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Adventure Lab bonus: Ptuj Mystery Cache

Hidden : 8/20/2019
Difficulty:
2.5 out of 5
Terrain:
1.5 out of 5

Size: Size:   small (small)

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Geocache Description:


🇸🇮 Dobrodošli na Ptuju, zgodovinskem mestu med vinorodnimi grički in Dravo. Dokumentirana zgodovina Ptuja sega v poletje 69, ko je rimski pisec Tacit v antični Poetovio postavil pomemben dogodek v politični zgodovini starega Rima. Ptuj je skoraj dve tisočletji kljuboval negotovim časom in ohranil edinstveno podobo starega mesta pod mogočnim gradom.

Za najdbo tega zaklada boste morali odigrati avanturo Ptuj (namestite si aplikacijo Adventure Lab). Avantura vas bo popeljala mimo največjih ptujskih znamenitosti, na zadnji, deseti točki pa boste pridobili koordinate tega zaklada.

Sedem točk je dostopnih ves dan, tri točke pa so zanesljivo vsak dan dostopne od 9. do 17. ure. Mobilni signal je povsod dober.

🇬🇧 Welcome to Ptuj, a historical town between the wine-growing hills and Drava river. Documented history of Ptuj started in the summer of 69 when Roman historian Tacitus placed an important event in the political history of Ancient Rome to antique Poetovio. In almost two millennia, Ptuj survived the turbulent history and kept the unique character of the old town under a magnificent castle.

To find this cache, you will have to play the Ptuj Adventure (download the Adventure Lab application). The Adventure will lead you to main attractions of the town and once you log the last location, the coordinates of this cache will appear in the diary in the app.

Seven locations are accessible all day, while three locations are accessible every day from 9.00 do 17.00. Mobile network signal is available everywhere.

Avanturo pripravili / Adventure created by: crko&Co, icabrian, NiSEM in/and Slovenski Geocaching klub.

Additional Hints (Decrypt)

I ncyvxnpvwv. Pr ar ter aneniabfg, cbvfpvgr iengn. / Va nccyvpngvba. Va lbh pna'g trg fgenvtug gb vg, svaq gur qbbe.

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)