 metros escogeremos el de la izquierda hacia Amirialde.<br />
1,1 km: Una vez se termina el asfalto continuamos por la senda de piedra y barro.<br />
1,5 km: En el primer gran cruce escogeremos la senda que se encuentra a nuestra izquierda.<br />
2,1 km: A partir de este punto pasaremos por cuatro vayas las cuales están en buenas condiciones. En la primera sin embargo es necesario el apoyo continuo de una persona.<br />
3,4 km: Llegamos a un nuevo gran cruce donde si escogemos la senda de la izquierda haríamos más corta nuestra jornada. Sin embargo, proponemos alargar la ruta escogiendo así la ruta de la derecha. Aquí nos encontraremos con una fuerte pendiente de unos 400 metros. A partir de ahí, todo es cuesta abajo.<br />
4,9 km: Finalizamos la pista e iniciamos un nuevo camino de asfalto.<br />
5,9 km: Una vez pasando por todos los caseríos, y habiendo bajado la pendiente hasta abajo, llegamos al lugar de partida.</div>
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<span style="color: white;"><span style="background-color: blue;"><b><i>CULTURA</i></b></span></span><br />
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Dentro del pregón tan ruidoso como conocido, se dice que hace un tiempolos niños de la escuela merodeaban por las haciendas del pueblo juntando los guardianes eternos como eran los espantapájaros. Una vez reunidos los espantapájaros o los disfraces para ahuyentar a las aves del entorno, estos se echaban en la fogata de la noche del solsticio de verano </div>
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<i><span style="color: white;"><span style="background-color: blue;"><b>TRACK</b></span></span></i><br />
<span style="background-color: white;"><b><i><a href="https://eu.wikiloc.com/ibilbide-joelette/amerialde-berastegi-45749844">AMERIALDE (BERASTEGI)</a></i></b></span></div>
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Gurpiltrek by Kemenhttp://www.blogger.com/profile/02665844374242314494noreply@blogger.com0tag:blogger.com,1999:blog-1442815816288869825.post-10351151841917472252020-09-30T06:36:00.001-07:002022-01-28T06:35:14.665-08:00ARTIKUTZA (DONOSTIA)<div style="text-align: justify;">
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/proxy/AVvXsEhmWrG4W4GGVwYHQVINKe_7DTO1OxggXOZzniH8bkhBygVgLdDUjJj_9tK_E-_UNoVLWPfeLeSNfPq_HGG83cyJY610ZR5jXNrHQHckxfayYZB7bDvOj5ho9Et_r4N7IJ9Buvx5OhrmZhT3DSABe2mkvdpASiiV6g3jz9UDdqrE5Q4=s0-d" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img alt="artikutza bilaketarekin bat datozen irudiak" border="0" height="211" src="https://blogger.googleusercontent.com/img/proxy/AVvXsEhmWrG4W4GGVwYHQVINKe_7DTO1OxggXOZzniH8bkhBygVgLdDUjJj_9tK_E-_UNoVLWPfeLeSNfPq_HGG83cyJY610ZR5jXNrHQHckxfayYZB7bDvOj5ho9Et_r4N7IJ9Buvx5OhrmZhT3DSABe2mkvdpASiiV6g3jz9UDdqrE5Q4=s0-d" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Hayedo entre la niebla</td></tr>
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<span style="color: blue;"><b>Distancia:</b></span> 10,82<st1:metricconverter productid="5 km" w:st="on"> km</st1:metricconverter> </div>
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<b><span style="color: blue;">Desnivel:</span></b> <st1:metricconverter productid="25 m" w:st="on">336 m</st1:metricconverter>.</div>
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<span style="color: blue;"><b>Tipo de camino: </b></span>Ida y vuelta por el mismo camino</div>
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<b><span style="color: blue;">Dificultad:</span></b> Fácil aunque en el último tramo antes de llegar al poblado existe una fuerte pendiente de 1 kilómetro.</div>
<div style="text-align: justify;"><b><span style="color: blue;">Accesibilidad:</span></b> Accesible para Joëlette y barra direccional. </div>
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<a 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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="color: blue;"><b style="color: blue;">A tener en cuenta: </b>Resbaladizo en caso de lluvia.</span></div>
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<b style="text-align: justify;"><i style="background-color: blue;"><span style="color: white;">RECORRIDO</span></i></b></div>
