Diumenge 22 de maig de 2011, el Pepe, el Francesc la Sara i jo en Joan Marc anem a fer la via d'escalada Esperó dels Elfos, a la paret d'Escales, al municipi de Sopeira.
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) 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Esquema de la via. Trtet de www.ressenya.net |
Surten ells tres de Cervera a les 8:00 i passem a recollir-me per Bellpuig a les 8:15, enfilem la carretera cap a Ivars, carretera del relleu, Balaguer, Alfarràs, Benabarri i parem a esmorzar a "Lo Pas d'Aran". Un bon esmorzar i continuem cap a Areny i Sopèira, travessem el poble, anem tirant avall, creuem el riu fins arribar al cap de la carretera on deixem el cotxe. Preparem el material, talabards, cordes, cascs, cintes, ferralla de tota mena i emprenem l'aproximació cap a la base de la via, just a peu de presa.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp7Tf8BoVTl2VLvdo6q_MnyJ-d_w5LKLThusfCu33u-OtCXntvBf0sivkYbIGx0hyEAI93o0tzvrd5fKUWOj0EBMH2VF-rlNbYjrWj0YQ9OclP_0671f45GYtvvKbn9iOBNZOve0706R8Q/s640/DSCF0365.JPG) |
El Pepe al fons, el Francesc al mig i la Sara en primer terme. |
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPekEk9UVGuA15oKWcDBgVosT-X5SRTuByAOkDqQQXZDiaeu1vj6AqW8-SyIBOb9nsxbiGIeV_Q3bINcAjxT5vfRWSl_ZlysaVvCl9uW8hWpPQCZ3xtLB5-srEhukJFG7bNLVfWW96LiBu/s640/100_2973.JPG) |
Vists de dalt cap baix, Francesc, Sara i jo al fons.
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L'esperó dels Elfos comença a peu de presa, té una alçada de 175 m. orientada sud-oest, amb una dificultat V+ MD obligada V. Hi ha, en teoria, 5 llargs amb 4 reunions, encara que la reunió última nosaltres no la vam fer. El pas més complicat és a la sortida mateix.
La primera cordada la fan el Francesc de primer i la Sara de segona, comencen a tirar amb seguretat. Quan la sara ja ha sortit, preparem la nostra cordada, on surt el Pepe de primer i jo de segon.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTztK-VpQ6445Uw1RSGVPLCSSvhinaDBCnHe1lyCnojZSZrkML5SbudessyY4cnA4KwNeBh6pDUsTlZNycTsw0E6aYAHWR6938pKAsE1KALahlccMBpzMWcpdhorEwNBZP37wbCgVX4h5j/s640/100_2977.JPG) |
Jo pujant el primer llarg |
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdlNOOEmcYeiAI5Yr6Oa2asNOmreXpmAX60hxhrS2_hVNrtstY0l1yzwj31cBI5aUV6yHbFBOJJ5xGnnaCoYVEzP_nYIHAGjbrroB_pP9vGx8sgEFbnNb02ws5oxkLxWXiiYSmky_dBpp5/s640/DSCF0371.JPG) |
El Pepe a la primera reunió. |
El Francesc i la Sara practicament ja no els veig més fins al final de la via. Jo tiro de primer el segon llarg ben equipat. La via va guanyant verticalitat i a la segona reunió ja és vertical del tot. Munto la reunió i tot seguit puja el Pepe, passa i fa el tercer llarg de primer. Quan arriba a la tercera reunió, pujo i veig que no està tant equipada com els altres llargs, ha col.locat un friend, un parell de tascons i una baga savinera. Pujo cap a la reunió i quan arribo, em diu si vull passar de primer, li dic que sí i amunt.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiojSr0BpChNgXTE8Ne5btBucToBnkqKaXcHGKQOVCSNXYyTSfd9JolXntSlgvNDEWonusZPHFwZjXlzXzK0yUJJlnek6L_FkFGWVZXhfBg9jOt-PcKSKY_0WceSePlvWnoFtwhUwHero6U/s640/DSCF0374.JPG) |
Sortida de la tercera reunió |
Faig el quart llarg bastant bé, llevat d'un petit extraplom que em porta una mica més de dificultat, encara que el supero relativament bé. La roca és molt bona, no garire gastada i amb bona adherència als peus. Vaig pujant, em salto la quarta reunió tal com hem quedat amb el Pepe. Cada cop costa més arrossegar les dues cordes. Finalment arribo al dalt, on trobo la Sara i el Francesc. Alhora de recuperar corda, sorpresa!! ha arribat justeta, només a sobrat un metre i mig com a molt. Asseguro el Pepe i comença a pujar, al cap de no res ja es a dalt.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTIRC1m1JXwEeed6xR99V8twYU33DrEYZOIxktTR7Tp8OoKKRPo9AKDQYkT87qi-HtLS7eXp3nUMYkbkXDakk-L7_pJlQ4SGh2pOOKlzn5dX3dEGx_KgNssFmgBsCG4AYlE66XpaQ-5ivT/s640/DSCF0377.JPG) |
