tag:blogger.com,1999:blog-26223529901390929272024-03-12T05:52:00.832+01:00Paco y sus rutasLlego mi jubilación como profesor, pero este blog no se jubila se transforma, de blog de E. Física a blog de Paco y sus rutas. Nunca os olvidaré y por eso este blog se quedará con todas vuestras “cosas”, SIEMPRE OS RECORDARÉ.Paco Aguilarhttp://www.blogger.com/profile/16305364062914941580noreply@blogger.comBlogger895125tag:blogger.com,1999:blog-2622352990139092927.post-38381564221409585172024-03-06T11:18:00.005+01:002024-03-10T11:34:04.284+01:00Descenso urbano de Valparaiso, “Cerro Abajo”.<p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;">Este año hace su 20ava edición, sus interminables escaleras, las curvas cerradas y las sorpresas hacen de este descenso en la ciudad chilena, como el más extremo de Latinoamerica.<br />Se han dado cita 30 de los mejores pilotos, pero en esta ocasión ni el chileno Pedro Ferreira (no logro una buena posición), ni el checo Tomas Slavik (se le rompió la cadena a los pocos segundos de iniciarlo), consiguieron el campeonato.<br />Fue el brasileño Lucas Borba, según dijo “Mucha adrenalina, mucha velocidad. Fue una carrera increíble, rapidísima e inesperada”. Aquí podéis ver su descenso.</span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: medium;"><iframe allowfullscreen="" class="BLOG_video_class" height="345" src="https://www.youtube.com/embed/ir8a0shF6dw" width="415" youtube-src-id="ir8a0shF6dw"></iframe></span></div><p></p>Paco Aguilarhttp://www.blogger.com/profile/16305364062914941580noreply@blogger.com0tag:blogger.com,1999:blog-2622352990139092927.post-90741689622966291022024-03-03T20:28:00.021+01:002024-03-07T21:42:00.332+01:00Camino de Santiago Francés. 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<p align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="text-decoration: none; text-underline: none;">Características de la etapa</span></b></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">O Pedrouzo</span></b></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Febrero 2024</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Enlace<b style="mso-bidi-font-weight: normal;"><span style="color: red;"></span></b></span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;"><a href="https://es.wikiloc.com/rutas-senderismo/camino-de-santiago-frances-9o-etapa-de-o-pedrouzo-a-santiago-de-compostela-163154154" target="_blank">Recorrido en Wikiloc</a></span></b></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">20,1 km<br /></span></b></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">328</span></b></p>
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con paradas</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">5h 41´</span></b></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">346</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Dificultad</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Fácil</span></b></p>
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<p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;">Salgo de O Pedrouzo, que tengo que ir a buscar por el camino por la parte alta del pueblo, la etapa de hoy también es corta pero además pasaré por zonas urbanizadas, industriales,….</span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><span style="font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhr9WaPYMM31Y5uOYYmccmSWOg4V_Ek5RO2kgrOikWA6pYzUnXomqLrTktX6lUkhHKVSTLjddG6MrUQvLiYbM3sXWAqTMRLuE3ViZntqgAliLgFuz3a3HemrPULwdEwkJcN4EWrr9CcDOcL_9b8zRClE-jxXl8lJvMIBDFsjRST0Qw3Q7NLA0cQDbrKMaQ/s3968/20240301_092047.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2232" data-original-width="3968" height="168" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhr9WaPYMM31Y5uOYYmccmSWOg4V_Ek5RO2kgrOikWA6pYzUnXomqLrTktX6lUkhHKVSTLjddG6MrUQvLiYbM3sXWAqTMRLuE3ViZntqgAliLgFuz3a3HemrPULwdEwkJcN4EWrr9CcDOcL_9b8zRClE-jxXl8lJvMIBDFsjRST0Qw3Q7NLA0cQDbrKMaQ/w298-h168/20240301_092047.jpg" width="298" /><img border="0" data-original-height="2184" data-original-width="4608" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirW2OMHV1ps8n6qm699NE4Ckwo5NamymuB0SM31Vv8I_X6aI_3PWZovud2WohhUT8fAiwYC6lolfDRLXIlvuFmpsO_fU-Xvab1ALIya0MPWJT8NCC_3uIMW2iOrh7vrxerLyiBePB6mZw7yir53e86iyJIWGHeKG7lxY4GkiypgOBLEcDaKWWccZdKRkI/w345-h164/20240301_090847.jpg" width="345" /></a></span></span></div><span style="font-family: verdana;"><span style="font-size: medium;">Pasado el pueblo de Amenal empiezo a ver la valla del aeropuerto de Santiago, rodeamos parte de la pista. <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPUCcmpHq711Dj_gRV3oNA-HmR674XiFgmF0V3U5iVQnYprd-K1K6ZEzIMRQbwF3RRWJbsXfWPSNTZpr4DdfbBrwWjGGfdfoK96BPYzcHHbqzrqLIxXTzZFSXhCSdAn1qkBUwXfqdwa69pnYehJWOOOOpDz_dspGRsPfSfgTyj_76mQC-KudZDHHUzLB0/s4608/20240301_092553.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPUCcmpHq711Dj_gRV3oNA-HmR674XiFgmF0V3U5iVQnYprd-K1K6ZEzIMRQbwF3RRWJbsXfWPSNTZpr4DdfbBrwWjGGfdfoK96BPYzcHHbqzrqLIxXTzZFSXhCSdAn1qkBUwXfqdwa69pnYehJWOOOOpDz_dspGRsPfSfgTyj_76mQC-KudZDHHUzLB0/s320/20240301_092553.jpg" width="320" /><img border="0" data-original-height="1908" data-original-width="4032" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZPmd6lvhcBEtRStIuE0iXxBaIe4pR5tEEnRAn0LWz1cDMHz_Kt0rTlhqPA7pI51VHf2wAmMWLWNXD6VdEs3Q4EsRJCfJKHUsa4DXq6v4q9GSJohycTsTtgWh-Z3bFERGI4NJsHXhEpxVGul6dpVCZeLLaN654eJjZDAnPniPAHpf41W1Oftx_WgNp8A4/s320/20240301_092137.jpg" width="320" /></a></div>Ahora entro en un pequeño bosque para coger en dirección de Lavacolla, paso por su iglesia y cruzo la nacional para ir a Vilamaior. Paso por el centro de la televisión Gallega y al poco llego al Monte del Gozo, lugar emblemático.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQqf6Hm0sQBmQeSdTbkdhlsMHcPaF1vV0cxmxTCZVT8klrNaE5amLct2BCHjN3CveaSE64QC7STCt1NcWRzeMCk_GObFt86Vycvhj268pWTucRI2vPswzfunRn6Gi9oHkXJcvGjaHZxFBXDT4a1M4exMZ4iXDp_sBQCuntWazaAtR3qOkSrOYihaLKH88/s4608/20240301_114200.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQqf6Hm0sQBmQeSdTbkdhlsMHcPaF1vV0cxmxTCZVT8klrNaE5amLct2BCHjN3CveaSE64QC7STCt1NcWRzeMCk_GObFt86Vycvhj268pWTucRI2vPswzfunRn6Gi9oHkXJcvGjaHZxFBXDT4a1M4exMZ4iXDp_sBQCuntWazaAtR3qOkSrOYihaLKH88/s320/20240301_114200.jpg" width="320" /><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjs2KTKStRbcbgEFI-H4rWj9UxedFgqGOgqoUaREmd8_XNimzbwiAa2GAuMgsSf23J5LGK1AgMCnD1-8jGi80M4FbZuYI8dPmJz2ZCIJrTamr6HaeuQLMNEWFngiaAyV-MoDyXAdAKh7PewuLfpPXlc9_ape-UwhyphenhyphenUESTEpUsqDiu92qwuvuZjLVcBxaOw/s320/20240301_111830.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7Rl7BvN9pdgh-El0kiDR5v2jcbpRtDvy6le9hqSi5lG1dINww4-wu-lIkSDc1u9NX7xLll1ZlrTQNYKqV5E07aIbSLp-bDzODCGbq6IyGiuIddXkRGc3dsxSAiiZ6F5zu7GmBuAcKI-cTdRGxDgC1L7eCLS5U1xbGoT4h54_YZyD8tVP9OJCq0bFzTuE/s3968/20240301_105830.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2232" data-original-width="3968" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7Rl7BvN9pdgh-El0kiDR5v2jcbpRtDvy6le9hqSi5lG1dINww4-wu-lIkSDc1u9NX7xLll1ZlrTQNYKqV5E07aIbSLp-bDzODCGbq6IyGiuIddXkRGc3dsxSAiiZ6F5zu7GmBuAcKI-cTdRGxDgC1L7eCLS5U1xbGoT4h54_YZyD8tVP9OJCq0bFzTuE/s320/20240301_105830.jpg" width="320" /><img border="0" data-original-height="2232" data-original-width="3968" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIHTndzWlKSWob5QuqNnyHQxti5jzcpd7HvDO_LcepzmfjM__y2NynMfGOPzEkfArDJeX9dbZfalhvtyb0sleWewAFx68hSIv9YevQAfpja6z4_FRG5bqjfVCk39upLXDPNgtCcm9S56UaWuhpJkmbUPv0PnxIm5DeyfC_Z01YRjkDTC0n4SlpLng6B28/s320/20240301_103011.jpg" width="320" /></a></div>Ya se ve Santiago, voy entrando poco a poco hasta llegar a la plaza de Obradoiro, aquí se termina el camino.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkTziKHM2wGNaL1aB6Kn93FxVgYBa-9u1uSdWFZxBE-4giTvHT8IujqcNaqchaEU3eYw45yYAet_sTXX7hbpengD5wYFEbkY_iv5ncaV57ht_Qg6u2f3HFLI_RV61ONvDLbDwJ31HDabvlk_ftnv7tljrZu2L-cQT491RlPc1qI_z8J3tuE1Q8_6e_W-U/s3968/20240301_143411.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2232" data-original-width="3968" height="165" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkTziKHM2wGNaL1aB6Kn93FxVgYBa-9u1uSdWFZxBE-4giTvHT8IujqcNaqchaEU3eYw45yYAet_sTXX7hbpengD5wYFEbkY_iv5ncaV57ht_Qg6u2f3HFLI_RV61ONvDLbDwJ31HDabvlk_ftnv7tljrZu2L-cQT491RlPc1qI_z8J3tuE1Q8_6e_W-U/w293-h165/20240301_143411.jpg" width="293" /><img border="0" data-original-height="2184" data-original-width="4608" height="167" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLyj-w5MkHspcS2Q6lXTiWFv69jSxX5gAR8HE_E0k5yQlImhTat8Px9L08j913AUgg0UhBVwpZSpnCXWWOS3qsaeaujBlwlp-nGEzT27XRzU4XPfbnMDahbrPSdJWP9MFEDx7CLqGXvbZuoPs-nDTsqw0hg37apP3z7ME7j5SaECfdcIZ_qYPtaeMd2rM/w351-h167/20240301_132050.jpg" width="351" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJVo6wU0u3SZVgwUrFueafgQB3I8hrDYu83Adcb-uiT6cba7yvzqLI89Uf3E42_BwHeUXsvgxpVDIbKaxzgPGtxYkGtMqmtiXfoK7avfjWXVJTHzAzoBFUO-GA2-9w5qwktKd8yVgQmMX0Jwy5Xo0v98Q4hBONGGx3XxSoWRZgG0AHYD4NLJOW-L5wq00/s4608/20240301_121929.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="166" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJVo6wU0u3SZVgwUrFueafgQB3I8hrDYu83Adcb-uiT6cba7yvzqLI89Uf3E42_BwHeUXsvgxpVDIbKaxzgPGtxYkGtMqmtiXfoK7avfjWXVJTHzAzoBFUO-GA2-9w5qwktKd8yVgQmMX0Jwy5Xo0v98Q4hBONGGx3XxSoWRZgG0AHYD4NLJOW-L5wq00/w349-h166/20240301_121929.jpg" width="349" /><img border="0" data-original-height="1808" data-original-width="3216" height="166" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfQg-KQRfaxH1uZgkdhfddBiq_bipZqxZoqeX4Z4tqYh84h3ZM0TNUyqiQeRhmbRZHE5-Ezcns8Ggf1zuE9__xEvKjdr7GyGVBRCozC-vjj5Iyf-teQLc93MEAGeovf65zQV4_Go3KAkpPDWIdlE4LIriC2ywV2DMA8G7tqxDM2aH2hTnGi8TA7QYj_v8/w294-h166/20240301_114528.jpg" width="294" /></a></div>Por ser Febrero encuentras muchos servicios cerradas, así que siempre llevo algo de comida. Se combina pista, camino y carretera local con poco transito.<br />La señalización: todo muy bien señalizado, no hace falta hacerla con gps. <br />Alojamiento en el Hostal Mafer, muy bien.</span></span><br /><p></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><a href="https://es.wikiloc.com/rutas-senderismo/camino-de-santiago-frances-de-ponferrada-a-santiago-de-compostela-ruta-entera-163154452" target="_blank">Enlace a la ruta entera</a><br /><a href="https://www.gronze.com/camino-frances#localidad-371" target="_blank">Gronze</a> <br /><a href="https://caminodesantiago.consumer.es/los-caminos-de-santiago/camino-frances/etapa-de-ponferrada-a-villafranca-del-bierzo" target="_blank">Eroski</a></span></span> <br /></p>Paco Aguilarhttp://www.blogger.com/profile/16305364062914941580noreply@blogger.com0tag:blogger.com,1999:blog-2622352990139092927.post-42708767920921440252024-02-29T20:23:00.010+01:002024-03-06T21:50:38.679+01:00Camino de Santiago Francés. 8º etapa. 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<p align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="text-decoration: none; text-underline: none;">Características de la etapa</span></b></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Arzua</span></b></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Febrero 2024</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Enlace<b style="mso-bidi-font-weight: normal;"><span style="color: red;"></span></b></span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;"><a href="https://es.wikiloc.com/rutas-senderismo/camino-de-santiago-frances-8o-etapa-de-arzua-a-o-pedrouzo-163153807" target="_blank">Recorrido en Wikiloc</a></span></b></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">19,5 km<br /></span></b></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">327</span></b></p>
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con paradas</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">5h 12´</span></b></p>
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-</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">434</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Dificultad</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Fácil</span></b></p>
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<p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;">Dejo Arzua pueblo grande con soportales y fachadas de madera, para coger una carretera local que me lleva a Pregontoño. Paso la nacional por un túnel y en el paisaje gallego empiezan a verse bastantes eucaliptos.</span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><span style="font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnrmUVK4tdG_GM-qaqZDEPTvqtErC90EzSKi4xhRhqXz8ViiOCHyLSaWUpPpMH84x1IbbtTGsFl_MjshWg3naQ4k6OzKJ8-61VZJzEXGnKNr-sWny8qMVuqeJBDeWMR37Og1oGT2Z0Jn7ptsi36n7jBKhPkBxcjBfeZJ-nQ0gKtkawQk1EAF0fhW7AmQk/s4608/20240229_093148.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnrmUVK4tdG_GM-qaqZDEPTvqtErC90EzSKi4xhRhqXz8ViiOCHyLSaWUpPpMH84x1IbbtTGsFl_MjshWg3naQ4k6OzKJ8-61VZJzEXGnKNr-sWny8qMVuqeJBDeWMR37Og1oGT2Z0Jn7ptsi36n7jBKhPkBxcjBfeZJ-nQ0gKtkawQk1EAF0fhW7AmQk/s320/20240229_093148.jpg" width="320" /><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJw2EjrMkxG5WuUATx4apo0cMIwQyrVdzlUFC87Ar4GerFILzOTVG7b0s2cZwASLteAX_77UjspHU6WObbqfRokD25VTJfnD_wh2uzS5S5NHt81JYw_qQMddWrGqAwnALYhvrOFqjER_XG0QKrAkefPymukLmIT1J1uqfiO4UIw4fHK2XP_pLGi_ZRcyw/s320/20240229_091804.jpg" width="320" /></a></span></span></div><span style="font-family: verdana;"><span style="font-size: medium;">Hoy de nuevo esta lloviendo, menos mal que la etapa es corta y sigo por camino locales cimentados, paso por varios pueblos A calzada, Lenguelle, O Castro, … los bares siguen cerrados, así que sigo andando.<br />Pasado Salceda me encuentro con el monumento dedicado al peregrino Guillermo Watt, fallecido en el camino.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNq4qkYXXrAeeFf1Iw4oQOirrnZHFApTZQlrKKRWq6tWv9QHJYxf9M7f6bEPw4KPo0eCBHvexsOXYQBbU1vc_KuHn0R0IV3nZvkioC6bVNgXei1PuYTvxwSB9-L-VvTc8mGUkbTrGFzgThRW3WMU_sjhR_W-VOu2YvJAtdJISnxVMEPnS6qAEZ4ZUmKLk/s3968/20240229_101237.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2232" data-original-width="3968" height="168" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNq4qkYXXrAeeFf1Iw4oQOirrnZHFApTZQlrKKRWq6tWv9QHJYxf9M7f6bEPw4KPo0eCBHvexsOXYQBbU1vc_KuHn0R0IV3nZvkioC6bVNgXei1PuYTvxwSB9-L-VvTc8mGUkbTrGFzgThRW3WMU_sjhR_W-VOu2YvJAtdJISnxVMEPnS6qAEZ4ZUmKLk/w298-h168/20240229_101237.jpg" width="298" /><img border="0" data-original-height="2184" data-original-width="4608" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdb0vVfdiRbpDO0wGSW44lSn0-j1ItQP86VWm28MyuY7ptOP9D1WBCR4PRwcRWEmKeaig5rlAL9Obbbg1F-6c3oIJn7-_ml5bBGNP10cCSocEE0q675xiggiO_jQPnpdom-CfcolkkNoGOa03l0LFhzM6fCVDF5_PhZw6XD1lO6S4f3uMuBUx0yb6E0iE/w346-h164/20240229_094353.jpg" width="346" /></a></div>La etapa de hoy ha sido bastante tranquila pero ya veo menos bosque.