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0,000 km: Partimos desde la casa del guarda, también conocida por Eskas. Pasamos la valla abriéndola desde el lado contrario y continuamos por la carretera.<br />
0,600 km: Después de 600 metros, cogemos el segundo sendero que se encuentra a mano izquierda de donde parte la pista de la antigua vía del tren (trenbidea).<br />
<br />
<a name='more'></a>2,700 km: Continuando por la misma vereda llegamos a un mirador natural donde podremos apreciar una buena panorámica del valle. Luego continuamos siempre por el mismo camino sin desviarnos.<br />
4,100 km: Habiendo iniciado un pequeño descenso nos encontramos con una bifurcación giraremos a la izquierda iniciando así una fuerte pendiente. En esta parte cabe tener precaución para evitar posibles caídas.<br />
5,200 km: Llegamos a la carretera nuevamente y solo nos falta un pequeño tramo de un par de centenares de metros para llegar a nuestro destino.</div>
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<span style="color: white;"><span style="background-color: blue;"><b><i>CULTURA</i></b></span></span></div>
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<span style="font-family: inherit;"><b><i>Historia de Artikutza</i></b></span><br />
<span style="font-family: inherit;"><b><i><br /></i></b></span>
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<i><span style="font-family: inherit;">Anizlarrea
y la Colegiata de Roncesvalles<o:p></o:p></span></i></div>
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<i><span style="font-family: inherit;">La finca de Artikutza toma el nombre del pequeño
barrio que se ubica en su interior, cuyas primeras referencias escritas se
remontan al siglo XIII. En esta época, Artikutza formaba parte del término
denominado Anizlarrea, propiedad de la Colegiata de Santa María de Roncesvalles
que fue adquirida a través de donaciones, permutas, compras, etc. y bajo cuya
autoridad se mantuvo, en parte, hasta el siglo XIX.<o:p></o:p></span></i></div>
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<i><span style="font-family: inherit;"><br /></span></i></div>
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<i><span style="font-family: inherit;">La Colegiata explotaba directamente o arrendaba
ferrerías, derechos de producción de carbón, extracción de mineral,
aprovechamiento forestal y de pastos para el ganado, siendo visibles aún los
mojones con el símbolo de Roncesvalles grabado en alguna de sus caras que
delimitaban los terrenos de Anizlarrea y de los seles (espacios destinados al
pastoreo de ganado mayor) esparcidos por toda la superficie de Artikutza.<o:p></o:p></span></i></div>
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<i><span style="font-family: inherit;">Con
el paso de los años los derechos de Goizueta sobre Anizlarrea fueron
aumentando, pero los desacuerdos y pleitos entre La Colegiata y Goizueta, así
como con otros particulares comprometidos con arriendos, fueron continuos dadas
las diferencias entre los intereses de ambas instituciones. En 1815
Roncesvalles y Goizueta firmaron una concordia por la que Anizlarrea se dividió
en dos partes: por un lado 5.477 has del moderno Anizlarrea pasaron a manos de
Goizueta y por otro las 3.770 has de Anizlarrea Viejo, actual Artikutza,
siguieron bajo el gobierno de Roncesvalles sin que Goizueta ni particulares
tuvieran derecho alguno sobre ella. Testigo de esta división son los 37 mojones
que delimitaban la partición de Anizlarrea y que marcan la divisoria entre
Artikutza y Goizueta.<o:p></o:p></span></i></div>
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<i><span style="font-family: inherit;">Artikutza
es expropiada...<o:p></o:p></span></i></div>
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<i><span style="font-family: inherit;">A comienzos del siglo XIX los diferentes gobiernos
liberales impulsaron un proceso desamortizador de los bienes de la iglesia y
las órdenes religiosas. Roncesvalles consiguió quedar exenta de este proceso
por las gestiones realizadas ante la regente Maria Cristina, a cuya caída estas
tierras fueron finalmente expropiadas y subastadas.<o:p></o:p></span></i></div>
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<br /></div>
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<i><span style="font-family: inherit;">...