En Pepe a punt d'arribar al final de la via. |
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7hKbbtbyGRAaK-hWAAhnUtuw-5Qh8_5YkZxgBZr6bq9QdwBGbi5zH3a2CMYeMmH4zeoUjndYk6Beiv7zcQSBeZDo9BCqmVqBgAWygpV7Zq-pxU7jJMCTVMG61cHxNNjap9g0Tz22cZbe9/s640/100_2987.JPG) |
Final de la via, amb el material recollit i canviant peus de gat per calçat més còmode. |
Decidim baixar fent un ràpel en lloc de fer-ho per la galeria excavada a la muntanya. El munta en Francesc, baixen ell, la Sara, després el Pepe i per últim jo. El primer tram és aeri al passar pel mig de la boca d'una gran galeria que s'endinsa a la muntanya, el segon tram el baixem pel lateral de la galeria inferior. Un cop a baix, fem la foto de tos quatre amb la càmera deixada al terra.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFk8-O1nJWOp3twjW4J5RrPGzlk0VWjKU9rfOg32Yf9CmC6O3Vobd9Ke1RCcpE6_A857io2Aljhgwgzb2m6NdP9AtR4HTW9QQb7Gd0qddygsg7yKWv5WQA0w9D4bd9eS_2jJkl0_o8LJuX/s640/100_2991.JPG) |
Primer tram de ràpel aeri. |
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIkdUKfDmEgda6twpkdAOx7RSfkAMhCJrwxK4y4OdD3WQip3AhOkEhEZEYLRWvXNHBxd3vy2K9Ok9lkC8eURm87p1Sc2uCVMIpyrZfemkTUWrN8C4z3LhptBRDoVF0eQwWYxecxueUseqg/s640/100_2996.JPG) |
En Francesc al segon tram. |
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUqqq_IOYNJr0neCPGrFLbUL8xftvkklaxVwLsHVODy0EFlZ2c3qVAuWttJmhepBm8yIejNTQDAW4kh5e-fOiIhkF8EdLgNrLMAugo7Bj-zi8MUxsT3cbxKRExf0qPhoTrDfY6nHrpLwoO/s640/100_2997.JPG) |
Tots quatre a la foto final |
Per baixar fins al peu de la presa s'ha de saltar la tanca, baixar per una escala metàl·lica i fer un flanqueig per la paret amb l'ajuda d'una corda que ja hi ha i començar a baixar les escales excavades a la paret de pedra. Hem d'anar amb molt de compte, les escales estan fetes amb maons d'obra i estan tots desgastats i trencats.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhz-hUqG0jTgCd1_OfDw6UoK67IQ81JYIEb3qcmUpAz_KpukUFEGQFoZh9dMCJ69R_FTGXSR8dbLB-3jFO7MRB515kILlSMzqkZZFFejZRiHddfygvviEZAKoWGw94lV7wwt3TkVCKxy4_U/s640/DSCF0382.JPG) |
La Sara a l'escala metàl·lica un cop saltada la tanca. |
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiw9feCLBI8iGdp0vYytHwcwgBQj2AsuVRTYxeF8OY5tM-JkaXj99c0V0H-uNBOJe8S1ViL0jHjYZrhdn8USUZo8ukZs-9gjLt1OLfbOA2qNdJbotTPDruzih7bsE1DEbenXFLEANRQg9Ha/s640/100_3000.JPG) |
El falnqueig amb la coarda per arribar a les escales |
Un cop arribats a baix, enfilem cap al cotxe, ens treiem tota la ferralla, contemplem l'alçada de la paraet i anem cap a Sopèira. Pel camí, abans d'arribar al poble, trobem cinc o sis cotxes i furgonetes amb francesos que fan escalada esportiva a la paret que hi ha just passat el pont del riu, els deixem endarrere i anem cap a "Lo Pas d'Aran", on hem esmorzat, i fem un bon dinar.
Una conversa agradable, la Sara com a bona infermera que és, aconsella el Pepe que deixi de fumar, al Francesc que vigili el que menja quan ella no hi és i a mi, res. Suposo que a l'haver-nos conegut avui, encara ho ha agafat prou confiança per dir-me que he de perdre pes, per exemple, ja que em convè.
En acabar el dinar, tornem cap a casa, N-230 avall, em deixen a Bellpuig, comiat i se'n van cap a Cervera.
Molt bon dia d'escalada, bon temps, bona companyia, content jo, d'haver conegut el Francesc i la famosa Sara, ja que el Pepe fa anys que escala amb ella i surt a garirebé totes les converses d'escalades passades.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL5_5iW_BkubND0AxXY-bupg0832Zt31jc6HIaecJlGhc1-lrR5pw3vVfm6tIjeR8jVI5EmVz4QKsZz9WcY5eHgxCEN2t3QxCCZWG11CTbdMTytgEw0QHEdhED234JVD-FuzpklNHw-Hss/s640/100_3009.JPG) |
Vista de tota la paret d'Escales |
Us deixo l'enllaç per si voleu veure totes le fotografies fetes. Fins a la pròxima.
https://picasaweb.google.com/111783856645712164601/GaudirLaMuntanya?authkey=Gv1sRgCOfM_teug4HWgwE