<br />Poco antes de llegar a O Pedrouzo el camino cruza la nacional, pero viendo el pueblo cerca decido coger un poco por la nacional para entrar en el pueblo. Como llego bien de tiempo busco un lugar para comer y después me voy al alojamiento.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirVyW8f7hVr7BE8NfBsppQECJcNqtMXabitMdA8k_2uoIiJ55aQSQujoCmIV_VP6RdpIAZTgwflSZfcW-Jg_UIbbdol-CAuxUr-vsmzoHuxDR7Jqml5vis_UyUAKCLsimZKSvd3jtsgG0PI183AbpY3V2tZL9950SqHN1sBcRv9m0YBKSY4m-LLCoeq1I/s4608/20240229_114435.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirVyW8f7hVr7BE8NfBsppQECJcNqtMXabitMdA8k_2uoIiJ55aQSQujoCmIV_VP6RdpIAZTgwflSZfcW-Jg_UIbbdol-CAuxUr-vsmzoHuxDR7Jqml5vis_UyUAKCLsimZKSvd3jtsgG0PI183AbpY3V2tZL9950SqHN1sBcRv9m0YBKSY4m-LLCoeq1I/s320/20240229_114435.jpg" width="320" /><img border="0" data-original-height="2232" data-original-width="3968" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMr30M2JYZN_BM49mX6GdUtQbTSJ_1pJpyxOiW69JrkQNrAqxz9KiEFmSJCS0ao0q7GoMzuJN9iUanPzHWrkK9ngRcaIyKWOsl_bGQXPHfuT6j01EzdZJOwGTBh9CoglCRppfJb7rBs24A787pNSyrBvi5kXnK40WDjvN98qg1pB0DFUjVQvEMhH4PbN4/s320/20240229_111023.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKYdAuy-dbPLYSx0WSGmaRMG7ByWi7K8pGUNRSMgtF4bjyqW9sfbTkDYJMMZJsxYEKhcWLCqqMj21IsuEJKDL05JL1rPSLOPUEtchogBSK_YchrnPqtvx3oKQtUy1gs349HpW63sivsTSqFRmIwSjCco2HkCj1ORiBBhyGqyIxfRB-9d_-BhG2DRVLn98/s4608/20240229_103657.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKYdAuy-dbPLYSx0WSGmaRMG7ByWi7K8pGUNRSMgtF4bjyqW9sfbTkDYJMMZJsxYEKhcWLCqqMj21IsuEJKDL05JL1rPSLOPUEtchogBSK_YchrnPqtvx3oKQtUy1gs349HpW63sivsTSqFRmIwSjCco2HkCj1ORiBBhyGqyIxfRB-9d_-BhG2DRVLn98/s320/20240229_103657.jpg" width="320" /><img border="0" data-original-height="1808" data-original-width="3216" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzORHQSeq4Ef5cwyPdQkG41QMGBjklRfJ3Jr3TbDmfjtaNn5c3prqRR7KhbS9N9pgAg_1K4HvsfF53vFk_oXnj6IWOAZNXnmj7SZ2dQb8UDN-G2cWqrs-BzXdKFvD1ZZ3WDeeq1ZiJVhJq6MMm6IK1mViYPMcKEJ-qm9gVWa8-vgoQu9CgARO1g4LCpWM/s320/20240229_103641.jpg" width="320" /></a></div>Por ser Febrero encuentras muchos servicios cerradas, así que siempre llevo algo de comida. Se combina pista, camino y carretera local con poco transito.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwyIzsASYX2t-Q226Zlu2rE3Bn7YvFh5-RvhwQAiUQuEgszwfCAVn5ktPt47zh4sng76wHJZ8YFEogGLRTU9_IhL2KqZrRxfCGSGaTUq-WnOShs3oycJogmeV9SCrOD1AD3KFSwfL9hMmxN-zErnv-suD9nQaOlHLhGTWyNDocXENLHP4VXbETw3XqPgU/s4608/20240229_135904.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="161" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwyIzsASYX2t-Q226Zlu2rE3Bn7YvFh5-RvhwQAiUQuEgszwfCAVn5ktPt47zh4sng76wHJZ8YFEogGLRTU9_IhL2KqZrRxfCGSGaTUq-WnOShs3oycJogmeV9SCrOD1AD3KFSwfL9hMmxN-zErnv-suD9nQaOlHLhGTWyNDocXENLHP4VXbETw3XqPgU/w340-h161/20240229_135904.jpg" width="340" /><img border="0" data-original-height="2232" data-original-width="3968" height="166" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIL5IiKwM35BuHMNMdWWuSvRl6slaYiRknV3onNFE22AQU2x0MhWqy_aFMUsyQvNRb6Ilv4P-a8ldeX4yBmW2Gj_LTzJzYRRgnbr-v63bNrJrkka4C3vHALYuFOUDCRkvO5pidty0-QgDttvLEX2RYiE12URW57-OyIgzSPRfJVGkxWaF_DXbhlJ9x8cA/w295-h166/20240229_122535.jpg" width="295" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZEgXp2PbxeJp6b4bnaCX53iJiFkCI3A9t-bc5S2_UjXuWrsgkvAK9BPxUtfURJFeDj78ShRjzKcXDhDUtH67f-eG4UVGxNwmHCk9RvVbUmFNKZqQ1JrHN4r-1A4kDHPXxaHhZfSLQpk-5xC22Qz6GcbWK1vOQ_xrBt72mlpFDvICAaVEYV7I2Vmlup-M/s4032/20240229_122517.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1908" data-original-width="4032" height="176" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZEgXp2PbxeJp6b4bnaCX53iJiFkCI3A9t-bc5S2_UjXuWrsgkvAK9BPxUtfURJFeDj78ShRjzKcXDhDUtH67f-eG4UVGxNwmHCk9RvVbUmFNKZqQ1JrHN4r-1A4kDHPXxaHhZfSLQpk-5xC22Qz6GcbWK1vOQ_xrBt72mlpFDvICAaVEYV7I2Vmlup-M/w373-h176/20240229_122517.jpg" width="373" /><img border="0" data-original-height="1908" data-original-width="1730" height="236" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8E3dPItzXTpB7iHX1e5DaNy4Az1Od1B8e8bvYjUGxx3CUYbmGWon2U3g3ENYYbxRQhddOAvqxQH9_1W3GpZUu_JmGnXoxeLXaAR6aNxdFigaR1zs6_ADLIeycGUwmCgCXRNfTprvr9AhtUyWYph7k54p_XMrK6-Y-t3GqVZlaJMOhAWi7_C_ObjpjgZw/w214-h236/20240229_112330.jpg" width="214" /></a></div><br />La señalización: todo muy bien señalizado, no hace falta hacerla con gps. <br />Alojamiento en el Albergue San Francisco, muy bien.</span></span><br /><p></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><a href="https://efolontigi.blogspot.com/2024/03/camino-de-santiago-frances-9-etapa-de-o.html" target="_blank">Enlace a la etapa siguiente del blog</a><br /><a href="https://www.gronze.com/camino-frances#localidad-371" target="_blank">Gronze</a> <br /><a href="https://caminodesantiago.consumer.es/los-caminos-de-santiago/camino-frances/etapa-de-ponferrada-a-villafranca-del-bierzo" target="_blank">Eroski</a></span></span> <br /></p>Paco Aguilarhttp://www.blogger.com/profile/16305364062914941580noreply@blogger.com0tag:blogger.com,1999:blog-2622352990139092927.post-28404922541872246912024-02-28T20:22:00.009+01:002024-03-06T21:43:25.396+01:00Camino de Santiago Francés. 7º etapa. 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<p align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="text-decoration: none; text-underline: none;">Características de la etapa</span></b></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Febrero 2024</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Enlace<b style="mso-bidi-font-weight: normal;"><span style="color: red;"></span></b></span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;"><a href="https://es.wikiloc.com/rutas-senderismo/camino-de-santiago-frances-7o-etapa-de-palas-de-rei-a-arzua-163153528" target="_blank">Recorrido en Wikiloc</a></span></b></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">29,3 km</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Desnivel
+</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">522</span></b></p>
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con paradas</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">9h 13´</span></b></p>
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-</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">690</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Dificultad</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Moderada</span></b></p>
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<p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;">La dificultad de la etapa de hoy son los km, cerca de 29 y que es un continuo sube–baja, con desniveles cortos, lo mejor es que justo a la mitad de camino se encuentra Melide, donde podré realizar una buena parada para continuar.</span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><span style="font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR-7AqF5WLGUM-A6H_oSd4J-QIldpN9qeAuJvCIk4IZcl_LeN9tUDeR0ZjQjKnXcvIGQ1ZH3xFtEuCzl-etC9JvT6Oq2lRei3QHL2pzqM_5tlvNpyo-OKsWfIeq5yZP664KRCvgVul3Xh_5cNs33JoSFm7SuN93QF2pR_qFeq1zMiBbeHMp-ck88iFcMo/s4608/20240228_090926.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="163" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR-7AqF5WLGUM-A6H_oSd4J-QIldpN9qeAuJvCIk4IZcl_LeN9tUDeR0ZjQjKnXcvIGQ1ZH3xFtEuCzl-etC9JvT6Oq2lRei3QHL2pzqM_5tlvNpyo-OKsWfIeq5yZP664KRCvgVul3Xh_5cNs33JoSFm7SuN93QF2pR_qFeq1zMiBbeHMp-ck88iFcMo/w344-h163/20240228_090926.jpg" width="344" /><img border="0" data-original-height="2232" data-original-width="3968" height="167" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOn54rBb1k0iRI6vu7hXp_CIM6TRcTZDCDdEgUV_b9st6JpSUIMkHJ7_XPoxYnxlHe_yR3ioTgTYWgQwQ3S19Jk5DMGCbNfK4J8uHxt3Pk4oz8lEiIYPX7UMMWMbDDKqfXWd2NGHtP86XNK_tdyVmmNad3VL7wpPIrDbwdavxkILDo86Hij43gIgmZe1o/w296-h167/20240228_090616.jpg" width="296" /></a></span></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><span style="font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXwbvWwpU4sa14bpkxm2UVDxakitDFDZzgh8gCrP5cat7svUEVaCSRPyD0XYIt2D2NLYWZytf98LqnbODu8zmRHWLZiRORxtjMsHQoUHzp7MPFRiPhsP7ftzGuOUvLLE52_DLJ5mGsZwvPvPqQaNdttiwJIkTRmfR0IxDgsPxKiIq0lwKy27It_F_S9oI/s4032/20240228_085920.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1908" data-original-width="4032" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXwbvWwpU4sa14bpkxm2UVDxakitDFDZzgh8gCrP5cat7svUEVaCSRPyD0XYIt2D2NLYWZytf98LqnbODu8zmRHWLZiRORxtjMsHQoUHzp7MPFRiPhsP7ftzGuOUvLLE52_DLJ5mGsZwvPvPqQaNdttiwJIkTRmfR0IxDgsPxKiIq0lwKy27It_F_S9oI/s320/20240228_085920.jpg" width="320" /><img border="0" data-original-height="1908" data-original-width="4032" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD8ip50LyfS-bzLeHhMA_9hISmc3QfwBxqcp59DTBO3b65OT-3b_58n4KoRHm6olHR5kf04lelFOGFObFfckBGDCkUlaRXmmiCPbW1vTOk2fBUKYoKrwWFi-FTA6IxTL8TxsNcKcrTuhgMgYZ8pK3e9CbvWfZXmXJrVTn1JfEXvU3m6EJiEUSm8FcEBVA/s320/20240228_085254.jpg" width="320" /></a></span></span></div><span style="font-family: verdana;"><span style="font-size: medium;">Menos mal que hoy tengo buen tiempo incluso sol, salgo de Palas de Rei y enseguida cojo una carretera local, pero pasado San Xiao me meto por un bosque muy bonito, lo disfruto bastante tiempo hasta que unos kilómetros antes de Melide de nuevo me acerco a la carretera.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTuDtdmM7gCoKxuPCEUf4TQ8cY1lWGs3csZqQ-67xBHvAg44NwU99z4dcMkp2XGjZxUlDI7-3MSP7_78FIkRls8LKJTUrgP4E2zvtB53XQXkUIuHCIZMUobiMSPAjIe0GEaMRYgfws1hb6CKvcVzA-znVFxoCX0FLYD0e6UCwajYxz0aWMPEufgDKh1oE/s4608/20240228_100435.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTuDtdmM7gCoKxuPCEUf4TQ8cY1lWGs3csZqQ-67xBHvAg44NwU99z4dcMkp2XGjZxUlDI7-3MSP7_78FIkRls8LKJTUrgP4E2zvtB53XQXkUIuHCIZMUobiMSPAjIe0GEaMRYgfws1hb6CKvcVzA-znVFxoCX0FLYD0e6UCwajYxz0aWMPEufgDKh1oE/s320/20240228_100435.jpg" width="320" /><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhX4C4swDvbekheMSV8FLKvj3TkH8LWB43HBPslw_2t5fqOypoIbyBGZs5j5VMu5Ic-tbWLbUxHVW0JyeRjDelrzbYqm_9urcQnbuc20ou_QvJRJPkeEaAQ06TmuJEwRmzycYO4aOUjyRyq419pAAA6knl0CmJdRbHY9TOCkMHHo78hl0JGCBAS7RURod4/s320/20240228_093656.jpg" width="320" /></a></div>A Melide se entra por la parte de atrás cuando se llega al centro del pueblo ya accedo a la calle principal, allí encuentro una cafetería que me permite tomar algo y descansar, sin abusar porque me quedan 14 km.<br />A la salida de Melide de nuevo voy por caminos con zonas de bosque, en esta segunda parte es donde se acusa mas los sube–baja, también los kilómetros, pero el paisaje es muy bonito.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGwr9R_rvOJQy22GUR2DPkUoymIYdQ87GLAOvjYpsABXD_6hOToolYoprHU_tfclZRi49P733LrqeX1x23IudrtC_QniGuI_AVy2B_-_xactEXkDEpqlP7AeffPm4zZEbbNKpO4rOjdwetwYwN2MR4oKyvD4P5VJSp4eHHqKYWewlIotjgOItuIh7EfgI/s3968/20240228_100809.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2232" data-original-width="3968" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGwr9R_rvOJQy22GUR2DPkUoymIYdQ87GLAOvjYpsABXD_6hOToolYoprHU_tfclZRi49P733LrqeX1x23IudrtC_QniGuI_AVy2B_-_xactEXkDEpqlP7AeffPm4zZEbbNKpO4rOjdwetwYwN2MR4oKyvD4P5VJSp4eHHqKYWewlIotjgOItuIh7EfgI/s320/20240228_100809.jpg" width="320" /><img border="0" data-original-height="2232" data-original-width="3968" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOEpFGRg0ApFNDgl4hxBF1cm5v58WkLzY_qOsl5_hyphenhyphenqKPyoJNpgoxlzo2elI_wVw-kJ_yRAXCTaoEXzXTcCCbw3G4jsei6bYHRKyQlPNF8iEzj6bgqLEdfEUqCm8eYvOvhbo7c_9MWR2X8riokEsSvLX0l0Z8OAq6kSMnR-Kr03fL3_mjN83Ikm13RGGw/s320/20240228_100449.jpg" width="320" /></a></div>Sigo encontrando pasos de piedras para cruzar los riachuelos. En Ribadiso se pasa por un puente medieval, justo después está el albergue municipal, allí mismo encontré un bar abierto y aproveche para comer me quedarían unos 3 km para llegar a Arzua.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3Ygxn3aQi4swFlLAZDEenXOYRryG2Kuoh7XznJHT1r-WFMmIY4hjQDNn47OQMb-cjbs2Yt31TU0A89Gaf3r8x0pYMt-8iygKkUI_jcbn1yChwKpje6_UzwImj9h63J4htsFNV0t3rb4Yzo07Y7JZcwv4VgsUtcaWMNXIatIeYk66T86Kb9poOASr2s8M/s4608/20240228_120434.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3Ygxn3aQi4swFlLAZDEenXOYRryG2Kuoh7XznJHT1r-WFMmIY4hjQDNn47OQMb-cjbs2Yt31TU0A89Gaf3r8x0pYMt-8iygKkUI_jcbn1yChwKpje6_UzwImj9h63J4htsFNV0t3rb4Yzo07Y7JZcwv4VgsUtcaWMNXIatIeYk66T86Kb9poOASr2s8M/s320/20240228_120434.jpg" width="320" /><img border="0" data-original-height="2232" data-original-width="3968" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKMz6fqGttH-hIoN0U-X0q8u2Ts7UPddJv-hk2FbBNHpYn_J_T7fZeJAeqoPUVsS7AGToqTiPeaFX9x0VAcBfjBifK2YTcf5OqGd-wQW7qdVIQebbrzznS2X9eJEw6AbM3zzyEArn4-Ax9vhuaRWnig4hVWIQs5aKHPuld52jLuUx17UK5Sxq7nBepfls/s320/20240228_120022.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><img border="0" data-original-height="2184" data-original-width="4608" height="146" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMqJkv5Vt3kQt-Py8sopqYXyOVL497AsIdQandJLhAQgLtqPRvqBvfS37YDywD-GeaRTfVx8nklQmnAZy73_YsihXzqpsjJ5BzqUxRz4wVQmEj1aWU9TNllKJHa1toM43krE5MnD8-u1lFn2Z51eoMC2Zemg1nW8IRT9WMg6tPpNz6NSmlj5JneWh4Sxg/w308-h146/20240228_115836.jpg" width="308" /><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKdheqTNtNoPaVVDqFJrPwlYVPSvBhGX9H8s5AwvnokgIUHelm30V51m0C8ILR_wc8-qt-VCUWJ4mEvIamvkkvp1u816hw_s6rAObeXi6y7XrkHR4zDOiLePCI_xHadYwbqo6ce_60zXebx_016scjR4UGSVV608WX26VQ7xE9QwgO_mATD7iHJ9ap6b8/s4608/20240228_132540.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKdheqTNtNoPaVVDqFJrPwlYVPSvBhGX9H8s5AwvnokgIUHelm30V51m0C8ILR_wc8-qt-VCUWJ4mEvIamvkkvp1u816hw_s6rAObeXi6y7XrkHR4zDOiLePCI_xHadYwbqo6ce_60zXebx_016scjR4UGSVV608WX26VQ7xE9QwgO_mATD7iHJ9ap6b8/s320/20240228_132540.jpg" width="320" /></a></span></div></span></span><span style="font-family: verdana;"><span style="font-size: medium;"><br />El final se hace un largo, los km, es en subida y mi alojamiento está casi al final del pueblo, todo eso hace que sea más pesado, pero no la considero una etapa difícil. <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjirEw9aCMvYduGdu78tVHeTju7RBzDENcv6I26qcPhGGXR7AelKvwOl0bnODkjBkzrRnhbzpK2jKL4iMSFDPgpDdRN-OERj_Z8Ud8C8hmB6RDdtVojxRi1mMljq1iohMrecaf4fg3bb7RtiTtdRAESt1Zc2PD324Hg3_RqTDlyY5VnxeXgtrY3aLmNAhs/s4608/20240228_161225.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjirEw9aCMvYduGdu78tVHeTju7RBzDENcv6I26qcPhGGXR7AelKvwOl0bnODkjBkzrRnhbzpK2jKL4iMSFDPgpDdRN-OERj_Z8Ud8C8hmB6RDdtVojxRi1mMljq1iohMrecaf4fg3bb7RtiTtdRAESt1Zc2PD324Hg3_RqTDlyY5VnxeXgtrY3aLmNAhs/s320/20240228_161225.jpg" width="320" /><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqpZeOFZUEuh9yyk9NxPHYiAsjbKPGKUZ7zRkvZyZABM_Jvsk1WxGkYpcUJwodmGKyX6AU2-ZrkJY-8p3HK6oq8jlJ61DbV8rU2u5NDVbqUoyxBDf17Ko1b5QHsSCl5VFH6DKY41eCVV77URgoIenlwk332O47mAwQqlw1Twf0okPuRMfHfaxqBZ931Rs/s320/20240228_144909.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjydHVrvT3L9cqnhw_sXvg0vVmqV8zY0qIo4veaS8r1obfQL09sS3F7kS8lj0tJNAB8ePuvP5ueV3XoKlOCWk3Dl-qbhslO2kuRJKhrsJ6DiEyCy6klpIsgZl3LXw4swTTRb7PXj9eFeR1yihzCVh_T0qmpaQ5USzDwfxInuPTEZKLVRMHx9ko6cQN9pkc/s3968/20240228_134746.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2232" data-original-width="3968" height="166" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjydHVrvT3L9cqnhw_sXvg0vVmqV8zY0qIo4veaS8r1obfQL09sS3F7kS8lj0tJNAB8ePuvP5ueV3XoKlOCWk3Dl-qbhslO2kuRJKhrsJ6DiEyCy6klpIsgZl3LXw4swTTRb7PXj9eFeR1yihzCVh_T0qmpaQ5USzDwfxInuPTEZKLVRMHx9ko6cQN9pkc/w295-h166/20240228_134746.jpg" width="295" /><img border="0" data-original-height="2184" data-original-width="4608" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ2-WLu9sxPX_tbUqPpaPIKI9MGk_Z3IGQMi4jhFuAV3YxLNM0rgy7lb2AzPaXM7RuHinYJpXWEkaw7BVH9sRxYyxQz7yDtmayHZ0-qMz_LnRgQDsyfSQNb160yGT2EhG3exBTxs9LE-mRWDc8SBY-2jwDcuRHvanvDj9ZUNcUzr0y7uRaaxU02qUkAC0/w337-h160/20240228_134631.jpg" width="337" /></a></div>Por ser Febrero encuentras muchos servicios cerradas, así que siempre llevo algo de comida. Se combina pista, camino y carretera local con poco transito.<br />La señalización: todo muy bien señalizado, no hace falta hacerla con gps. <br />Alojamiento en el Albergue San Francisco, muy bien.</span><br /></span><p></p><p style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: verdana;"><a href="https://efolontigi.blogspot.com/2024/02/camino-de-santiago-frances-8-etapa-de.html" target="_blank">Enlace a la etapa siguiente del blog</a><br /><a href="https://www.gronze.com/camino-frances#localidad-371" target="_blank">Gronze</a> <br /><a href="https://caminodesantiago.consumer.es/los-caminos-de-santiago/camino-frances/etapa-de-ponferrada-a-villafranca-del-bierzo" target="_blank">Eroski</a></span></span> <br /></p>Paco Aguilarhttp://www.blogger.com/profile/16305364062914941580noreply@blogger.com0tag:blogger.com,1999:blog-2622352990139092927.post-50992704127841175592024-02-27T20:20:00.011+01:002024-03-06T21:37:15.482+01:00Camino de Santiago Francés. 6º etapa. 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</p><div align="center">