y pasa a ser propiedad particular<o:p></o:p></span></i></div>
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<i><span style="font-family: inherit;">En 1844 Fagoaga y Carriquiri pasan a ser los primeros
propietarios particulares de Artikutza, tras lo cual va cambiando de
propietarios y su precio va aumentando, más por motivos especulativos que por
las mejoras que se van realizando en ella.<o:p></o:p></span></i></div>
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<i><span style="font-family: inherit;">Hacia 1896 comienza la construcción del ferrocarril
minero que uniría el entorno minero de Elama con la estación de Rentería. El
conde de Aldama siguió con la explotación del ferrocarril y de la finca que fue
vendida posteriormente a Rafael Picavea, quien entre otras sociedades funda la
"Compañía explotadora de Artikutza S.A". junto con el marqués de
Acillona, quien posteriormente será propietario de la finca.<o:p></o:p></span></i></div>
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<i><span style="font-family: inherit;"><br /></span></i></div>
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<i><span style="font-family: inherit;">En enero de 1919 el ayuntamiento de San Sebastián
compra a los herederos del marqués de Acillona por 3.200.000pts (unos 19.233€)
la finca de Artikutza.<o:p></o:p></span></i></div>
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<i><span style="font-family: inherit;">Agua
para San Sebastián<o:p></o:p></span></i></div>
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<i><span style="font-family: inherit;">A Comienzos del siglo XX, durante la "Belle
Époque", el ritmo de crecimiento de la población de San Sebastian es
extraordinario, más aún en verano por ser elegida como ciudad de veraneo por la
realeza Española. Los pozos y manantiales cercanos a la ciudad no son
suficientes para abastecer a la ciudad y se estudian nuevas soluciones buscando
aguas arriba del Urumea y finalmente se construye una pequeña presa en el rio
Añarbe, en el límite con la finca de Artikutza.<o:p></o:p></span></i></div>
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<i><span style="font-family: inherit;">El
año 1902 las fiebres tifoideas acaban con la vida de 40 personas, lo que
enciende las alarmas y tras inspeccionar aguas arriba de la presa, se localiza
el foco de la infección en dos habitantes del barrio de Artikutza enfermos de
fiebres tifoideas que infectan el río ( lavado de ropas, vertido de aguas
fecales de las viviendas...) cuyas aguas confluyen en el río Añarbe. Este hecho
es el detonante para que el ayuntamiento vea necesario el control absoluto
sobre Artikutza.<o:p></o:p></span></i></div>
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<i><span style="font-family: inherit;">Tras difíciles negociaciones, en 1919 el ayuntamiento
se hace con la finca, y se construye una amplia red de tuberías y canales que
aprovecha el agua de todos los manantiales y se prohíben todas las actividades
susceptibles de contaminar el agua: explotaciones forestales, mineras,
presencia de ganado,... Además, se limita el acceso de personas y se abandonan
los caseríos dispersos por la finca (Elama, Goizarin, Egazki,..) trasladando a
todos sus habitantes al barrio de Artikutza.<o:p></o:p></span></i></div>
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<i><span style="font-family: inherit;">Entre 1950 y 1960 se construye la presa de Enobieta,
dentro de la finca, que por problemas geológicos no llega a terminarse,
quedando su capacidad reducida a la mitad de lo inicialmente proyectado. Los
problemas de filtración por uno de sus estribos provocan una nueva disminución
de su capacidad. Se hace necesario un nuevo embalse que se construye en Añarbe
y que comienza a funcionar en 1975 abasteciendo a toda la comarca de
Donostialdea, quedando el embalse de Artikutza sin suministro directo a la
ciudad. Actualmente el agua de Artikutza llega a Añarbe por su cauce natural
habiéndose abandonado la red de canales que se diseñó. La mayor parte del agua
que almacena Añarbe procede de Artikutza. <o:p></o:p></span></i></div>
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<b style="color: white;"><i style="background-color: blue;">TRACK</i></b><br />
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<i><b><a href="https://eu.wikiloc.com/ibilbide-joelette/artikutza-donostia-32278567">ARTIKUTZA</a></b></i></div>
Gurpiltrek by Kemenhttp://www.blogger.com/profile/02665844374242314494noreply@blogger.com