##  [Panenský Týnec](/panensky-tynec) 

Ano - to je to místo, kde někteří hledači pátrají po ostatcích Anežky Přemyslovny. Moji kolegové ing. Flegr a ing. Štill mne požádali, zda bychom zde mohli vzkoušet novou odporovou metodu. Po prohlídce vnitřní části nedostavěného chrámu jsme ale zjistili, že terén je tak ušlapán, že bude vhodnější udělat pouze plošný průzkum georadarem a upustit od zatloukání sond do tvrdého, vysušeného povrchu. Použili jsme georadar Mala a hloubku jsme po několika testech nastavili na 3,5 m. Již od 1 m je tam zcela rovné, neporušené, zřejmě opukové skalní podloží.

Plánek měřených profilů. GPS 50°17'45.899"N, 13°55'0.601"E. Pohled na vnitřní plochu.

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![](/sites/default/files/DSCF0013.JPG)

Zde je jeden z příčných profilů s vyznačenými anomáliemi, pod hloubku 1-1,5 m je již jen neporušené skalní podloží.

[![](/sites/default/files/T%C3%BDnec.jpg)](/sites/default/files/Týnec.jpg)

Pohled na měřenou plochu shora.Vpravo snímek obrazovky georadaru při měření.

![](/sites/default/files/plocha.JPG) ![](/sites/default/files/DSCF0001.JPG)

Je zde vidět příchozí cesta a v prostoru mezi 13-20 m by mohlo větší množství kamenů naznačovat snad zbytky nějaké dřívější stavby ( rotunda?).

V blízkosti stavby byly zaznamenány georadarem i zčásti zasypané dutiny, zahrnutý výkop s velmi intenzivním odrazem patrně od nějakého většího kovu apod.

Prozkoumána byla i plocha v okolí nedostavěného chrámu a zde byl nalezen georadarem v hloubce asi 1 m pod zemí větší objekt o rozloze asi 3x4 m. Zde jsu dva dílčí profily, ze kterých se pak sestavuje celá plocha.

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Pohled shora na plochu pro hloubku 1 m je dole.

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Dle historických pramenů na této straně od chrámu kdysi měla stát hrobka Žirotínů, kteří byli Anežce velmi zavázáni za uskutečněný "zázrak".

Pokud zde nějaká stavba stála, může to být pouze toto místo, ostatní plocha není nijak narušena. Nasvědčuje tomu i rozměr anomálie 3x4 m.

**Měření odporovou metodou** jsme uskutečnili při západní straně dnešní radnice ( dříve klášter).

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Výsledky ukazují jedno "podezřelé" místo, kde je zvýšená rezistivita. Dle pamětníků na této ploše byl kdysi sklep, tady to spíše vypadá na sklep jdoucí pod budovu.

Profily jsou od seba dva metry a opakuje se zde pouze vyznačená anomálie, výraznější je blíže k budově..

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Ostatní plochu jsme již touto metodou z časových důvodů nedoměřili. Strávili jsme zde jedno příjemné odpoledne. Je to velmi zvláštní místo a určitě stojí za návštěvu....Musel jsem se sem po týdnu vrátit a doměřit ještě jeden profil na ploše kostela. Zrovna ten přes střed "oltářní" plochy. Tento profil jako jediný z 60 profilů se nezapsal do paměti. Když jsem odjížděl, zastavila mne skupinka několika místních mladíků a vyptávali se, co jsem tam dělal. Prý jsem měl štěstí, před rokem to prý někdo měřil a než dojel do Prahy, tak se jim smazaly všechna naměřená data.

Kompletní zprávu s naměřenými výsledky, zaměřením ploch a s vysvětlujícím komentářem k georadarovým snímkům jsme předali Národnímu muzeu, archeologům v Lounech a starostovi obecnímu úřadu v Panenském Týnci.

**Na archeologický průzkum v ceně několika desítek tisíc zatím nejsou finanční prostředky, najde se nějaký sponzor?**