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: medium; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
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<td colspan="6" style="border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 487.35pt;" valign="top" width="650">
<p align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="text-decoration: none; text-underline: none;">Características de la etapa</span></b></p>
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<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 125.9pt;" valign="top" width="168">
<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Localización</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Portomarín</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Fecha</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Febrero 2024</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Enlace<b style="mso-bidi-font-weight: normal;"><span style="color: red;"></span></b></span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;"><a href="https://es.wikiloc.com/rutas-senderismo/camino-de-santiago-frances-6o-etapa-de-portomarin-a-palas-de-rei-163153121" target="_blank">Recorrido en Wikiloc</a></span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Distancia</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">25,5 km</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Desnivel
+</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">550</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Trazado</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Lineal</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Tiempo
con paradas</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">7h 52´</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Desnivel
-</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">373</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Dificultad</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Fácil</span></b></p>
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<p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;">Salgo de Portomarín teniendo una subida continuada de unos 14 km, con un desnivel de 350 m., casi todo por carretera local con poco tráfico, aunque hoy casi todo el día ha sido así. Generalmente cuando se va por carretera, se va separado de ella.</span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><span style="font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQjwsfMImHeh6Nv8aWxMC6SuMsSefPnc8r3yv3hKeO_2hRuYWufLby4Ks87ejI4T7KOk65Xr3TsxkIMFJ97NrtHHp6LgKVWo9qukfTU5iotGOWg9G5wN94Ap_al5OqS4tXu_yeAmPOuXBLm-lX55BYBlXp1pK_67H-JkQUy1rbw3ybPrvg4Cjz5Tui92A/s3968/20240227_100136.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2232" data-original-width="3968" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQjwsfMImHeh6Nv8aWxMC6SuMsSefPnc8r3yv3hKeO_2hRuYWufLby4Ks87ejI4T7KOk65Xr3TsxkIMFJ97NrtHHp6LgKVWo9qukfTU5iotGOWg9G5wN94Ap_al5OqS4tXu_yeAmPOuXBLm-lX55BYBlXp1pK_67H-JkQUy1rbw3ybPrvg4Cjz5Tui92A/s320/20240227_100136.jpg" width="320" /><img border="0" data-original-height="2232" data-original-width="3968" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivy_4pxTvG9wtCYXmnyt28fABKc0wx5_IChqotg5YY1j5x2sQKNNlzvOhBvjKqvRPFJpiBKm9M3y5y82e9k6TRUObtPZLdltubN1oKZQ_r8-jSAQt0GxVSVVkhhgXu0B45A4hAWA-vFlFfb2tLNZYmjBeE3FUAJSPopMc4mvgzcxr9pYbcKBO7sMzjSUw/s320/20240227_091311.jpg" width="320" /></a></span></span></div><span style="font-family: verdana;"><span style="font-size: medium;">Paso por los pueblos de Toxibo, Gonzar y Castromaior, aquí después del pueblo me desvío un poco para ver el “castro”, merece la pena verlo y después te puedes incorporar al camino.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_D48ut3TGWPn9UHKIG0srO6rjvAmasUN8rG4LwErMb5-lz_-N2bSqC2xqg9NXItQtiN111F9bSffgTEmIU1spozp-6b6XcGRk-WKTdDH3SnTO9Hn4Tdj58Db-IQVpQLdGuMlZDTiEmwjz1-EF7vKjkm6lDZywzvjiHbjSKy7w-GFHviCwupqmin3Zugk/s4608/20240227_104530.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_D48ut3TGWPn9UHKIG0srO6rjvAmasUN8rG4LwErMb5-lz_-N2bSqC2xqg9NXItQtiN111F9bSffgTEmIU1spozp-6b6XcGRk-WKTdDH3SnTO9Hn4Tdj58Db-IQVpQLdGuMlZDTiEmwjz1-EF7vKjkm6lDZywzvjiHbjSKy7w-GFHviCwupqmin3Zugk/w337-h160/20240227_104530.jpg" width="337" /><img border="0" data-original-height="2232" data-original-width="3968" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1_hD9415YNyeduNbqK3muDqowbPb1iObchuaSCQ6ZRM3AFgWsvYl7U3o-_GPQYUGmJD1t5XlhJcK-K6x4TE5TtZhEDf0eS8E8rUMi48wvRrBVfgmeBzX28t13rKAd_R-TSOla0pqX3Loct1RKKufiUM0lUC10xWaNEu3DK02pB0nf8lTU4kt9C03nWVg/w292-h164/20240227_104513.jpg" width="292" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu4PuueWvLnADlbAYi8uyGlZtMVYsQNoc0PzDn-qV80YT-pTUVr7OFr1AVlUw19D8-01U1M0J1Q1J2imPwWMZzseFvF5inC1gq-5kqb-QgzBWd7aJv20AmE6zDehJsD3rR5ZlTIW_ca1170-sFB6R8wUtXe6Hv9_KwUHMlP01Z5SufhgAjAKcUf56AiU4/s3968/20240227_120333.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2232" data-original-width="3968" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu4PuueWvLnADlbAYi8uyGlZtMVYsQNoc0PzDn-qV80YT-pTUVr7OFr1AVlUw19D8-01U1M0J1Q1J2imPwWMZzseFvF5inC1gq-5kqb-QgzBWd7aJv20AmE6zDehJsD3rR5ZlTIW_ca1170-sFB6R8wUtXe6Hv9_KwUHMlP01Z5SufhgAjAKcUf56AiU4/s320/20240227_120333.jpg" width="320" /><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_ew2NTlH4PmsGVd01jhy8IJD1TK2nvKpoZUGlP2sBM-bNxd1YqZnuRS1syDhfvYrxlnr8BRZnLaF0BgDEg1KgFJgdizArN3AvOBlKr1cL6BgVn_hMvfEtlZEuwTDc58_tDcaY0f4ewnaYD-jcRIffEAeYYP-ROo6BLcqeCPfhcHLykalncCqZhgalIUg/s320/20240227_120340.jpg" width="320" /></a></div>Cuando llego a Ventas de Narón ya estoy en el punto más alto del día de hoy, a partir de aquí es llano o descenso. Sigo por carreteras locales.<br />Como llegaría un poco tarde para comer en Palas de Rei a unos 3 km antes de llegar encontré un restaurante abierto, Mesón A Brea, allí comí bastante bien.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNm-0Q0vqc34MlxHhaeNDG8mnLlrZ7Ql42aCatvA4nA77XOQyGLD6f7QJAGtNGK8NPi4AUUsSHjIthkMbsBTEOgqdWUamqGZlWFytbnuiuPEb2DAMJMBQEt6ThgLbJ5aM1povCxPuCWN9mwEZKuSWje-4W284LEXupd1wBbNcJB512kbUlmViMHYxTMLI/s4608/20240227_111039.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNm-0Q0vqc34MlxHhaeNDG8mnLlrZ7Ql42aCatvA4nA77XOQyGLD6f7QJAGtNGK8NPi4AUUsSHjIthkMbsBTEOgqdWUamqGZlWFytbnuiuPEb2DAMJMBQEt6ThgLbJ5aM1povCxPuCWN9mwEZKuSWje-4W284LEXupd1wBbNcJB512kbUlmViMHYxTMLI/s320/20240227_111039.jpg" width="320" /><img border="0" data-original-height="1908" data-original-width="4032" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbVASSU3zPX_i1rdkyEYiOdpbiYwfImF1_OOCDoldpLHOfHGgsGoi2KG5-lj9hhDUhdy3PHfU0jA3Gl2ZwYOueWi1v4x38KQZCMZxiE_NanwRoYvq7yGi7Ox74YNSH_y1nVqNOBVW4q2DvD0LTbqNgQBp2kuxLF9H6MbFqPtHJFm22U9WPSrrg3XYc40E/s320/20240227_105210.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTdVlAGXV10jP8f8gT4_2y050omCh2gbRGTvzF1z5NdH_R35xiH_YFZ3tpTgF4A0h2sLK6Nlzfpz3_LhO9mwfgcgqHz5UYcpiRfxWoFZwbPN7VNZsBKT0l8VYK2aDTV3qJrecZWLAZ23NFFlM2YjWac28mu9Ke1Hz0FwqF6SxFXb8_8nsbUtUjB-Rfu8g/s4608/20240227_134413.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTdVlAGXV10jP8f8gT4_2y050omCh2gbRGTvzF1z5NdH_R35xiH_YFZ3tpTgF4A0h2sLK6Nlzfpz3_LhO9mwfgcgqHz5UYcpiRfxWoFZwbPN7VNZsBKT0l8VYK2aDTV3qJrecZWLAZ23NFFlM2YjWac28mu9Ke1Hz0FwqF6SxFXb8_8nsbUtUjB-Rfu8g/s320/20240227_134413.jpg" width="320" /><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgr96vFPobK1r_uZbpCptDunOlZGHoLadFgfEyHFaxEQnWaEJq3mJTdY4B_ZU-Z0J09yGQkpzCEtqKcIY_eSSf_8HPAt-JckNPzV8NBRHp_-NcpHcGSPzApn7GU8l1luwOpsN_jJ9Atta8OSvab6KJOT9fFQ_aph-Muo-8fG6wHXDAXy8kXynN8hIFYZLo/s320/20240227_135423.jpg" width="320" /></a></div>Cuando llegue a Palas de Rei a buscar el alojamiento, pueblo grande donde tiene muchos sitios para comer.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhj34TB7HIULgZuoNb8aTRIwSNT3VRMD4lnsSDeXDnP1sc5Zf4fTf97r0y78Z15nbTL9-v-IJT90o5J3bQCK3BlWOFhcrWhRvn2AmhJ5vBMtKyYln0p7vNBTWoGfRomI5lvGjjQTC0B3rGoHQLo0u4X4_q4n_kg3rHr9fzZiZiAjj3XWiAS6BmEnHcz1p4/s3968/20240227_162200.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2232" data-original-width="3968" height="167" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhj34TB7HIULgZuoNb8aTRIwSNT3VRMD4lnsSDeXDnP1sc5Zf4fTf97r0y78Z15nbTL9-v-IJT90o5J3bQCK3BlWOFhcrWhRvn2AmhJ5vBMtKyYln0p7vNBTWoGfRomI5lvGjjQTC0B3rGoHQLo0u4X4_q4n_kg3rHr9fzZiZiAjj3XWiAS6BmEnHcz1p4/w297-h167/20240227_162200.jpg" width="297" /><img border="0" data-original-height="2184" data-original-width="4608" height="163" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAvuffjEx6kMfOZ4mO0Sw5as_pxvI79oRFouoKiIkx0sM6v78FTuz09L0J-_ie-I6uq-HrUvN6Rx4MpIdmaCto2f_69rbQp_US6-lq_qDvN3zcVgJeZyR2Zq0ceFUfDJNqdQiuGLQP4Jd7oG30jFw10Hw61-GlcNMFX_9KvNfuZq3Fg-WT30iV-gwgu-Y/w343-h163/20240227_145059.jpg" width="343" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi82gdijTJSrev2u5vhzGZVH77o1X_0ZCQXKhOxx85XLLZTnaouBK-3MFQI1lGVqqtcY9LwUWLC6iDGNE66dkaEbiyIESz_PwGaODVUMEsGuoyy0_86ZwDUi0QMAiz3VsxaInIX1d7RvFlZ7XIQVJCVvoNDNMOyM9OJAcF50fUtSfgxfCiz84lNIJGuNKg/s4608/20240227_140823.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi82gdijTJSrev2u5vhzGZVH77o1X_0ZCQXKhOxx85XLLZTnaouBK-3MFQI1lGVqqtcY9LwUWLC6iDGNE66dkaEbiyIESz_PwGaODVUMEsGuoyy0_86ZwDUi0QMAiz3VsxaInIX1d7RvFlZ7XIQVJCVvoNDNMOyM9OJAcF50fUtSfgxfCiz84lNIJGuNKg/s320/20240227_140823.jpg" width="320" /><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEht28oWy0GBdMnfuJkFBYsLAKsdatDiiEGBLnd10HX7fuVxk_utnG76czNdh61mDVJC0B9a-0AJUu5UpD_4qRtMU57eWECRCP00tSdOlANGYiRAo8JlebBl0DjvIlIEqrnAmSTTm7QKiOJMvVxJc2DKI9A5HEmd178s9lkEdy9LWqMJQXDDl1hdpBs9kh4/s320/20240227_140140.jpg" width="320" /></a></div>Por ser Febrero encuentras muchos servicios cerradas, así que siempre llevo algo de comida. Se combina pista, camino y carretera local con poco transito.<br />La señalización: todo muy bien señalizado, no hace falta hacerla con gps. <br />Alojamiento en el Hotel Arenas Palas, bien.</span></span><p></p><p style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: verdana;"><a href="https://efolontigi.blogspot.com/2024/02/camino-de-santiago-frances-7-etapa-de.html" target="_blank">Enlace a la etapa siguiente del blog</a><br /><a href="https://www.gronze.com/camino-frances#localidad-371" target="_blank">Gronze</a> <br /><a href="https://caminodesantiago.consumer.es/los-caminos-de-santiago/camino-frances/etapa-de-ponferrada-a-villafranca-del-bierzo" target="_blank">Eroski</a></span></span> <br /></p>Paco Aguilarhttp://www.blogger.com/profile/16305364062914941580noreply@blogger.com0tag:blogger.com,1999:blog-2622352990139092927.post-82923113800070447982024-02-26T20:18:00.010+01:002024-03-06T21:29:56.689+01:00Camino de Santiago Francés. 5º etapa. 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<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: medium; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
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<p align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="text-decoration: none; text-underline: none;">Características de la etapa</span></b></p>
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<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 125.9pt;" valign="top" width="168">
<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Localización</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Sarria</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Fecha</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Febrero 2024</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Enlace<b style="mso-bidi-font-weight: normal;"><span style="color: red;"></span></b></span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;"><a href="https://es.wikiloc.com/rutas-senderismo/camino-de-santiago-frances-5o-etapa-de-sarria-a-portomarin-163152914" target="_blank">Recorrido en Wikiloc</a></span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Distancia</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">23,5 km<br /></span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Desnivel
+</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">450</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Trazado</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Lineal</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Tiempo
con paradas</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">7h 31´</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Desnivel
-</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">481</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Dificultad</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Fácil</span></b></p>
