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CHYNOVSKA JESKYNE/CHYNOV CAVE Multi-Cache

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Sopdet Reviewer: Archivace listingu keše

Sopdet Reviewer - Reviewer pro ČR (především kraje Jihočeský, Plzeňský a Karlovarský)

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Hidden : 6/4/2007
Difficulty:
2 out of 5
Terrain:
2.5 out of 5

Size: Size:   small (small)

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Geocache Description:

Prirodni rezervace Chynovska jeskyne se nachazi asi 3 km severovychodne od mestecka Chynova, ktere lezi 10 km vychodne od Tabora. Tato vapencova jeskyne je nejstarsi zpristupnenou a zaroven jednou z nejvetsich na nasem uzemi
The Chynov Cave is located 3 km to north-east of the small town Chynov (10 km easterly of the town Tabor). It is one of the biggest caves and the first declassified one in the Czech Republic.

Byla objevena roku 1863. Vznikla vymolnou cinnosti vody v krystalickych vapencich v jiznim svahu Pacovy hory v Pacovske pahorkatine. Jeskynni prostory s nekolika jezirky jsou v ruznych vyskovych urovnich, nejvetsi hloubka je 37 m. Nejnize polozenou casti jeskyne proteka v délce 100 m podzemni potucek. V 80. letech dvacateho stoleti byl objeven pod vodni hladinou dom dlouhy asi 100 m a hluboky okolo 30 m. Hloubka znamych prostor tak dosahla 81 m. V jeskyni zcela chybi krapnikova vyzdoba, pro vapencove jeskyne tak typicka. Na rozdil od nich vynika Chynovska jeskyne velkou modelaci prostor vytvorenych proudici a vymolnou cinnosti vody a barevnosti sten zpusobenou stridanim bilych, zlutych a hnedych mramoru s amfibolity, ktere vytvari na stenách kruhove utvary zvane oka. Delka prozkoumanych chodeb se pohybuje okolo 1200 m, z toho je verejnosti zprístupneno asi 220 m. Chynovska jeskyne je nejvetsi zname prezimoviste netopyra rasnateho u nas. Je dostupna po silnici z Chynova. Dobre znacena cesta vede okolo vapencoveho lomu na parkoviste u jeskyne. Pesky je mozne se k jeskyni dostat po modre znacce z Chynova (asi 4 km).

The limestone cave was discovered in 1863. It arose by the power of the water in the southern hillside of Pacova Hora (Pacov's Mount). There is an underground system of small lakes in the cave with different depths - maximal is 37 m. The small stream runs through the lowest part. In the 1980's the big cave, about 100 m long and 30 m high, was found below the water level. The depth of discovered spaces grew up to 81 m. The length of discovered tunnels is about 1200 m, but just 220 m is accessible to the public. A lot of interesting formations were created by water and various colours of marble, such as white, yellow and brown can be found on the walls of the cave. The typical stalactite and stalagmite formations for these kinds of caves are not found here. The cave can be found on the road from Chynov-the well marked way runs along the limestone pit to the parking-lot near the cave. Also the blue marked path leads to the cave from Chynov (4 km).

Jak na keš:

Start

V prostoru startu obejdi všechny osvetlovací stožáry s lampami. Jenom A jich je dvojitych a na techto dvojitych sloupech je tedy celkem B svitidel. Spocitejte souradnice a vydejte se na vyhlidku.

N 49°25.(B)(B)(B/A)
E 014°49.(B+1)(A)(B-2*A)

2.stage (vyhlidka)

Nachazi se v prostoru, ktery je velmi nebezpecny pro neopatrne navstevniky, deti a psy. Nechodte na tuto stage za tmy!

Vsimnete si, ktery strom dava pozor, abyste nespadli:

C = buk (8), briza (9), borovice (10), smrk (11)

Finale

N 49°25.(C-2)(B-1)(C-B)
E 014°50.B/A/1000

Pri vyzvedavani a ukladani kese prosim o peclivost a opatrnost, aby i po vasi navsteve odpovidal ukryt pojmenovani v napovede.

Run to the cache:

Start

At the parking place in front of the entrance to the cave are A double lampposts. They have altogheter B lamps. Go to coordinates:

N 49°25.(B)(B)(B/A)
E 014°49.(B+1)(A)(B-2*A)

2.stage (view)

This place is dangerous, be careful about children and dogs. Don't go there in the dark!

Find out which tree guards this place: C= beech (8), birch (9), pine (10), spruce (11),

Final

N 49°25.(C-2)(B-1)(C-B)
E 014°50.B/A/1000

Additional Hints (Decrypt)

cbq qirzn xnzral/haqre gjb fgbarf

Decryption Key

A|B|C|D|E|F|G|H|I|J|K|L|M
-------------------------
N|O|P|Q|R|S|T|U|V|W|X|Y|Z

(letter above equals below, and vice versa)