Tragedia en el Nanga Parbat.

¿Hasta donde estarías dispuesto a llegar con tal de cumplir tus metas?
El Nanga Parbat (montaña desnuda) es la 9° montaña más alta del mundo con 8125 msnm, no destaca solo por eso, si no mayormente por ser conocida como la montaña asesina, es la segunda montaña que mas vidas a cobrado con mas de 80 montañistas muertos, solo bajo el alero del Annapurna y sobrepasando al increible K2.
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
La semana ya pasada dos excelentes andinistas Elisabeth Revol y Tomek Mackiewics planeaban una increíble ascención invernal, desafiando a la montaña y sus -60° en invierno, con tormentas impredecibles y ráfagas sobre los 100 km/h pero las ansias de conseguir la gloria fueron más grandes consiguiendo así ser los segundos en conseguir una ascención invernal en el Nanga Parbat.
Sin embargo el costo fue muy alto, lamentablemente luego de conseguir cumbre Tomek comenzó a sufrir un serio desgaste físico al igual que Elisabeth, eso incrementado por problemas de salud que comenzaron a vislumbrar un mal final para tan heroica hazaña, Tomek comenzo a sufrir del mal de altura, un edema pulmonar junto con la ceguera de las nieves (inflamción de la cornea debido a la radiación solar) obligaron a Elisabeth Revol a tomar una horrible decisión: quedarse con su compañero esperando un casi imposible rescate a 7200 msnm o bajar en solitario para agilizar el rescate, ¿tu, que decisión hubieses tomado?

Elisabeth Revol tomo la decisión correcta y después de dejar a su compañero en las mejores condiciones posibles en su tienda de campaña a 7200 msnm comenzó un desesperado descenso en solitario, exponiéndose ella misma al rigor de la montaña en pro de salvar la vida de su compañero y la suya propia.
A 200 Kms de distancia en el K2 un equipo polaco se preparaba para realizar la primera ascención invernal a dicha montaña, pero ante el llamado de ayuda y sin pensarlo abandonaron su faena para iniciar un labor de rescate que pasara a los libros de historia del alpinismo como una heroica entrega de compañerismo y pasión, pero para comenzar el rescate necesitaban costear el pago de dos helicópteros que los trasladarían a 6000 msnm, el gobierno polaco junto con donaciones voluntarias lograron reunir el dinero, pero el mal tiempo impidió comenzar el rescate de inmediato, no fue hasta este pasado sábado que el helicóptero se puso en marcha pero logro dejarlos muy por debajo de lo estipulado... ¿seria posible el rescate? El heroísmo de los rescatistas Adam Bielecki y Denis Urubko los hicieron posible, recorrieron un tramo que toma 24 horas en solo 8 horas, encontrando a Elisabeth Revol en malas condiciones pero con vida, tenia congelaciones en dedos de manos y pies y ceguera delas nieves, había sobrevivido dos noches vivaqueando a la interperie a -60°, logro ser bajada al campo 2 y finalmente recatada con vida.

Tristemente una tormenta se acercaba al Nanga Parbat y eso obligo a evaluar el rescate de Tomek quien se encontraba imposibilitado a 7200 msnm, eso sumado al cansancio de los rescatistas obligo a suspender el rescate de Tomek, dicho rescate solo pondría en riesgo la vida de los rescatistas sumando mas victimas a la tragedia. Tomek Mackiewicz descansara por siempre en la montaña que intento en dos ocasiones conquistar, la montaña que lo enamoro y obsesiono y que en su tercer intento logro dominar, pero tristemente a un precio mortal.


Y tu ¿hasta donde llegarías con tal de cumplir tus metas?