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<p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;">Hoy está lloviendo bastante y lo hará durante todo el día, cruzo por Sarria y ya empiezo a subir, la primera parte del día será de subida y la segunda parte de bajada, además pocos sitios para tomar algo, también por la mitad del camino encontraremos algunos lugares con maquinas que venden bebidas y dulces.</span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><span style="font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGLqxnpx4tSEeig9GMmsmxSUw8VsVHHXiFNK2NmJe1yz7BL2bj5u1px-DSG-QWWb9Ghvtq9vt_qq3H4u6pwSA4e_6BZBsBtIyipK6IQblGb-R-6SOtb7HSfMxylbDcX0BW000fO7MrtP2VBiJAumhJ-KfhlTFIBskRI9WapiuMvqpElDDTMC72UiHhLL8/s4608/20240226_101421.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="156" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGLqxnpx4tSEeig9GMmsmxSUw8VsVHHXiFNK2NmJe1yz7BL2bj5u1px-DSG-QWWb9Ghvtq9vt_qq3H4u6pwSA4e_6BZBsBtIyipK6IQblGb-R-6SOtb7HSfMxylbDcX0BW000fO7MrtP2VBiJAumhJ-KfhlTFIBskRI9WapiuMvqpElDDTMC72UiHhLL8/w331-h156/20240226_101421.jpg" width="331" /></a></span></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-x8K4KUQJta3IyPaQ7MklX8I0JLxNe8H_h-2uBkVW18RFNsOeuXNj1NZiN9sTFSbZLRtIXoAODIu9PhHGcgcnlcx5LWjoxOx54Pguguz9nQSQfNNtULg7mjskV0H5CpuB6wHqJWexMsovgh4pmYrZKXjZAN-aiRPrkhbr3POOH5nwO7RxthFwmYBwDNQ/s3968/20240226_095645.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2232" data-original-width="3968" height="153" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-x8K4KUQJta3IyPaQ7MklX8I0JLxNe8H_h-2uBkVW18RFNsOeuXNj1NZiN9sTFSbZLRtIXoAODIu9PhHGcgcnlcx5LWjoxOx54Pguguz9nQSQfNNtULg7mjskV0H5CpuB6wHqJWexMsovgh4pmYrZKXjZAN-aiRPrkhbr3POOH5nwO7RxthFwmYBwDNQ/w273-h153/20240226_095645.jpg" width="273" /><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdEQLxqUbCLRlvkNSuf7IyidhSEqnBJ9u7GFMqwa0HTlBODfvylBgqd3Z2Y-a-wrTSlDcc2osNBUJ4I7Al8hNg1QK8-t1TShdawPXSlGLLcX_Qhz7qg1P8cnM8BLj3zIWkdCj8VY7fOwjY3K6Pv1oAjYFnMUbqpJChmmAZ7t_CqHpOKfFU-nQ37_tJt90/s320/20240226_095505.jpg" width="320" /><img border="0" data-original-height="1908" data-original-width="4032" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgex3eqlxVaLsArfLeUYtjryekfkJhniEHCclqW8DPDAlpSBl0Z_Q0YHK5vGiPSvEOWIB6oxfe9R0i5941Z0KpkVcs-wf03jG8IlQ6nSDaE5iWNO490F0u6WQM-tNbyAYULrt2xzbDiUH5G16F9lesKavzKTzUC3w_pyRLNn63PI7yGMrC7U2Gm8yBcqkE/s320/20240226_093508.jpg" width="320" /></a></div><span style="font-family: verdana;"><span style="font-size: medium;">He andando bastante por caminos y por bosques, aunque en algunos momentos también por carretera locales.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQPJmYLeehfK7uFRYmV4QyXISjJykn_4zAUbg0Xd_VYpynga0j1OoazeCtzdeDPsWGlYNjjYzzSMiXDpUnLPwsnOSC8bb20v8wbvdLVsyX4PpB6rkBmzoOm1GibS3NlWZlKB32lrZCiSiT4jXYn4Sne2j0IsGXRJKKSSCw8dZd42pvJK_E07ICjunYPeU/s4032/20240226_101815.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1908" data-original-width="4032" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQPJmYLeehfK7uFRYmV4QyXISjJykn_4zAUbg0Xd_VYpynga0j1OoazeCtzdeDPsWGlYNjjYzzSMiXDpUnLPwsnOSC8bb20v8wbvdLVsyX4PpB6rkBmzoOm1GibS3NlWZlKB32lrZCiSiT4jXYn4Sne2j0IsGXRJKKSSCw8dZd42pvJK_E07ICjunYPeU/s320/20240226_101815.jpg" width="320" /><img border="0" data-original-height="1908" data-original-width="4032" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDoLJIrCM1OTrlLS1isgqdkoqN7O33OXeLVfitV37mH35YhsUnm6QnthYpy6evn2EBjwoXB3gEPZ4tTbrotJSQcyIBkX7IqRKp6lThqgeWpDDg9ejEe0cJ8dsA6ghKgDqiXN5pF1Tn80aeIqk8b6WXNTjbzkWbpNDgAZpX173f9qosb6WKrnxD0_5YMvc/s320/20240226_101720.jpg" width="320" /></a></div>La subida continuada desde Sarria será de unos 10 kilómetros y unos 250 metros de desnivel, como lleva lloviendo varios días en los caminos encuentro ríos de agua, en muchas ocasiones con barro. Paso por varios pueblos, en Peruscallo se encuentran las primeras vending, maquinas de bebidas y comida.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPEAaqk3c7j7eD2YzZqunOfA5FxXCYCd45URsRC_nQZT_nya3_YJn87lmUVEze0ArBqt5UOALf6ZyG8YGMOx-NgdZMR8xKiwPODlwlTPG2L8LxvSpcxgBoGz7uzgfONhnhOFQR_HOtvTVMv-fIRtgqWCiq5Qjrry9Bt7SwJQBklbt8JUJCcbULyGdixR8/s4608/20240226_121804.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="165" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPEAaqk3c7j7eD2YzZqunOfA5FxXCYCd45URsRC_nQZT_nya3_YJn87lmUVEze0ArBqt5UOALf6ZyG8YGMOx-NgdZMR8xKiwPODlwlTPG2L8LxvSpcxgBoGz7uzgfONhnhOFQR_HOtvTVMv-fIRtgqWCiq5Qjrry9Bt7SwJQBklbt8JUJCcbULyGdixR8/w347-h165/20240226_121804.jpg" width="347" /><img border="0" data-original-height="2232" data-original-width="3968" height="167" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhv8a-0WHQjw1Q-73xgLKUvawlu-OkPB70sPVQOFruTZNqEEc_UWfrXR4np0g4CqvFNyiFD7gE-hXX2izlkvEXtRIMRFjUUVSVMwMafk7XmEkwb0UUzpcmPbGR_0JKYAOYdqjHK5VI9zc8EsxovBbQB5X3DxV8BHUSsEM5RHL5kKtGfQKesVHWLnUguA30/w297-h167/20240226_114005.jpg" width="297" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEht_d-ZRfblgokERDvCz88T2pRc_C76wqxfh1IV4s5yW-ZgXymeqzMnnhZmsJ12LsfvJ8krDSBhgVT14aJeY34qh1_l4DeUtCd-4WfS2PztJS3S3cpzeVAVJoBjFMiHsQlayc2mGGRF_VsA7fsKw8m6zLiTTiZkaSQMiyk208LxPMcf4QkGXM624P4IM0g/s4032/20240226_113908.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1908" data-original-width="4032" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEht_d-ZRfblgokERDvCz88T2pRc_C76wqxfh1IV4s5yW-ZgXymeqzMnnhZmsJ12LsfvJ8krDSBhgVT14aJeY34qh1_l4DeUtCd-4WfS2PztJS3S3cpzeVAVJoBjFMiHsQlayc2mGGRF_VsA7fsKw8m6zLiTTiZkaSQMiyk208LxPMcf4QkGXM624P4IM0g/w339-h160/20240226_113908.jpg" width="339" /><img border="0" data-original-height="2232" data-original-width="3968" height="163" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPpb0PBIXIjwACS_bcicSDYnBp_VjgIkJRN3xL-yqAlhClNiH6s5-wJj5su_IhNmHtJY60yk1BktdyOE4F_WHwJd2CpImX3Ah3BfgrzZcekpQ9Q1Qo6M2f1jKDtUmpjcsjvds_Wi9ihBTMFA6CW1tKFbyZvMVNZJS1-uwr1OuD9LFzYZLLibbaDEu3a0k/w289-h163/20240226_112023.jpg" width="289" /></a></div>Al llegar a Morgade se empieza el descenso, paso por Ferreiros y en A Pena encuentro otros dos vending, en algunas tiene un lugar cubierto para descansar.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMNDrWO4qwat6-UBS0C_1iRcwyIjAVQkB9ySO0qqbG21vdTVfepMBUv0bVKeQ9FtLcR9Wa9xSmWi9YjmsLRQzBhV_EDMP98cnvQOvOUhg_VxnRg7EtSq9ghwmUSCPKJHcZ5N3viSeP8hxiUTdavIL81HfWwwLI0pnHemNl-HsNxLs7YenuHI27KhQAwg4/s4032/20240226_134019.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1908" data-original-width="4032" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMNDrWO4qwat6-UBS0C_1iRcwyIjAVQkB9ySO0qqbG21vdTVfepMBUv0bVKeQ9FtLcR9Wa9xSmWi9YjmsLRQzBhV_EDMP98cnvQOvOUhg_VxnRg7EtSq9ghwmUSCPKJHcZ5N3viSeP8hxiUTdavIL81HfWwwLI0pnHemNl-HsNxLs7YenuHI27KhQAwg4/s320/20240226_134019.jpg" width="320" /><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0l-k6W778W-8899s_eekAPTJbHecbrn8VLwSQmI_dIDzOgGzbVmSX1gQMpf3cbPpeeRJyrjq5HEII2ZifT2_Pb5X9J_G5kEgksLBZ7l8A8ZcUp7Pz_Wfu2SUTGZ1Y4aL8XCGppZA1HlmerPYQLcIGHksxrh7dTwcnZrbuZmkube6Dw1oaTBOppY7LU9g/s320/20240226_125835.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigMdT0yY9hjzaChmW22WWjm5nJkv4Q1NjGBmceOqklkSjU7yd9rzQY2ef-OJyoVNg0i7HGiAh9QrzctO0JKv6-KUNlqGM1j0xRWKPWlRB_1Sd1z2tzGx5F9bEcV_eq520f9RxunaWROIjCg8hrLLdnuyJmYfQrI5gJtkNcW_368KzymZHJ12Kclif1R3I/s4608/20240226_125738.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigMdT0yY9hjzaChmW22WWjm5nJkv4Q1NjGBmceOqklkSjU7yd9rzQY2ef-OJyoVNg0i7HGiAh9QrzctO0JKv6-KUNlqGM1j0xRWKPWlRB_1Sd1z2tzGx5F9bEcV_eq520f9RxunaWROIjCg8hrLLdnuyJmYfQrI5gJtkNcW_368KzymZHJ12Kclif1R3I/s320/20240226_125738.jpg" width="320" /><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdArARie4Ep5Q2IGPXG6vzQpgMBmJHlSiPXCQ_F_wSOLL0DHVfYOdmFAq8OdqBBOHKwFn53IrIGQOj8Lqtq1K_2qAS0FoldebM_vjIvVK12YfutPaqVUND7UWldysRaQy2bbw4E1INtyY23RrcOPWpcIzif1yJeb-4IWJ7QwkY1PLwkZ5S6Kc9KXqfekA/s320/20240226_124948.jpg" width="320" /></a></div>Al poco empieza el brusco descenso hacia el río Miño, llego a un punto en donde te indican dos opciones de seguir bajando, te recomiendan una, esa fue la que yo tome, desde aquí ya se está viendo Portomarín.<br />Llego al puente, lo cruzo y ahora una pequeña subida para llegar al alojamiento.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLf796e-L6bzr7dzcpNX4fT3uYY7Vry8kaIu7F4yPLVxivUiQp5IXm1Mk99YYPaNjc2XO_nCog1KcMFal1A9f00ZT6saZnlU3XrGBlfEP0H13_5Q0Hv1Cl_K070bmJshy3KBUPZYEIBtOeEQuD9aBnD7UlmUxQy0X99qe2Q7j2-V4kg6zcrmdZ5BVanW4/s4032/20240226_163940.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1908" data-original-width="4032" height="163" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLf796e-L6bzr7dzcpNX4fT3uYY7Vry8kaIu7F4yPLVxivUiQp5IXm1Mk99YYPaNjc2XO_nCog1KcMFal1A9f00ZT6saZnlU3XrGBlfEP0H13_5Q0Hv1Cl_K070bmJshy3KBUPZYEIBtOeEQuD9aBnD7UlmUxQy0X99qe2Q7j2-V4kg6zcrmdZ5BVanW4/w345-h163/20240226_163940.jpg" width="345" /><img border="0" data-original-height="2232" data-original-width="3968" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-T-7dmieh-s22wtJ0LNKiw8BBtaibrq3W-fAZp3t5u7xJ2f389gXpulmVGcae0BAFsw7SkaZZeNNYFzXBWbLxHBo1qwdIlMerrsas_b4OnmlTjE1a62NGFaTmYGYx3wPvRyOwGmB-Z-pfadNKxn0LeVxKdY3WRP0P4l_vdS1v0VDwfVKv9ofvvcVlSiI/w291-h164/20240226_151446.jpg" width="291" /></a></div>Por ser Febrero encuentras muchos servicios cerradas, así que siempre llevo algo de comida. Se combina pista, camino y carretera local con poco transito.<br />La señalización: todo muy bien señalizado, no hace falta hacerla con gps. <br />Alojamiento en el Albergue Ultreia, muy bien.</span></span><br /><p></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><a href="https://efolontigi.blogspot.com/2024/02/camino-de-santiago-frances-6-etapa-de.html" target="_blank">Enlace a la etapa siguiente del blog</a><br /><a href="https://www.gronze.com/camino-frances#localidad-371" target="_blank">Gronze</a> <br /><a href="https://caminodesantiago.consumer.es/los-caminos-de-santiago/camino-frances/etapa-de-ponferrada-a-villafranca-del-bierzo" target="_blank">Eroski</a> </span></span></p>Paco Aguilarhttp://www.blogger.com/profile/16305364062914941580noreply@blogger.com0tag:blogger.com,1999:blog-2622352990139092927.post-70415251992954228822024-02-25T20:16:00.004+01:002024-03-06T21:23:06.983+01:00Camino de Santiago Francés. 4º etapa. De Triacastela a Sarria<div align="center">
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<p align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="text-decoration: none; text-underline: none;">Características de la etapa</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Localización</span></p>
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<td colspan="5" style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 361.45pt;" valign="top" width="482">
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Triacastela</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Fecha</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Febrero 2024</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Enlace<b style="mso-bidi-font-weight: normal;"><span style="color: red;"></span></b></span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;"><a href="https://es.wikiloc.com/rutas-senderismo/camino-de-santiago-frances-4o-etapa-de-triacastela-a-sarria-163152855" target="_blank">Recorrido en Wikiloc</a></span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Distancia</span></p>
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<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 63.8pt;" valign="top" width="85">
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">17 km</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Desnivel
+</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 2cm;" valign="top" width="76">
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">302</span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 78pt;" valign="top" width="104">
<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Trazado</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92.1pt;" valign="top" width="123">
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Lineal</span></b></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 125.9pt;" valign="top" width="168">
<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Tiempo
con paradas</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 63.8pt;" valign="top" width="85">
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">4h 28´</span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 70.85pt;" valign="top" width="94">
<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Desnivel
-</span></p>
</td>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">546</span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 78pt;" valign="top" width="104">
<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Dificultad</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92.1pt;" valign="top" width="123">
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Fácil</span></b></p>
</td>
</tr>
</tbody></table>
</div>
