<p style="padding:0 0 0 0; margin:0 0 0 0;">Dobrý den. Vrátím se k otázce evidence výsledků zeměměřické činnosti. Problematiku upravuje § 16 zeměměřického zákona odst. f). S kolegou si ustanovení vysvětlujeme každý jinak. <img src="data:image/png;base64,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" border="0" alt="" /></p>
<p style="padding:0 0 0 0; margin:0 0 0 0;">Shodneme se jedině na tom, že se evidence vede odděleně - tedy zvlášť pro pro činnosti dle odst.1 písm.a) až c). Tedy zvlášť pro katastr, zvlášť pro výstavbu a zvlášť pro obranu. Nemáme shodu v tom, jestli se pod touto evidencí vedou i stejnopisy, kopie GP a např. i ověřování souhlasného prohlášení nebo jestli stejnopisy, kopie a ověřování souhlasného prohlášení se vedou zvlášť číselnou řadou.</p>
<p style="padding:0 0 0 0; margin:0 0 0 0;">Tzn. může nastat situace, kdy budu mít na předávaném GP stejné číslo ověření z číselné řady zeměměř.činnosti a zároveň stejné číslo z evidence ověřených kopií a stejnopisů (jak říká §16 odst.4).</p>
<p style="padding:0 0 0 0; margin:0 0 0 0;"> </p>
<p style="padding:0 0 0 0; margin:0 0 0 0;"> </p>
<p style="padding:0 0 0 0; margin:0 0 0 0;">Výsledek zeměměřické činnosti je pak vždy doplněn textem "Náležitostmi a přesností odpovídá právním předpisům.", zatímco ověřování kopií textem "Ověřuje se, že tato kopie souhlasí s geometrickým plánem." Ověřování stejnopisů i souhlasného prohlášení se nedoplňuje žádným textem?</p>
<br />
<p style="padding:0 0 0 0; margin:0 0 0 0;">Korger</p>
<p style="padding:0 0 0 0; margin:0 0 0 0;">______________________________________________________________<br />
> Od: "Martin Kmínek" <m.kminek@centrum.cz><br />
> Komu: katastr@fsv.cvut.cz<br />
> Datum: 09.12.2023 08:18<br />
> Předmět: Re: [Katastr] Problematika ověřování výsledků a vedení evidence ověřených výsledků zeměměřické činnosti<br />
></p>
<p style="padding:0 0 0 0; margin:0 0 0 0;">Dobrý den,</p>
<div class="moz-cite-prefix">Dne 08.12.2023 v 21:05 <a href="mailto:mkorger@centrum.cz">mkorger@centrum.cz</a> napsal(a):</div>
<blockquote cite="mid:20231208210558.8D6FBB1D@centrum.cz">
<p style="padding: 0 0 0 0; margin: 0 0 0 0;">Jestli tomu dobře rozumím, tak se předpokládá, že vytyčování hranice pozemku je samostatnou činností, která se ověřuje pod samostatným číslem a aktuálním datem a pod tímto číslem a datem je předávána jak zákazníkovi, tak katastru. Pokud je součástí navazující dokumentace geometrického plánu, tak číslo ověření ani datum nemusí, ale může být shodné.</p>
</blockquote>
<p style="padding:0 0 0 0; margin:0 0 0 0;"><strong><font color="#0080ff">Rozumím tomu úplně stejně. </font></strong></p>
<p style="padding:0 0 0 0; margin:0 0 0 0;"><strong><font color="#0080ff">Jen bych upřesnil, že pokud nějaká činnost navazuje na vytyčení, nemůže rozhodně datum a nemělo by asi ani číslo ověření ZPMZ / GP předcházet datu a číslu ověření _VYTYC.</font></strong></p>
<p style="padding:0 0 0 0; margin:0 0 0 0;"> </p>
<blockquote cite="mid:20231208210558.8D6FBB1D@centrum.cz">
<p style="padding: 0 0 0 0; margin: 0 0 0 0;">Prosím ještě o informaci, které předpisy upravují vedení evidence ověřených výsledků ZČ.</p>
</blockquote>
<p style="padding:0 0 0 0; margin:0 0 0 0;"><strong><font color="#0080ff">Je to zeměměřický zákon, konkrétně §16 odst.(1) písm. f)</font></strong></p>
<p style="padding:0 0 0 0; margin:0 0 0 0;"> </p>
<p style="padding:0 0 0 0; margin:0 0 0 0;">Martin Kmínek</p>
<p style="padding:0 0 0 0; margin:0 0 0 0;"> </p>
<blockquote cite="mid:20231208210558.8D6FBB1D@centrum.cz">
<p style="padding: 0 0 0 0; margin: 0 0 0 0;"> </p>
<p style="padding: 0 0 0 0; margin: 0 0 0 0;">Korger</p>
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<p style="padding: 0 0 0 0; margin: 0 0 0 0;">______________________________________________________________<br />
> Od: "Martin Kmínek" <a href="mailto:m.kminek@centrum.cz"><m.kminek@centrum.cz></a><br />
> Komu: <a href="mailto:katastr@fsv.cvut.cz">katastr@fsv.cvut.cz</a><br />
> Datum: 08.12.2023 12:48<br />
> Předmět: Re: [Katastr] Problematika ověřování výsledků a vedení evidence ověřených výsledků zeměměřické činnosti<br />
></p>
Dobrý den,<br />
<br />
nehledal bych v tom nic, co v tom není. Bude jedno číslo s jedním datem. <br />
Předpokládám, že delší MOŽNÁ lhůta pro předání kopie dokumentace _VYTYC <br />
na KP je např. z toho důvodu, že na vytyčení hranic může navazovat další <br />
činnost - vyhotovení GP / ZPMZ - která zabere nějaký další čas. Ale <br />
jelikož je vytyčení samostatnou ZČ, s klidem _VYTYC můžete předat. A to <br />
klidně i tomu úřadu a v navazující ZČ se na tuto _VYTYC odkázat / přiložit.<br />
<br />
Co se pak týká souladu _VYTYC a aktuálního stavu KO, dohodli jsme se s <br />
KP, že nelze požadovat shodu k datu předání kopie KP, ale k datu ověření <br />
- právě, že tam může být ta 3 měsíční prodleva.<br />
<br />
A neupravuje to KatV?<br />
<br />
Martin Kmínek<br />
<br />
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