<p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;">Hoy la etapa es corta y me viene muy bien de los días anteriores, salgo por el centro del pueblo y tengo que elegir ir por Samos, más larga y llana, o por San Xil más corta pero con más desnivel, escogí esta última, prefiero menos km aunque tenga más desnivel.</span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><span style="font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivGWKMjM5KwqZhlA8luVhoBXN430wiMp3X-V6L7SPqjVunTE4_IePpK-ALUtWH1SCzU7dmOng7K5t8v4NVyb1GSuIbpTlu5yO-GBln-eL4cxBpsY1i4MgulpHsnH5ndNR0iMPXf4OZlNHs7UWbC7CZntrNMv6h9zHdqrVf_nJjtE4hNnOkOJjMiQDZaHM/s3968/20240225_092742.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2232" data-original-width="3968" height="168" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivGWKMjM5KwqZhlA8luVhoBXN430wiMp3X-V6L7SPqjVunTE4_IePpK-ALUtWH1SCzU7dmOng7K5t8v4NVyb1GSuIbpTlu5yO-GBln-eL4cxBpsY1i4MgulpHsnH5ndNR0iMPXf4OZlNHs7UWbC7CZntrNMv6h9zHdqrVf_nJjtE4hNnOkOJjMiQDZaHM/w298-h168/20240225_092742.jpg" width="298" /><img border="0" data-original-height="1908" data-original-width="4032" height="163" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4QvFr3vxJFD7N07lrD5CQi1m73DcXeRM6n8Hyfs18YteOrq3kl8utZB9_453Uz9KLAJamh5lmi5D5bf7j4BIQN-F1E2cqj0FVmvpHk6RwzGRMjlLUXz3QHUNX5FRHIkx8Sg_HAWTUj0YmrM7aB2eo9sQBrIRyBdlp2-1V7YarRqEErQgmVFSvi7aMCsY/w345-h163/20240225_092103.jpg" width="345" /></a></span></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><span style="font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9fAUAq9zqWAuikkvPjU-yQXqUhjeitaqAGKgtC8c43fwCyy1xLtH1yFA4KH2KjYKT3aGdZkZoW2UE90He8aZfTLP-bre4EoWDWwxO_QvrZmzu24TXsE9znpblevdvPYUc-sqaVU0y0oN6-RjnuNcTSQyVsDuTQ3GjxyL4WzYb-6p0VL-__IUvBOHJklE/s3968/20240225_091530.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2232" data-original-width="3968" height="165" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9fAUAq9zqWAuikkvPjU-yQXqUhjeitaqAGKgtC8c43fwCyy1xLtH1yFA4KH2KjYKT3aGdZkZoW2UE90He8aZfTLP-bre4EoWDWwxO_QvrZmzu24TXsE9znpblevdvPYUc-sqaVU0y0oN6-RjnuNcTSQyVsDuTQ3GjxyL4WzYb-6p0VL-__IUvBOHJklE/w293-h165/20240225_091530.jpg" width="293" /><img border="0" data-original-height="1908" data-original-width="4032" height="165" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYlJm3BdUQKYWIRkYMaWWF4SCITaC7YP6v4V4OwQnWqEcZjH6rGUOFKWiyK3uSz6CTmXFoa7zqXFx5g8GJGDjeZSSDvB0bL1GTHrjcYb8PNRf6Gb3Ujf-HfsD3C4bUdYp_FFCcoRO-uy87Wh9vYp3ixyyUilUast0whymBymugwFv0BqFfOsCPNH3-VwE/w350-h165/20240225_091240.jpg" width="350" /></a></span></span></div><span style="font-family: verdana;"><span style="font-size: medium;">Así que ya me encuentro subiendo, serán unos 5,5 km de subida hasta el Alto de Riocabo, se hace bien con bosques de castaños, robles,… casi todo por carretera local.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifctquvpjTWdhvD_1NJzvqnWSYftYH6WiZUl3Oo4GDtMkN53XBXJLiVCZdLAKEeYBjJX5UPhInLgEd7Ho_Xu0SpKM7ZItmWlWyFNU7ckVDCRbAi9iyZ9uh8VqnLzaTqGp9zJYCYoagWa4bl5Q3OKgAhxEvP0e7BPgxyUJ13T68DvAp9z8jmWcCPduxL60/s4608/20240225_095325.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="161" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifctquvpjTWdhvD_1NJzvqnWSYftYH6WiZUl3Oo4GDtMkN53XBXJLiVCZdLAKEeYBjJX5UPhInLgEd7Ho_Xu0SpKM7ZItmWlWyFNU7ckVDCRbAi9iyZ9uh8VqnLzaTqGp9zJYCYoagWa4bl5Q3OKgAhxEvP0e7BPgxyUJ13T68DvAp9z8jmWcCPduxL60/w340-h161/20240225_095325.jpg" width="340" /><img border="0" data-original-height="2232" data-original-width="3968" height="162" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGvpegw-YZxL5sJwD_SGhjMb7A5CsbjKrAYWZcdqyn6iW1_NXmXzEIPl1YDYvRiNUhM-3NrgKRz842vae4rmyGNAGQcp5-oVH_5jiXLrAQrbrlw5aIna93rfGa8FCrms_4w2TduJsZplXkIuQ6ZFeydewccJtOtzix5RvL6H2QZmVJLLaeXov0hW8SzkY/w287-h162/20240225_095215.jpg" width="287" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiScOXkHtEDY57j63ElA7IRRcUEiTLxO5JFG93LYvlY_6uTL0YegFBJDxOCNif0XqEqSfqJTNQwOHp-GQI9sKdhxdu_oGIiALeuN8IbvR4lsaUKoEviahdFu06Ptg765eNmF12f8IjQZJgXdzgYelTVtmIuIBvouXJrO1DiEhtHLpdio1eBWdJdnd-KUls/s4608/20240225_095202.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiScOXkHtEDY57j63ElA7IRRcUEiTLxO5JFG93LYvlY_6uTL0YegFBJDxOCNif0XqEqSfqJTNQwOHp-GQI9sKdhxdu_oGIiALeuN8IbvR4lsaUKoEviahdFu06Ptg765eNmF12f8IjQZJgXdzgYelTVtmIuIBvouXJrO1DiEhtHLpdio1eBWdJdnd-KUls/s320/20240225_095202.jpg" width="320" /><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEKG-gAfHgJSmjznGEwV49xLXvMFGmMJYf9kg-GdJjUaJ13oKsmm4VxUc2W1Or55VsKsY8F8XUpuK-Iz3spJ20AOjY6R71s06JUvTLdQlTNEOxsd9fA-C3iHDoaEU5_uosuZeBuBWH_pnYqYHKjyaj0zQb59X9JI8x7XP1KHv-9W2Jq_HK6u4stVwrcI0/s320/20240225_094518.jpg" width="320" /></a></div>Ahora ya todo bajada hasta Sarria, paso por los pueblos de Montan, Furela, Aguiada,.. A partir de Furela el camino va mucho tiempo paralelo a la carretera local, por una senda. Cuando llego a Sarria mi alojamiento está en la entrada, así que no tengo que buscar mucho.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRlDmr1FR1UBfnisupVpYSjFAHcAMD8EoeJCilR2mBdEIqYIKkRQTKfeo3uIPjr7XZZeU50yR3F91bMp1wNI8Z8_ckUdgf42vcu9slhIScORq0Oeenog3Fu7_vr8UP3PeykCjWL78jKu8qpWCpIMHHQ9Z3EKDSRZYCGB-SdeWHlazvOwKGb-JAG6xOiKU/s4608/20240225_104645.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRlDmr1FR1UBfnisupVpYSjFAHcAMD8EoeJCilR2mBdEIqYIKkRQTKfeo3uIPjr7XZZeU50yR3F91bMp1wNI8Z8_ckUdgf42vcu9slhIScORq0Oeenog3Fu7_vr8UP3PeykCjWL78jKu8qpWCpIMHHQ9Z3EKDSRZYCGB-SdeWHlazvOwKGb-JAG6xOiKU/s320/20240225_104645.jpg" width="320" /><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjIzPGvBLvH-vwqxLqnrxpvn-yHgzkEspzKdE2kg8mB8E4PC4pzxsstyQQVdEzA_NzXJEvVz7xHjqAJq81to_7d7J_TWyYdDb9-RjKHU7ToQylG0qQ6X6_rPuVY89Hro8h4vXH7uDRkO4QqBlXoZWs_qwd7afdE9iZg2JY88HYB6Dq4JHSFRfaAPlhnUw/s320/20240225_104341.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0HN9IKNa0WUo2vu8qXxEVOwMni8uGjt1oJ2u6fFzsX8tV2Gd7rrK0seMb3OSSBTbfZcn2TmFbvCAEELNBeF0QvGYzt6qr7w1XD86j8t8zt0cC7Y3XYV9oNXQMcZYjS0RyaavvcA7KM9OOvtJEaLKNHFNEXyKw3X4tgrO5fxFLr1Aq-LLVAtUCyY_vM3g/s4608/20240225_100158.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0HN9IKNa0WUo2vu8qXxEVOwMni8uGjt1oJ2u6fFzsX8tV2Gd7rrK0seMb3OSSBTbfZcn2TmFbvCAEELNBeF0QvGYzt6qr7w1XD86j8t8zt0cC7Y3XYV9oNXQMcZYjS0RyaavvcA7KM9OOvtJEaLKNHFNEXyKw3X4tgrO5fxFLr1Aq-LLVAtUCyY_vM3g/s320/20240225_100158.jpg" width="320" /><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYdR3p99DkrJY00qmUmiWRslXh7jWCIpynSUnxP5fQB4_-JYWQ-cSxcmbEq99q6phWLeixz4227wA0rT8z2PsHDK2wVY29Q-xS-vPGUJAG78qf8KLhctpBZNdE6tOVAQ_n8v_j7nD0nMhgrUIv2ErYsU8hWOucMx_V6MJzT8yRlRgUwPKqELykgqj4voE/s320/20240225_095811.jpg" width="320" /></a></div>Por ser Febrero encuentras muchos servicios cerradas, así que siempre llevo algo de comida. Se combina pista, camino y carretera local con poco transito.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBnXu-_GTef1XpxCEoHgYugmJOPngMmt8vWboWOg35FSMqKkc1yRmvR0fTpidlnR1EBKHB8cwAWhC5V91gDFD2nF9gzBgk2-dNgAyrAr4nGRqWWiGrO_DtAtAL-YcnyEyDrBuqtwnoMTCnSmp2aXn8nK8PSrFCp-o0CUypjvMQ6L686Djd8NV_-lqrgoE/s3968/20240225_122536.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2232" data-original-width="3968" height="166" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBnXu-_GTef1XpxCEoHgYugmJOPngMmt8vWboWOg35FSMqKkc1yRmvR0fTpidlnR1EBKHB8cwAWhC5V91gDFD2nF9gzBgk2-dNgAyrAr4nGRqWWiGrO_DtAtAL-YcnyEyDrBuqtwnoMTCnSmp2aXn8nK8PSrFCp-o0CUypjvMQ6L686Djd8NV_-lqrgoE/w295-h166/20240225_122536.jpg" width="295" /><img border="0" data-original-height="1908" data-original-width="4032" height="165" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNg_UFIDTp6LeWBhXn39ceh0eJoQqY_qwFkWJ2JcGlp7EjvjoPooZf8g2hwywFoFhiWGgjQZ7koaAK_ukeStGu0KI55cCrqAvMH4-hoNh6_7PWlMeHznU4WIVHI4-djQhEx1C_xU8bW03Wf1IT8-5ORJb36fMXlOyArb2291GgtIdNbhXkkXV80puYUNk/w350-h165/20240225_113354.jpg" width="350" /></a></div>La señalización: todo muy bien señalizado, no hace falta hacerla con gps. <br />Alojamiento en el Hotel Dp Cristal, muy bien.</span></span><p></p><p style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: verdana;"><a href="https://efolontigi.blogspot.com/2024/02/camino-de-santiago-frances-5-etapa-de.html" target="_blank">Enlace a la etapa siguiente del blog</a><br /><a href="https://www.gronze.com/camino-frances#localidad-371" target="_blank">Gronze</a> <br /><a href="https://caminodesantiago.consumer.es/los-caminos-de-santiago/camino-frances/etapa-de-ponferrada-a-villafranca-del-bierzo" target="_blank">Eroski</a> </span></span><span style="font-family: verdana;"><span style="font-size: medium;"> </span></span></p>Paco Aguilarhttp://www.blogger.com/profile/16305364062914941580noreply@blogger.com0tag:blogger.com,1999:blog-2622352990139092927.post-72332192411308493792024-02-24T20:11:00.005+01:002024-03-06T21:15:24.679+01:00Camino de Santiago Francés. 3º etapa. 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<p align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="text-decoration: none; text-underline: none;">Características de la etapa</span></b></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">O Cebreiro</span></b></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Febrero 2024</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Enlace<b style="mso-bidi-font-weight: normal;"><span style="color: red;"></span></b></span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;"><a href="https://es.wikiloc.com/rutas-senderismo/camino-de-santiago-frances-3o-etapa-de-cebreiro-a-triacastela-163152533" target="_blank">Recorrido en Wikiloc</a></span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Distancia</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">22 km<br /></span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Desnivel
+</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">195</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Trazado</span></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Tiempo
con paradas</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 63.8pt;" valign="top" width="85">
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">6 h 23´</span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 70.85pt;" valign="top" width="94">
<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Desnivel
-</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 2cm;" valign="top" width="76">
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">820</span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 78pt;" valign="top" width="104">
<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Dificultad</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92.1pt;" valign="top" width="123">
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Fácil</span></b></p>
</td>
</tr>
</tbody></table>
</div>
<p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;">Cuando por la mañana salgo del alojamiento para desayunar me encuentro que la nieve me llega a la rodilla. Así que desayunando pienso que el camino estará completamente nevado, imposible andar sacando el pie de la nieve en cada paso, así que mira el mapa y veo que a Triacastela puedo ir por la carretera. Rezo para que el quitanieves este pasando.</span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><span style="font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8T7mDUq07iyPcO1bAQ8xAXYjz_9TcQr149Y6vbUl8pOzvmpGBkJZ3G26wommfDk5MRZL6zR_rccYAp5ReNW02NVTtcrtpxqhmrpaWfTbwOUS-pEmVjmSAnsSBxHtOsZ32dqvL0veR_VaOyfZnj-3ZmJJHHtcKhQjn4vC2EaUGTR5CGGEmZ0liOMN91G4/s3968/20240224_093156.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2232" data-original-width="3968" height="168" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8T7mDUq07iyPcO1bAQ8xAXYjz_9TcQr149Y6vbUl8pOzvmpGBkJZ3G26wommfDk5MRZL6zR_rccYAp5ReNW02NVTtcrtpxqhmrpaWfTbwOUS-pEmVjmSAnsSBxHtOsZ32dqvL0veR_VaOyfZnj-3ZmJJHHtcKhQjn4vC2EaUGTR5CGGEmZ0liOMN91G4/w299-h168/20240224_093156.jpg" width="299" /><img border="0" data-original-height="2184" data-original-width="4608" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXGqqZJX-bKBlknZvmjXSpkXIkhTuhmOIYdNjl_C-G2z622uJHWe4RYLPc0dGaFMQfVAFTKYyPdG-eNlSDXdOW-EOOoWusNnveWHM0G95mHJu8e7alOmEquFn0-Bp0UZEw4Ffv8oxl2R_pXW2wgvQps4z7w3dglNDrUrzF1BErE1cER2adaRGmxdJ5uTY/w345-h164/20240224_093145.jpg" width="345" /></a></span></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><span style="font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiO48y-0og03_jKjyAWNmGUfBsJrOjP4LpOTGGzUXU8INwGlSBxPQvzSGtatzIBe7Ce9XeHe-jgN9hCM0uyC9mKz3QG4tanK0EPNE7giJ9IZhKDhG5hIooih-DGWCcNe220WjSPX84ZYkJwfFx00fPbqj94uSwWK1m-SDkXqlzrEONtdmBgq3x_S-mQDMc/s4608/20240224_084614.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiO48y-0og03_jKjyAWNmGUfBsJrOjP4LpOTGGzUXU8INwGlSBxPQvzSGtatzIBe7Ce9XeHe-jgN9hCM0uyC9mKz3QG4tanK0EPNE7giJ9IZhKDhG5hIooih-DGWCcNe220WjSPX84ZYkJwfFx00fPbqj94uSwWK1m-SDkXqlzrEONtdmBgq3x_S-mQDMc/s320/20240224_084614.jpg" width="320" /><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjE0RNf4POuWTNaFBrrax8EpdmdZ23OiFUFi7naLERuKqYc9DhltxeaKPaINz8P9YgNkTEs-x7tA1Wez3Chh4sizURqFrceMNkKnsCKGkPuvF4IIJ8dYWhBeDeiRpDEztHeJgGvbjCDSwS0vnSY4QDOMgf02izIW-KVH1AYvXg19k0G4732cN8HFLV-kLA/s320/20240224_084605.jpg" width="320" /></a></span></span></div><span style="font-family: verdana;"><span style="font-size: medium;">Pues del alojamiento a la carretera pisando el medio metro de nieve, menos mal que es poco trayecto, veo a otros peregrinos que también van por la carretera, la carretera está limpia, veo que la máquina quitanieves sube y baja quitando la nieve que se acumula, además limpian también la zona del arcén así que voy más tranquilo.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWWrdDcF0oI6hiMR5bQBKkWBTt_5vBXguMjSYcZwBENsnpNTGRdtbFmaEqS4Q34ba1znTlVPCyV2gEzlv4J_HOaEpYBpX4pfxKa_M0rV6Lg4ZEC5ok_Pqbyna8IJAuRjJxo27Ya2XiNsNWW7XMyc05JksxulzgJRpJbF5mPTlJMe2qD0-30UEydwWUBWg/s3968/20240224_095426.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2232" data-original-width="3968" height="165" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWWrdDcF0oI6hiMR5bQBKkWBTt_5vBXguMjSYcZwBENsnpNTGRdtbFmaEqS4Q34ba1znTlVPCyV2gEzlv4J_HOaEpYBpX4pfxKa_M0rV6Lg4ZEC5ok_Pqbyna8IJAuRjJxo27Ya2XiNsNWW7XMyc05JksxulzgJRpJbF5mPTlJMe2qD0-30UEydwWUBWg/w294-h165/20240224_095426.jpg" width="294" /><img border="0" data-original-height="1908" data-original-width="4032" height="162" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU7HHHBnrNfngLZzvffL0wKca1oV9JrVXrwmepUDMMsHz3iZYeYPAvs7a8q_5IXJ3d3bRtoXJoH7BonSfnZIes6Rl0u3ACvvE_ImPYBnPY51V_Tp0zbdN2nRwRErSu8ogepfsdq73jRWWqYAANUCNaQ2pUSCJN-uidYCtlLfCWcFdhD-H3eogdZ_iw_b4/w343-h162/20240224_095416.jpg" width="343" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtHep5INxh0dpg1MJe_12Mat4REwXGpFv8-k4jxJJ8-dO46y6puRl08IrT13NHRv5Q0l3eIzC-ekQjoxQBT8n-op8k-mtpIwu729vCOlww0Wn8qcd2mlxFZfwMzA-72wZm3Q7wd2KWRBxUK-fZKG2FdSsajLbQtPdDnqNS-koc82rA95zYODqgTw1F79E/s3968/20240224_093454.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2232" data-original-width="3968" height="163" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtHep5INxh0dpg1MJe_12Mat4REwXGpFv8-k4jxJJ8-dO46y6puRl08IrT13NHRv5Q0l3eIzC-ekQjoxQBT8n-op8k-mtpIwu729vCOlww0Wn8qcd2mlxFZfwMzA-72wZm3Q7wd2KWRBxUK-fZKG2FdSsajLbQtPdDnqNS-koc82rA95zYODqgTw1F79E/w289-h163/20240224_093454.jpg" width="289" /><img border="0" data-original-height="1908" data-original-width="4032" height="161" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1qLQoXazhx0eaRacZiB2pjt2NnOXd6TkH6a8o5fM3rJodULEi1QfJbe8G5zLH3FDrYbwDjuobqDzlWiMFAXknNw8nrWhPk58HhYnJUzxWN4rlm_gLaEm60wm7yhWmN_eG_AcGJdayAVtG5qw-3Ltqo0wGtsiHh4c3JwqIChdIqpTacMCKDGqh-kyv358/w341-h161/20240224_093303.jpg" width="341" /></a></div>Paso por Liñáres y por El Alto del Poio, donde encuentro un bar y me paro a tomar algo para calentarme, dentro más peregrinos, dicen que la vista es impresionante, pero además de nieve tenia nubes bajas. <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQzNslWp2AVJXCq0foOUtyW_px1fVg1v4Hbtj373HA6WPGp8NgOtUtY283osvWZ5wfHe_gvxgYt8ee0B8ulSQdxV5MqfJLbbpW4e_LH9Awun3LgWwgR-n8ArStt36SgRPDY9aw1m9tuxyKeUIdhT07O6kCfrX8bjX2LqjUbL3toY1sKREsHVn2tF0QudA/s3968/20240224_112946.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2232" data-original-width="3968" height="165" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQzNslWp2AVJXCq0foOUtyW_px1fVg1v4Hbtj373HA6WPGp8NgOtUtY283osvWZ5wfHe_gvxgYt8ee0B8ulSQdxV5MqfJLbbpW4e_LH9Awun3LgWwgR-n8ArStt36SgRPDY9aw1m9tuxyKeUIdhT07O6kCfrX8bjX2LqjUbL3toY1sKREsHVn2tF0QudA/w294-h165/20240224_112946.jpg" width="294" /><img border="0" data-original-height="1908" data-original-width="4032" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDfoO5DRdNf3JEdELtBEdKDGxshWbLpVqJkKitahIrLHYNO5JqYlu0TJghD88zGNxMwpd6JwnV62QmiirBw43q-V_vKkN4_QBMtFArvQNzR45zCtxvQa-xvwdFKV4i5IJeAmzf9P-imQ_plr8VHy_obg7Yuayg7-qV4oTcdBsZhK_kNdZxBThoGN9C9qM/w348-h164/20240224_105954.jpg" width="348" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6AxIpN4zqlFtHmW1vJgjJjxvFE1IGsePDZlI7wgmIRbl3wTDfc8KH2khtorR_gVl0havUt9p3TQXTYWocRNwOIJ0Zif6-owmqL_eWp9alV-7MeMJuHg7WdHvCJMLZ6UnMvqgy_tqHEvrsxzqK7Lo3QeCKhhSuPnWyEvwzL1Wgcy64hY1EFvFg_0Fpsrk/s3968/20240224_103700.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2232" data-original-width="3968" height="166" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6AxIpN4zqlFtHmW1vJgjJjxvFE1IGsePDZlI7wgmIRbl3wTDfc8KH2khtorR_gVl0havUt9p3TQXTYWocRNwOIJ0Zif6-owmqL_eWp9alV-7MeMJuHg7WdHvCJMLZ6UnMvqgy_tqHEvrsxzqK7Lo3QeCKhhSuPnWyEvwzL1Wgcy64hY1EFvFg_0Fpsrk/w294-h166/20240224_103700.jpg" width="294" /><img border="0" data-original-height="1908" data-original-width="4032" height="166" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSUG4f09ZT_62XBa76ulzTh1b8uXUaK2odeXno2mZXqtd_SWs0uAmXY5Uyv9LRbmky8D2Be1Bsm6W1Tu8GbZ6YqO8nIeq6uwWiArUVFWih8Pe__xtbz9XuTMZXgxvTgC0GtcKUE2qmD27NWBx20XWmHNEA_YFPkcNHg-B-IHodCmItVf4SbRWz1xtC0cw/w354-h166/20240224_103424.jpg" width="354" /></a></div>Mi entorno sigue nevado, así que sigo por la carretera pero conforme pasan lo kilómetros y voy bajando, veo que la nieve se va quedando en las alturas.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitKr91tZ6gn6lkmduxcXm1yIwhA2QUZBak0F4mj9sH14CtkEODgmh_ZoqUUlhkLI3-rEb5wrRsYLQXD0JonBTN4IMy2_RokHEFezCAd5oVWwQW3pB7GwoYL_GJmhrVpLjzh7z8Y-cg8XpJRXVQSKPpu7mnPTNZlGJG1nGPYl5jCpHVFk3Z87-e0HdsIvQ/s3216/20240224_150255.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1808" data-original-width="3216" height="167" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitKr91tZ6gn6lkmduxcXm1yIwhA2QUZBak0F4mj9sH14CtkEODgmh_ZoqUUlhkLI3-rEb5wrRsYLQXD0JonBTN4IMy2_RokHEFezCAd5oVWwQW3pB7GwoYL_GJmhrVpLjzh7z8Y-cg8XpJRXVQSKPpu7mnPTNZlGJG1nGPYl5jCpHVFk3Z87-e0HdsIvQ/w296-h167/20240224_150255.jpg" width="296" /><img border="0" data-original-height="1908" data-original-width="4032" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8F0x5JemOvzPQD96aGcZgk0S_vDNtaHJ_kixDiAMPFNohPZLMuBVgjLx9iTfPTdnCIAYUTFg1VKbAwYiU5dkUyHyvOWkZXN6onQqbJM92KGUgdOCMV_38ys5hPMhZzvHoxJIaz2qTqxVYERPhQ5CIIJqSX_FmM0HuKwKWDltLEgtyPTq76cf6IhzZWqk/w348-h164/20240224_150231.jpg" width="348" /></a></div>Sobre el kilometro 16 veo que cogiendo un carril conecto con el camino que ya está limpio de nieve, así que los últimos 6 km los hice por el camino, la llegada a Triacastela muy bonita por un bosque.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM1UnezF8v2Aqmz0fDoJM7mWxDE8YpOyG5dAeRPHBXy1mnVbvlSry6zcYN72MsPi_zbyPFegelzXvAiHOQ3pcm-tWdbGTPTRKFsh0eKn6dgopaXuCOZ-pTHFMtt7avxzuLPS2IrVw4QTEcUhJIttA4UGSiVDaWqa3gQhV4G0imq7l5H8qWDEgMNEN_bZY/s3216/20240224_153417.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1808" data-original-width="3216" height="166" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM1UnezF8v2Aqmz0fDoJM7mWxDE8YpOyG5dAeRPHBXy1mnVbvlSry6zcYN72MsPi_zbyPFegelzXvAiHOQ3pcm-tWdbGTPTRKFsh0eKn6dgopaXuCOZ-pTHFMtt7avxzuLPS2IrVw4QTEcUhJIttA4UGSiVDaWqa3gQhV4G0imq7l5H8qWDEgMNEN_bZY/w295-h166/20240224_153417.jpg" width="295" /><img border="0" data-original-height="2184" data-original-width="4608" height="163" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDpjU3tmGaGsxg4WKa5UGkm2Dg-21UJnNl7ZKCkpybiTMk2aGdazcx63wFnqNgi_jvQN38h25Vfa0IOFtUYVceRXkDVL_4AQzNgm3z_dGvGjjuXv7yC1X0roIz_v2lyFxtdJFXMC0SBrTFz_OiPjSmpSmHYHzqF8HTOaVq0z0m6dmhf1Kl8QogTEpJsHs/w343-h163/20240224_153220.jpg" width="343" /></a></div>Aunque la etapa de hoy tiene bastante tiempo por carretera, os aconsejo que no utilicéis este track porque os perderéis la primera parte de la ruta.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGJHK7pKc_-GBCagZyrMdg4LNpMc40u6PxULuV4Od9-DA3HemR-bAMK9zdYpf_kNuJl0G_rZ_JlVXHLVvZVXq_uAVG540Z9jOIfK4132hZJEtGlO7R7sNAoSQEhHVxFbK0ImXrMb5DbgTv2z1adEjlXrg9urYLVUpLskSb9sftEmYBxQ9BbZloYiF55gE/s4608/20240224_153932.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGJHK7pKc_-GBCagZyrMdg4LNpMc40u6PxULuV4Od9-DA3HemR-bAMK9zdYpf_kNuJl0G_rZ_JlVXHLVvZVXq_uAVG540Z9jOIfK4132hZJEtGlO7R7sNAoSQEhHVxFbK0ImXrMb5DbgTv2z1adEjlXrg9urYLVUpLskSb9sftEmYBxQ9BbZloYiF55gE/s320/20240224_153932.jpg" width="320" /><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGrZyzS3rmoUNltZnDVPUJvKmKMpaJS6NF-PEz7KCevw-ba5zMOCQTSCUCxbpmEGOE909HpHpKQxtMX9dELu4ON3xkGiIl1qXvlnJOtLesnhu4ytoeQPeTSGKvFtMLDCZkFXEbxU-Z1J4d4epy-Ij4EgfQG07MdPoefAwfK13gltnj31r0wDwp7Bvms5c/s320/20240224_153432.jpg" width="320" /></a></div>Por ser Febrero encuentras muchos servicios cerradas, así que siempre llevo algo de comida. Se combina pista, camino y carretera local con poco transito.<br />La señalización: todo muy bien señalizado, no hace falta hacerla con gps. <br />Alojamiento en el Complejo Xacobeo, muy bien.</span></span><br /><p></p><p><span style="font-size: medium;"><span style="font-family: verdana;"><a href="https://efolontigi.blogspot.com/2024/02/camino-de-santiago-frances-4-etapa-de.html" target="_blank">Enlace a la etapa siguiente del blog</a><br /><a href="https://www.gronze.com/camino-frances#localidad-371" target="_blank">Gronze</a> <br /><a href="https://caminodesantiago.consumer.es/los-caminos-de-santiago/camino-frances/etapa-de-ponferrada-a-villafranca-del-bierzo" target="_blank">Eroski</a> <br /></span></span></p>Paco Aguilarhttp://www.blogger.com/profile/16305364062914941580noreply@blogger.com0tag:blogger.com,1999:blog-2622352990139092927.post-32431791144983374722024-02-23T20:08:00.044+01:002024-03-06T21:08:41.758+01:00Camino de Santiago Francés. 2º etapa. 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<p align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="text-decoration: none; text-underline: none;">Características de la etapa</span></b></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Villafranca del
Bierzo</span></b></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Febrero 2024</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Enlace<b style="mso-bidi-font-weight: normal;"><span style="color: red;"></span></b></span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;"><a href="https://es.wikiloc.com/rutas-senderismo/camino-de-santiago-frances-2o-etapa-de-villafranca-del-bierzo-al-cebreiro-163151624" target="_blank">Recorrido en Wikiloc</a></span></b></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">28 km<br /></span></b></p>
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<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 70.85pt;" valign="top" width="94">
<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Desnivel
+</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 2cm;" valign="top" width="76">
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">997</span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 78pt;" valign="top" width="104">
<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Trazado</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92.1pt;" valign="top" width="123">
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Lineal</span></b></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 125.9pt;" valign="top" width="168">
<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Tiempo
con paradas</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 63.8pt;" valign="top" width="85">
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">8h 35´</span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 70.85pt;" valign="top" width="94">
<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Desnivel
-</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 2cm;" valign="top" width="76">
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">199</span></b></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 78pt;" valign="top" width="104">
<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Dificultad</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 92.1pt;" valign="top" width="123">
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Moderada</span></b></p>
</td>
</tr>
</tbody></table>
</div>
<p style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: verdana;">La etapa de hoy es la más dura de todas además a partir de 900 encontrare nieve, lo que venía buscando. El responsable del hotel me comenta que no es necesario que suba a Villafranca para empezar la ruta, puedo coger un poco por la carretera, pasar un túnel, que está iluminado, al salir del túnel ya enlazo con el camino. </span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: medium;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsvEyCgh3ojt5F16fIUxZkaI4M-X_ePkCV_W4mtsDzXEv3T0Ry7_JwHQTn3IpLxT4HjFIs3phypVWxqIkJGtp-aRVk5CCKzBpjI_0IqgkscFE0-8PBpL3vFBDdAWj_AbL3BtD1sz9FjV7QwJK2pGoEEHipVz_RxeQx2nny1pCvEDszVAUZXreh499Pr6o/s4032/20240223_103435.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1908" data-original-width="4032" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsvEyCgh3ojt5F16fIUxZkaI4M-X_ePkCV_W4mtsDzXEv3T0Ry7_JwHQTn3IpLxT4HjFIs3phypVWxqIkJGtp-aRVk5CCKzBpjI_0IqgkscFE0-8PBpL3vFBDdAWj_AbL3BtD1sz9FjV7QwJK2pGoEEHipVz_RxeQx2nny1pCvEDszVAUZXreh499Pr6o/w340-h160/20240223_103435.jpg" width="340" /><img border="0" data-original-height="2232" data-original-width="3968" height="165" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgc9_QiGNfEc8mpVG29kX4awd7UPGlVy9GMNdQdRYyVrTgzhutj8PmKCyUlRk4BXElHNDB51PSVeMYwDo6CDeaXw142s1Xs0mFLzNuGdvBrpKYMBL1hSVdUgI7JQsrAIX4hCV99Go8KUxgJmbnIbaLSjMz4U3O5q4PWyMNSqWqfCsO5VtyyQnBKGkmbM8A/w294-h165/20240223_095347.jpg" width="294" /></a></span></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: medium;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ3oi8YnOqJnd06rG0K3fybQwdvQdwAP7f16LCR1j7gRAN-2tAiB5K_Vydcfm781NyLFRdOGGcIWJ8J3DT71iP2lHDPsy3451dUsrZXMnM0xOiPVV6XFM8yHI_90ctk53AW_d6vuLUirjJfKmMd-kocdCYPrdi2iUfe5QnUjAxs4FzwVZEqnzED_YISOg/s3968/20240223_090139.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2232" data-original-width="3968" height="166" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ3oi8YnOqJnd06rG0K3fybQwdvQdwAP7f16LCR1j7gRAN-2tAiB5K_Vydcfm781NyLFRdOGGcIWJ8J3DT71iP2lHDPsy3451dUsrZXMnM0xOiPVV6XFM8yHI_90ctk53AW_d6vuLUirjJfKmMd-kocdCYPrdi2iUfe5QnUjAxs4FzwVZEqnzED_YISOg/w295-h166/20240223_090139.jpg" width="295" /><img border="0" data-original-height="1908" data-original-width="4032" height="162" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiX1AJDkumG24zAdIM5x2DdiPzxt0ld-oL66nLy4v63I8jj7dHg1bJAARi68u_4-UmDly9uKve1IxpAuFGhJMFaGhM7QtwRisTy-dmurAOKr26d38qPwOjNHclfqvGFKWHIPpM94TNQGzuDmhGHHERfmzlBwkXR2GeAJlrh3q19T3agjcqmPCq4gFRTlq0/w343-h162/20240223_085144.jpg" width="343" /></a></span></span></div><span style="font-size: medium;"><span style="font-family: verdana;">Los primeros 20 km vamos por un carril peatonal al lado de la carretera, pero bien separado por bloques de piedras, además tiene poco tráfico, el desnivel es pequeño pasando por los pueblos Pereje, Trabadelo, La Portela de Valcarce, Ambasmestas,….<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_uzazmqqR3hP_NMwdYcHy19Rk12jnNseYWGUu4k4om4bCT11iDQsg0yWJtTfZikUOWLiE8MExsPVHn9FcZPtK0YfLjkbcBZzuN_ojFhj2wQlCpwogWE9kCtx83msQSa-b2q9m5BDqAsJI51tgU4_kwRlAFGTAvw9u-QH4xzJquu56y8D77GN7oPLtMgs/s3968/20240223_120935.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2232" data-original-width="3968" height="169" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_uzazmqqR3hP_NMwdYcHy19Rk12jnNseYWGUu4k4om4bCT11iDQsg0yWJtTfZikUOWLiE8MExsPVHn9FcZPtK0YfLjkbcBZzuN_ojFhj2wQlCpwogWE9kCtx83msQSa-b2q9m5BDqAsJI51tgU4_kwRlAFGTAvw9u-QH4xzJquu56y8D77GN7oPLtMgs/w301-h169/20240223_120935.jpg" width="301" /><img border="0" data-original-height="1908" data-original-width="4032" height="162" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKobPctyqIrVNz2bUZp2tPgNBYm1YOxCfG-EXwNx1P3hhr29092tYk7rFqsJK1NkDQoYVy7cotLxnBzMs98Z8Zb4IE7kuKVgGm30nD080WF5PgUkA8Fe4qXFhyphenhyphenW8e1XNTjgQsN1JVotceA_thn3kc3li4Fn4DBtG2UHsERnKazxT3-TD_s6xmefQlDuwg/w343-h162/20240223_120834.jpg" width="343" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirYtw6sj0a7s0eXaDp1pb4nROjvNDuLEzbZVZqzsYEJb9xcLieP0iMcghGsVLjlxaEn5TgPYcEcVF7MSbxqG-MsclOqrTZ21jpl-I_6HoZd4Fo6Fa2iiEeFNN0qEWP7FBIr7g3raPeo8eV92aK-msJW9CtkQQdDyG8Ahcbl1_KT1PDUYrXZd0M-YNLbiU/s4032/20240223_111226.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1908" data-original-width="4032" height="161" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirYtw6sj0a7s0eXaDp1pb4nROjvNDuLEzbZVZqzsYEJb9xcLieP0iMcghGsVLjlxaEn5TgPYcEcVF7MSbxqG-MsclOqrTZ21jpl-I_6HoZd4Fo6Fa2iiEeFNN0qEWP7FBIr7g3raPeo8eV92aK-msJW9CtkQQdDyG8Ahcbl1_KT1PDUYrXZd0M-YNLbiU/w342-h161/20240223_111226.jpg" width="342" /><img border="0" data-original-height="2232" data-original-width="3968" height="167" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzVH-iKm_EEbBlhmg5n9Iwj5XxPK9KhLSGIpkdZ3RjbXS7LVkR2GSB6Hvwgs8UDkcJnJylske4noTisnCvw5iCZkIpcPgXXvJtl_KeZWyxZFwDfDh_bmW2uzNu6edIIqKI6ZRCm6iRZwmPBgwqRpD01_Br5l_32vnIbPTP9UfvXGh1P97XWIqE4w9QxJg/w296-h167/20240223_104151.jpg" width="296" /></a></div>Por aquí en época normal tendrías muchos sititos para tomar algo, pero ahora todo cerrado, ya en Ruitelan veo que la pendiente se recrudece, pero en Las Herrerias ya empieza lo bueno. <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYJh1ANvCpA-NMR2YaOgLUm0bnYcdxygb_Xtn2kjhfid-QHUVVH_LIsiefZFoZJRiwzAeg3dwsy-HjtVxtQ77BvsCMUjzz1nJkKcMzaJ9u46CmJvWvfMyyMrOU07wEwir6B8W4C0puYf1Z6jjl0zwudHMuXa6Fg8pGSBBAWwZ5rA504mxeaIOaD0VqrFg/s3968/20240223_133323.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2232" data-original-width="3968" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYJh1ANvCpA-NMR2YaOgLUm0bnYcdxygb_Xtn2kjhfid-QHUVVH_LIsiefZFoZJRiwzAeg3dwsy-HjtVxtQ77BvsCMUjzz1nJkKcMzaJ9u46CmJvWvfMyyMrOU07wEwir6B8W4C0puYf1Z6jjl0zwudHMuXa6Fg8pGSBBAWwZ5rA504mxeaIOaD0VqrFg/s320/20240223_133323.jpg" width="320" /><img border="0" data-original-height="2232" data-original-width="3968" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgF9LH7A6XnFsoxxv1albqh2cjegj6Nj2Mk4eilAeUrrZSUcEwGctMeZIVOISFpZfMhbXqucduPyT4mJ2XiMJ5eu2EtVj5DK0xMsNIvfJBHrGCCe1Tbb_hhyphenhyphen-cDkojVL-Bhv3rYvxFpEBy7keTl14MAF2FqguTmC8rp8Ss9mwPCHcvZLDX3OYhNmirJ3UQ/s320/20240223_132844.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1jODgy1-fgBECciE8y8U0qXkXd_E4TnEMgMpVuIvPLs0R9iT02DhIoWcGR7C66XHstXQPK2uDFXqBP9APHQgYPTIHO8pEzkJs-iOC5oVLaSTGmxq3vzGCQDWp5fM90FMHS67GRXv0Q9fKROCZTIwm8xWM7qvIQhqwLp7pxZMzgmGF2FpxKpPtzvjbxbU/s4608/20240223_121657.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1jODgy1-fgBECciE8y8U0qXkXd_E4TnEMgMpVuIvPLs0R9iT02DhIoWcGR7C66XHstXQPK2uDFXqBP9APHQgYPTIHO8pEzkJs-iOC5oVLaSTGmxq3vzGCQDWp5fM90FMHS67GRXv0Q9fKROCZTIwm8xWM7qvIQhqwLp7pxZMzgmGF2FpxKpPtzvjbxbU/s320/20240223_121657.jpg" width="320" /><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYassS09bY9IbZXi4eEm5VOwUxjGOd4YrUbh2RCvhlMQjAnSupLRSq4H7GAjlhXwCRyxkkORsTo7opWDHMxALUl-FJFNJYPw3cDBljCvySwSxl3BJ510xeRRCACmcKDi8vyOZr52sUv-F9cD7BsOQdG5Pey-KZBrqimx8Xdl7p_vwPiqDGGSgXAMldhJc/s320/20240223_121254.jpg" width="320" /></a></div>Tengo suerte y al final del pueblo tengo un bar abierto, solo me quedan unos 8 o 9 km, pero son los más duro unos 650 m. de desnivel y la última parte con nieve. <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWRBCpXIdRB9zo-aUxAu_GfDeVRz0hdHmSLwPCQhQsoYvim7xxch3QXVQh4FV3i_hT2hvT_lqeGAn5HaXlkceEFNrtQ6Z0kA_fWwMcd4q_pyDUeAgO479_YO8Ufg6-kS2xU3H29o1k-5P6bEML5jufJ2f1odbMje7cNXNme5W2_TGbuQ50m295EFeREvI/s3968/20240223_152808.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2232" data-original-width="3968" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWRBCpXIdRB9zo-aUxAu_GfDeVRz0hdHmSLwPCQhQsoYvim7xxch3QXVQh4FV3i_hT2hvT_lqeGAn5HaXlkceEFNrtQ6Z0kA_fWwMcd4q_pyDUeAgO479_YO8Ufg6-kS2xU3H29o1k-5P6bEML5jufJ2f1odbMje7cNXNme5W2_TGbuQ50m295EFeREvI/s320/20240223_152808.jpg" width="320" /><img border="0" data-original-height="2232" data-original-width="3968" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixP90DemEDtPthVW4VYtrd4VXu0SD6xtfvqoitP21o-6jH7jDCt70IwgX_z8w3l7hFMAXCgvRQiBWC3PZjG9-cPTPc2VNE2RoQMUK3XufUDhDcayG2_n4bRobiDJUyhtGvJkjSKB_D4pzZP3Gw_9N_-mWVE0_gmjIO0K15-1mWWHFoXRXQJUPlui4Gr5s/s320/20240223_150717.jpg" width="320" /></a></div>El tramo desde Las Herrerias hasta La Faba al principio se realiza por carretera local y después por camino, se realiza bien y ya veo las primeras nieve, menos mal que por el camino poca.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5UgZJGKuIbMBdx1-ejh5iv5z5EwF-BHDjqz-fvob5AeZYgxXEjkB0EtLoNbFPuEHAl1VwnnCVDiFKUaF5Crk_m1tdvRHBmjVXkCb4pTQHgnkLf4t_Z_lsoi4lDyP9oFgoXaOLEnujFexTeCXQ9JljhttsXCz14o9YimJJwWVqVDc60OSYPvrukdIu7TE/s4032/20240223_154842.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1908" data-original-width="4032" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5UgZJGKuIbMBdx1-ejh5iv5z5EwF-BHDjqz-fvob5AeZYgxXEjkB0EtLoNbFPuEHAl1VwnnCVDiFKUaF5Crk_m1tdvRHBmjVXkCb4pTQHgnkLf4t_Z_lsoi4lDyP9oFgoXaOLEnujFexTeCXQ9JljhttsXCz14o9YimJJwWVqVDc60OSYPvrukdIu7TE/s320/20240223_154842.jpg" width="320" /><img border="0" data-original-height="1908" data-original-width="4032" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaGhrqZxXab7jezrNQULQq1OGysMW-_Jsc1apLcoMncasPAfB2PtktRbuCfctn6XHhRsEA_seogLltNw1df3GyaQFSkD9VBuf3ScZ_t7omOChC7fPHJnA0w2f8w8p5StbLJSL2T_HACCiysntB-C5FbI0mhjBVXlFvncnw8YDVos_jjQHH6YtqfVlU9v4/s320/20240223_153833.jpg" width="320" /></a></div>El tramo desde La Faba hasta La Laguna es casi toda por camino, también se hace relativamente bien, aquí la nieve en determinados momentos tapa todo el camino, menos mal que llevo polainas.<div class="separator" style="clear: both; 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Me fui directo al alojamiento, al cabo de un rato intente salir para verlo, pero imposible estaba nevando bastante. Pensaba que iba a ser más dura.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuCtIF0brB9PiCA-x3cRS1VD545_bCYVsaxn1rpg5iGPumVtps7imCqFtQ5Ts3oXzr9nydyFqJgzeCCPA1B1072RGUSJOz3XA-RmfJJB1kDXkeiCHvp_J2wVQAxhJ2ZBEWeQj8Md1L4ttHlAOw9yuZPOPu92tPFq-ib5yE_goC9-xdSTKyy-db7YvvYMM/s4608/20240223_172428.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuCtIF0brB9PiCA-x3cRS1VD545_bCYVsaxn1rpg5iGPumVtps7imCqFtQ5Ts3oXzr9nydyFqJgzeCCPA1B1072RGUSJOz3XA-RmfJJB1kDXkeiCHvp_J2wVQAxhJ2ZBEWeQj8Md1L4ttHlAOw9yuZPOPu92tPFq-ib5yE_goC9-xdSTKyy-db7YvvYMM/s320/20240223_172428.jpg" width="320" /><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYOHH8qsqr2JECSkjEKn0JkZp3ige9e-GijJ4GdEH5sVHIOjYU9oPRnj7MM2QWGyYaLRAsYomtSD2v4jfkTpkUdSh4diYdHIsm0KTSu6qhhTHeZRR5yrnOh47E2UuLXtyJK43TGm0eYf6w1SwoaB6rHcsUEoiKLCfs6O3ws0ZnfPDWkBxm6haedLIZA8I/s320/20240223_172409.jpg" width="320" /></a></div>Por ser Febrero encuentras muchos servicios cerradas, así que siempre llevo algo de comida. Se combina pista, camino y carretera local con poco transito.<br />La señalización: todo muy bien señalizado, no hace falta hacerla con gps. <br />Alojamiento en el Casa Navarro, muy bien.</span></span><p></p><p style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: verdana;"><a href="https://efolontigi.blogspot.com/2024/02/camino-de-santiago-frances-3-etapa-de-o.html" target="_blank">Enlace a la etapa siguiente del blog</a><br /><a href="https://www.gronze.com/camino-frances#localidad-371" target="_blank">Gronze</a> <br /><a href="https://caminodesantiago.consumer.es/los-caminos-de-santiago/camino-frances/etapa-de-ponferrada-a-villafranca-del-bierzo" target="_blank">Eroski</a> </span></span><span style="font-size: medium;"><span style="font-family: verdana;"><br /></span></span></p>Paco Aguilarhttp://www.blogger.com/profile/16305364062914941580noreply@blogger.com0tag:blogger.com,1999:blog-2622352990139092927.post-46331888281761028722024-02-22T19:59:00.030+01:002024-03-06T20:57:07.837+01:00Camino de Santiago Francés. 1º etapa. 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<p align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="text-decoration: none; text-underline: none;">Características de la etapa</span></b></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Febrero 2024</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Enlace<b style="mso-bidi-font-weight: normal;"><span style="color: red;"></span></b></span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;"><a href="https://es.wikiloc.com/rutas-senderismo/camino-de-santiago-frances-1o-etapa-de-ponferrada-a-villafranca-del-bierzo-163151277" target="_blank">Recorrido en Wikiloc</a></span></b></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">24 km<br /></span></b></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">238</span></b></p>
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con paradas</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">6 h 20´</span></b></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">262</span></b></p>
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<p class="MsoNormal"><span style="text-decoration: none; text-underline: none;">Dificultad</span></p>
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<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: red; text-decoration: none; text-underline: none;">Fácil</span></b></p>
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<p style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: verdana;">Dejo el alojamiento y me voy hacia la señal que indica por donde va el camino. Paso por un gran parque, unas instalaciones deportivas y ya me encuentro a las afueras de Ponferrada, por un paso subterráneo paso la nacional y me dirijo a Columbrianos.</span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: medium;"><span style="font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ5Hn60kfBDXoJKpSgg_ORkTQya7Ld91_gxQSACwXODlaEZfQeDXiMY0xOUAAjuT51I9TUxq84JgyOYGyN9xNTaNEc79_yBZetDqV481wDIOz7L_ozZkhcW9H0qBjdeqJz8H4v5spz-f-k-Rt6Wh3hXt4Yr4OaUYTzHXeOPeY27XXFSAdKVBElyTK_RsM/s3968/20240222_085535.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2232" data-original-width="3968" height="167" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ5Hn60kfBDXoJKpSgg_ORkTQya7Ld91_gxQSACwXODlaEZfQeDXiMY0xOUAAjuT51I9TUxq84JgyOYGyN9xNTaNEc79_yBZetDqV481wDIOz7L_ozZkhcW9H0qBjdeqJz8H4v5spz-f-k-Rt6Wh3hXt4Yr4OaUYTzHXeOPeY27XXFSAdKVBElyTK_RsM/w297-h167/20240222_085535.jpg" width="297" /><img border="0" data-original-height="2184" data-original-width="4608" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFjC5eU0RnaEwWqBPdAO2ZI_XSom-B1XiZYd8zKPZMLf_ZHY1hAh2EHZf-CLUVC6uCJsT31K-Unw4YLau2MVIh5ShjugkOwFp9aLtuY4MhGwydN2QPgJy2N-yxYi2_xVqJY5mZ-q548wTSUd0TCRT7DBxo_TwblVo6sUU3xD9MB2pMxAMtynF51eLVgIs/w345-h164/20240221_195310.jpg" width="345" /></a></span></span></div><span style="font-size: medium;"><span style="font-family: verdana;">Llego a Camponaraya por una pista y después paso la autovía por un paso elevado, después de una larga recta llego a Cacabelos, lugar donde tomo algo y descanso un poco.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-wC3MjVKKskzepyV0IVHVHri25LquYgoWrMz_w5OaueNW4jyWfeWTFX5G_nWgYDaJqQtiuvqRLvTVne0wCpKlaImf6xdYBFzROywjZBnH0GwQG4F-zST9zL2QLIx8lNAKe-Ndxu0AIKweIQzAPKikDEyRUDHI7f3brE-iYVoMHYgQcIoLlRJhQtMpemU/s4032/20240222_104547.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1908" data-original-width="4032" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-wC3MjVKKskzepyV0IVHVHri25LquYgoWrMz_w5OaueNW4jyWfeWTFX5G_nWgYDaJqQtiuvqRLvTVne0wCpKlaImf6xdYBFzROywjZBnH0GwQG4F-zST9zL2QLIx8lNAKe-Ndxu0AIKweIQzAPKikDEyRUDHI7f3brE-iYVoMHYgQcIoLlRJhQtMpemU/s320/20240222_104547.jpg" width="320" /><img border="0" data-original-height="2184" data-original-width="4608" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpOg7v-BCT9UT35t5eBGCpw7PjY3fZVDZMRno7tfFxrJpyvfgsQCzjvc2IEgZCKriLeifEGMQRUvvQGex9wctGbPXHWRL8sBZOl4AhxfDcc4kzoegN_lPBoAdsunXVWNxH35ye9udndBlctpSXY_VyqgN5Ob3oy1UzDwiMPVBNEFYFHzbJLxObo7DB9bs/s320/20240222_101922.jpg" width="320" /></a></div><div class="separator" style="clear: both; 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La llegada a Villafranca del Bierzo es por la parte de arriba, como el alojamiento está a las afueras, primero como en Villafranca y después ya me dirijo al alojamiento.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXKwCykV-p0Til-6tZJ5Y7HmDsUrcHUdinK3sB9PlNa5Cejs6ZFNo0H8UyJg4JTRdgEXB2y1cpV8pkiGrgQR9s9P9laGytP9obmrnPn04DVa3YqcoCZnLdIirXL0ZR3VsnYF_596-e24E-OZpj2ldaGfDOSC3mpUWUBHd-WNcdtSjhCHWBUOdDRS1yyJQ/s3968/20240222_142706.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2232" data-original-width="3968" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXKwCykV-p0Til-6tZJ5Y7HmDsUrcHUdinK3sB9PlNa5Cejs6ZFNo0H8UyJg4JTRdgEXB2y1cpV8pkiGrgQR9s9P9laGytP9obmrnPn04DVa3YqcoCZnLdIirXL0ZR3VsnYF_596-e24E-OZpj2ldaGfDOSC3mpUWUBHd-WNcdtSjhCHWBUOdDRS1yyJQ/s320/20240222_142706.jpg" width="320" /><img border="0" data-original-height="2232" data-original-width="3968" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-hnH10pP9Tv4N-cFD2JLjj0h0qlHGeiFzKm2-GERdpowTN_60ODmJaIvRL3ISFXIO06UZrklOZjFaUm8rYy-g8ug3ZIDQv8NLNp7SyXbPbYFLIr_ehFTIDagnUJ-ZQlW7umMhBqH5gSrhDpCvTQJmWerbyWTXW685zR7vOteD4TFpKCJmdahrIa6GSL0/s320/20240222_134200.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWNbM68P48C08vA37XQNAU-VqOj8BgcbHF-3iR-WhafrHEBVHqyThAnwYV4jwbUE8RaDq_MlaPEg4eDWFOx1DLQGYtFoQxloyLW8RAYMxjHAbT8w4oQe760VDlQLIejTPKTKPYfOXQPvY4v_iZhk9922oLVXjW6op9uo9dT13FEkNCg6oHWnqLMzT004Y/s4032/20240222_133857.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1908" data-original-width="4032" height="161" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWNbM68P48C08vA37XQNAU-VqOj8BgcbHF-3iR-WhafrHEBVHqyThAnwYV4jwbUE8RaDq_MlaPEg4eDWFOx1DLQGYtFoQxloyLW8RAYMxjHAbT8w4oQe760VDlQLIejTPKTKPYfOXQPvY4v_iZhk9922oLVXjW6op9uo9dT13FEkNCg6oHWnqLMzT004Y/w342-h161/20240222_133857.jpg" width="342" /><img border="0" data-original-height="2232" data-original-width="3968" height="168" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXWdHnz01EmED7NjnCf-1ZuXpLqfsv5EEYOH0Ls-IdNJiepru60I9KWV1Nh-DKcAD6STPJL6AVu_Lbc2BqmeBabTiBLyhgWYTNh2ZgDrj7eB_xhOVxw_mS_Kur8gj5i_Sbag8Aa3eehKkmRz8kYqQPEGTjgkBJC3HfEnZKT4JiM_rfTKjZoW5TiSPF930/w298-h168/20240222_123743.jpg" width="298" /></a></div>Por ser Febrero encuentras muchos servicios cerradas, así que siempre llevo algo de comida. Se combina pista, camino y carretera local con poco transito.<br />La señalización: todo muy bien señalizado, no hace falta hacerla con gps. <br />Alojamiento en el Hotel Venecia B&B, muy bien.<br /><a href="https://efolontigi.blogspot.com/2024/02/camino-de-santiago-frances-2-etapa-de.html" target="_blank">Enlace a la etapa siguiente del blog</a><br /><a href="https://www.gronze.com/camino-frances#localidad-371" target="_blank">Gronze</a> <br /><a href="https://caminodesantiago.consumer.es/los-caminos-de-santiago/camino-frances/etapa-de-ponferrada-a-villafranca-del-bierzo" target="_blank">Eroski</a> <br /></span></span><p></p><p style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: verdana;"> </span></span></p><p> </p>Paco Aguilarhttp://www.blogger.com/profile/16305364062914941580noreply@blogger.com0tag:blogger.com,1999:blog-2622352990139092927.post-12749677347050618012024-02-06T12:12:00.002+01:002024-02-09T12:14:51.098+01:00Un niño de 4 años en una competición de Downhill<p><!--[if gte mso 9]><xml>
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</p><div style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;"><a href="https://www.youtube.com/channel/UCwybQet24-uKPbqfzXp93Tw" target="_blank">Elliot Honeycutt</a> es un pequeño de 4 años que ha empezado a competir en las carreras de downhill. En el video Elliot compite en su segunda carrera de descenso, esta grabado desde el punto de vista de su padre.</span></span></div><div style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="333" src="https://www.youtube.com/embed/4udgS26VENw" width="400" youtube-src-id="4udgS26VENw"></iframe></div></span></span></div>Paco Aguilarhttp://www.blogger.com/profile/16305364062914941580noreply@blogger.com0tag:blogger.com,1999:blog-2622352990139092927.post-66507884822898140122024-02-02T11:45:00.007+01:002024-02-09T11:53:57.852+01:00TradFest 2024<p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;">Hace unos días estuvimos en el <a href="https://tradfest.com/spanish/" target="_blank">TradFest</a> en Dublín, este es unos de los mejores festivales de música tradicional, mezcla de música celta, folk, étnica,…del mundo.<br />Se celebra en Dublín, el problema es que tanto por la mañana y por la tarde se celebran bastantes conciertos, así que toca escoger ya que por los horarios solo es posible ver uno por la mañana y otro por la tarde.<br />Desde el 24 al 28 de enero disfrutamos mucho de los conciertos, de la ciudad y de los pubs, muy recomendable ir, en el video os muestro un poco de cada concierto.</span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: medium;"><iframe allowfullscreen="" class="BLOG_video_class" height="324" src="https://www.youtube.com/embed/bu5m9_hjC5A" width="390" youtube-src-id="bu5m9_hjC5A"></iframe></span></div><span style="font-size: medium;"><br /></span><p></p>Paco Aguilarhttp://www.blogger.com/profile/16305364062914941580noreply@blogger.com0tag:blogger.com,1999:blog-2622352990139092927.post-2735220737250463152024-01-24T12:03:00.001+01:002024-01-24T12:03:35.141+01:00Aconcagua en femenino<p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;">Las montañeras del “club Adebán” han finalizado con éxito su proyecto ‘Aconcagua en femenino’, han cumplido un sueño y hacen historia. Este grupo de diez mujeres de entre 50 y 70 años han logrado por sí solas alcanzar la cima de 6.962 m.<br />Tres han hecho cima, pero como decía Maite “todo el equipo ha estado ahí y cada una ha alcanzado su cima”, las integrantes del equipo fueron: Marta Alejandre (guía), Amelia Bella, Astrid García, Laura Hernández, Carmen González, Elena Elipe, Maite Pariente, Elena Julián, Cristina Izquierdo, y Ana Bravo.<br />Ha sido una lucha épica, estas mujeres trabajadoras, también madres, amantes de la montaña. Sin marcas ni patrocinios, con lo puesto y con el corazón en la mano, soñaban con demostrar que la edad solo era un número para ellas. Enhorabuena.</span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: medium;"><a href="https://imagenes.20minutos.es/files/image_640_360/uploads/imagenes/2024/01/23/las-mujeres-de-adeban-en-la-cima-del-aconcagua.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="360" data-original-width="640" height="360" src="https://imagenes.20minutos.es/files/image_640_360/uploads/imagenes/2024/01/23/las-mujeres-de-adeban-en-la-cima-del-aconcagua.jpeg" width="640" /></a></span></div><span style="font-size: medium;"> </span><a href="https://imagenes.heraldo.es/files/image_990_v3/uploads/imagenes/2024/01/23/foto-de-familia-en-el-aconcagua.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="449" data-original-width="800" height="357" src="https://imagenes.heraldo.es/files/image_990_v3/uploads/imagenes/2024/01/23/foto-de-familia-en-el-aconcagua.jpeg" width="635" /></a><br />Paco Aguilarhttp://www.blogger.com/profile/16305364062914941580noreply@blogger.com0tag:blogger.com,1999:blog-2622352990139092927.post-14559852950271920812024-01-18T08:51:00.006+01:002024-01-18T08:51:57.244+01:00España, campeona de europa en waterpolo<p style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: verdana;">España logra el oro por primera vez en el europeo, y una plaza para la olímpiada en Paris. Tras una intensa final contra Croacia, una genialidad de Álvaro Granados, a 48” del final, le dio a España el título. Se puede considerar un hito histórico.</span><br /></span></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="359" src="https://www.youtube.com/embed/afvOY0xkMig" width="432" youtube-src-id="afvOY0xkMig"></iframe></div>Paco Aguilarhttp://www.blogger.com/profile/16305364062914941580noreply@blogger.com0tag:blogger.com,1999:blog-2622352990139092927.post-83501071254543364472024-01-16T16:22:00.004+01:002024-01-16T16:22:35.727+01:00Descenso urbano de Manizales <p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;">De nuevo Manizales, ciudad colombiano, ha ofrecido otro increible descenso urbano. Sus calles estrechas, con escaleras, tramos inclinados, saltos,… permiten realizar descensos espectaculares.<br />En esta ocasión el rider colombiano Sebastian Holguin se impuso al legendario Tomas Slavik.</span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;">Aquí os muestro el descenso de Tomas Slavik. <br /></span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: medium;"><iframe allowfullscreen="" class="BLOG_video_class" height="371" src="https://www.youtube.com/embed/Qh65Or8RdWA" width="447" youtube-src-id="Qh65Or8RdWA"></iframe></span></div><br /><p></p>Paco Aguilarhttp://www.blogger.com/profile/16305364062914941580noreply@blogger.com0tag:blogger.com,1999:blog-2622352990139092927.post-20321553627059205132023-12-30T16:00:00.001+01:002023-12-30T16:13:10.924+01:00OS DESEO UN FELIZ 2024<p><span style="font-family: "Verdana","sans-serif"; font-size: 13.5pt;"><span style="font-size: medium;"><span style="font-family: verdana;">A todos los que de vez en cuando os
pasáis por este blog os deseo un FELIZ AÑO, espero que disfrutéis de cualquier ruta en el próximo año. </span></span></span></p><p><span style="font-family: "Verdana","sans-serif"; font-size: 13.5pt;"><span style="font-size: medium;"><span style="font-family: verdana;"></span></span></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimDHZiPRTaUnNA9Ekrle4wQWjqvIQRq2Z6NbBpNL_LN79jwOgskL_p48-tqwCBjlv8GxVAL0SPi1w87GuxNdgUABffZy8AeeyRJ5Ath9ziuigCSIdvU9c6aipDf5WF9Z7PYPdLfSTMkvlsCp3onenXFm__7R_N53GqnKOrZCqZeBwcsmjwjbPz5207jR0/s2897/20230726_091224.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1899" data-original-width="2897" height="420" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimDHZiPRTaUnNA9Ekrle4wQWjqvIQRq2Z6NbBpNL_LN79jwOgskL_p48-tqwCBjlv8GxVAL0SPi1w87GuxNdgUABffZy8AeeyRJ5Ath9ziuigCSIdvU9c6aipDf5WF9Z7PYPdLfSTMkvlsCp3onenXFm__7R_N53GqnKOrZCqZeBwcsmjwjbPz5207jR0/w640-h420/20230726_091224.jpg" width="640" /></a></div><br /><br /><p></p>Paco Aguilarhttp://www.blogger.com/profile/16305364062914941580noreply@blogger.com0tag:blogger.com,1999:blog-2622352990139092927.post-80589587085356801462023-12-29T16:52:00.006+01:002023-12-29T16:52:27.370+01:00Ninja, un perro parkour<p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;">Alguna vez oíste hablar del término Barkour? Es como la gente llama el parkour para perros. Ninja es un Border Colli que realiza parkour por Berlín.<br />Dodo es la persona que entrena a Ninja por las calles de Berlín, igual que entrena a sus alumnos en la Academia de Parkour. Parkour.ninja es su manera de viajar y aceptar nuevos desafíos.</span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: medium;"><iframe allowfullscreen="" class="BLOG_video_class" height="346" src="https://www.youtube.com/embed/d9o-LZDR-1o" width="416" youtube-src-id="d9o-LZDR-1o"></iframe></span></div><br /><p></p>Paco Aguilarhttp://www.blogger.com/profile/16305364062914941580noreply@blogger.com0tag:blogger.com,1999:blog-2622352990139092927.post-49673996706663341282023-12-22T19:46:00.002+01:002023-12-22T19:46:09.421+01:00DESEO QUE PASAIS UNA FELIZ NAVIDAD<p><span style="font-family: verdana; font-size: medium;">Deseo que paséis una Feliz Navidad, disfrutar en estos días con familiares y amigos/as, de las fiestas y que os traigan algún regalito.</span></p><p><span style="font-family: verdana; font-size: medium;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana; font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEht3tITZa5RuD7QgN11VuFh63sf_a97Vqe61dCPyQ3zKwJywltOAJxTON9FxMJ3TsSpAhxq3yyrMD23RbpfHDQj2-9whS1g9iFlVFdrF3rcuTJ3lMfWBOgfA6yVxKil2UsYxSRcPyPe-RItvJUFxzYbdvquwfjdCV3vvV7Pti_EHW0jMxK7r-6r1GxfXx8/s1790/DEFINITIVO.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="924" data-original-width="1790" height="330" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEht3tITZa5RuD7QgN11VuFh63sf_a97Vqe61dCPyQ3zKwJywltOAJxTON9FxMJ3TsSpAhxq3yyrMD23RbpfHDQj2-9whS1g9iFlVFdrF3rcuTJ3lMfWBOgfA6yVxKil2UsYxSRcPyPe-RItvJUFxzYbdvquwfjdCV3vvV7Pti_EHW0jMxK7r-6r1GxfXx8/w640-h330/DEFINITIVO.png" width="640" /></a></span></div><p></p>Paco Aguilarhttp://www.blogger.com/profile/16305364062914941580noreply@blogger.com0tag:blogger.com,1999:blog-2622352990139092927.post-42308130870354721392023-12-15T23:37:00.006+01:002023-12-15T23:39:51.099+01:00La Selección de futbol femenina es ya Nº 1 de la clasificación FIFA<p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;">Después de haber conquistado el título mundial el 20 de agosto, la FIFA hizo pública la clasificación para este año 2023, situándose la selección española en 1º lugar con 2.066 puntos, la de Estados Unidos en 2º lugar con 2.045 y en 3º lugar Francia con 2.021 puntos.<br />De esta forma la selección femenina continúa aumentando su leyenda.</span></span></p><p style="text-align: center;"><span style="font-family: verdana;"><span style="font-size: medium;"> </span></span> </p><div style="bottom: 0px; display: inline-block; font-family: arial, helvetica, sans-serif; font-size: 12px; left: 0px; line-height: 1.833; padding: 5px 0px 5px 10px; position: absolute;"><a href="https://www.rtve.es/play/videos/telediario-1/seleccion-espanola-femenina-numero-uno-clasificacion-fifa/7036754/" style="color: #333333; font-weight: bold;" title="España logra por primera vez en su historia ser número 1 de la clasificación FIFA"><br /> </a> </div><div style="background: rgba(255, 255, 255, 0.9); border-bottom: 1px solid rgb(170, 170, 170); display: inline-block; padding-top: 64%; position: relative; width: 100%;"> <iframe allowfullscreen="allowfullscreen" name="España logra por primera vez en su historia ser número 1 de la clasificación FIFA" scrolling="no" src="https://secure-embed.rtve.es/drmn/embed/video/7036754" style="background-color: transparent; border: none; height: 90%; left: 0; overflow: hidden; position: absolute; top: 0; width: 100%;"></iframe> <div style="bottom: 0px; display: inline-block; font-family: arial, helvetica, sans-serif; font-size: 12px; left: 0px; line-height: 1.833; padding: 5px 0px 5px 10px; position: absolute;"> <span style="float: left; margin-right: 10px;"> <br /></span> </div></div>Paco Aguilarhttp://www.blogger.com/profile/16305364062914941580noreply@blogger.com0tag:blogger.com,1999:blog-2622352990139092927.post-28161857741011334552023-12-12T18:50:00.001+01:002023-12-12T18:50:05.098+01:00Aniol Serrasolses en el Ártico<p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;">En esta ocasión la misión del <a href="https://www.youtube.com/@serrasolsesmedia" target="_blank">gerundense</a> era encontrar y descender en kayak la cascada helada más alta del mundo. Navego durante 36 horas con tres kayakistas y el equipo de producción, destino Svalbard, Noruega.<br />La expedición encontró una increíble cascada de 20 m., logro llegar después de una travesía de 11 km sobre hielo, realizo el descenso de un río con paredes de hielo, grietas, aguas bravas, túneles y como colofón el salto de 20 m. La más alta registrada hasta la fecha. En el vídeo podéis verlo todo.</span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: medium;"><iframe allowfullscreen="" class="BLOG_video_class" height="312" src="https://www.youtube.com/embed/u_ziE-3t5c8" width="375" youtube-src-id="u_ziE-3t5c8"></iframe></span></div><span style="font-size: medium;"><br /></span><p></p>Paco Aguilarhttp://www.blogger.com/profile/16305364062914941580noreply@blogger.com0tag:blogger.com,1999:blog-2622352990139092927.post-59586582512319123592023-12-09T10:33:00.005+01:002023-12-09T10:34:29.761+01:00Jonas Deichmann, superatleta<p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;"><a href="https://jonasdeichmann.com/" target="_blank">Jonas</a> tiene un palmares envidiable como superatleta. Destaca entre ellas dar la vuelta al mundo a nado, corriendo y en bicicleta, en 429 días. Fueron casi 27.000 km sin equipo de seguimiento y en condiciones desfavorables en muchos días.<br />Pues hace unos meses termino otra hazaña, recorrer Estados Unidos, de costa a costa en bicicleta y corriendo, salió de Nueva York hacia Los Ángeles, recorrió en bicicleta 5.500 km. Al día siguiente volvió corriendo a Nueva York, en el video podéis ver algunas imágenes de esos días. </span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: medium;"><iframe allowfullscreen="" class="BLOG_video_class" height="256" src="https://www.youtube.com/embed/mEpTJwy7b7s" width="309" youtube-src-id="mEpTJwy7b7s"></iframe><iframe allowfullscreen="" class="BLOG_video_class" height="255" src="https://www.youtube.com/embed/rNAJlpyVoxM" width="306" youtube-src-id="rNAJlpyVoxM"></iframe></span></div><div style="text-align: center;"><span style="font-size: medium;"><img alt="" height="295" 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" width="643" /></span><br /></div><div><p></p></div>Paco Aguilarhttp://www.blogger.com/profile/16305364062914941580noreply@blogger.com0tag:blogger.com,1999:blog-2622352990139092927.post-34584368178833221262023-11-30T10:10:00.000+01:002023-11-30T10:10:15.066+01:00Mina abandonada en MTB<p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;">Black Hole Trail, es uno de los senderos más espectaculares de Eslovenia, esta ruta discurre por el interior de una mina abandonada, donde el techo roza en muchas ocasiones la cabeza de los ciclistas.<br />En esta ocasión los riders <a href="https://www.youtube.com/@ludomay8686" target="_blank">Ludo May</a> y Steve Ude, guiados por Anej Strucl han decidido realizarla, toda la ruta discurre bajo tierra, con un terreno arenoso, con muchas curvas y zonas técnicas.</span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: medium;"><iframe allowfullscreen="" class="BLOG_video_class" height="330" src="https://www.youtube.com/embed/6SCv0lLj7FA" width="397" youtube-src-id="6SCv0lLj7FA"></iframe></span></div><p></p>Paco Aguilarhttp://www.blogger.com/profile/16305364062914941580noreply@blogger.com0tag:blogger.com,1999:blog-2622352990139092927.post-41260315413506828352023-11-18T21:11:00.004+01:002023-11-18T21:11:25.552+01:00Los GREIM grupo de rescate<p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;">El GREIM es el “Grupos de Rescate e Intervención en Montaña”. Su objetivo: rescatar en el menor tiempo posible y con la mayor eficacia, en los lugares más inaccesibles y, en muchas ocasiones, en condiciones meteorológicas adversas.<br />Generalmente trasladan en helicóptero a los equipos allí donde sea necesario. Hoy en día cubren parte del territorio nacional, Pirineos, Picos de Europa, Navacerrada, Sierra Nevada,…<br />Desde la creación de los GREIM, en 1981, hasta 2021, este cuerpo de élite ha realizado más de 24.100 rescates de montaña y auxilió a 39.368 personas.</span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: medium;"><iframe allowfullscreen="" class="BLOG_video_class" height="375" src="https://www.youtube.com/embed/w0ko0ha98JE" width="452" youtube-src-id="w0ko0ha98JE"></iframe></span></div><span style="font-size: medium;"><br /> </span><br /><p></p><p><br /></p>Paco Aguilarhttp://www.blogger.com/profile/16305364062914941580noreply@blogger.com0tag:blogger.com,1999:blog-2622352990139092927.post-27169704611439598912023-11-16T16:05:00.005+01:002023-11-16T16:05:34.066+01:00Kayak por el Himalaya<p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;">La francesa kayakista Nouria Newman navego en solitario por el Himalaya Indio durante 7 días y en 3 rios. Nouria comenzó en Zanskar, se dirigió al Indo y pasó por hermosos lugares de la India mientras intentaba sobrevivir a situaciones muy peligrosas. Los ríos de esta parte de Asia son poderosos, enfrentándose al agua helada y a cambios constantes de nivel en el río.</span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: medium;"> </span></span><iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/Z_O2_M1E7e4?si=N4UWMu-ymmmoSm4B" title="YouTube video player" width="560"></iframe></p>Paco Aguilarhttp://www.blogger.com/profile/16305364062914941580noreply@blogger.com0