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	<title>Logos R us &#187; 1) 120 links Hungarian Közös képviselő (DONE)</title>
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		<title>Miben segíthet a társasházi közös képviselő Önnek?</title>
		<link>http://logosrus.com/cart/miben-segithet-a-tarsashazi-kozos-kepvisel-onnek-3/</link>
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		<pubDate>Fri, 06 Feb 2026 09:03:27 +0000</pubDate>
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				<category><![CDATA[1) 120 links Hungarian Közös képviselő (DONE)]]></category>

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		<description><![CDATA[A társasház közös képviselője a harmonikus közösségi élet és az ingatlan értékének megőrzésének kulcsa. Szakértelmével garantálja a zökkenőmentes működést, megvédve minden tulajdonos érdekét. Bízzon szakmai kezekbe a nyugodt otthonért. A Közös Képviselő Feladatai és Jogköre A Közös Képviselő feladatai és jogköre kulcsszerepet játszik a társasház életében. Fő feladata a közös [...]]]></description>
				<content:encoded><![CDATA[<p>A társasház közös képviselője a harmonikus közösségi élet és az ingatlan értékének <strong>megőrzésének kulcsa</strong>. Szakértelmével garantálja a zökkenőmentes működést, megvédve minden tulajdonos érdekét. Bízzon szakmai kezekbe a nyugodt otthonért.</p>
<h2>A Közös Képviselő Feladatai és Jogköre</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="609px" alt="társasház közös képviselő" 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"/></p>
<p>A Közös Képviselő feladatai és jogköre kulcsszerepet játszik a társasház életében. Fő feladata a közös tulajdon képviselete és kezelése, beleértve a <strong>társasház gazdálkodás</strong> lebonyolítását és a képviselői teendők ellátását. Jogosult a költségvetés végrehajtására, a szolgáltatókkal való szerződéskötésre, valamint a közös döntések végrehajtására. Felügyeli a közös területek karbantartását, kezeli a társasház pénzügyeit és előkészíti a közgyűléseket. Hatékony munkája alapvető fontosságú a <strong>társasház fenntarthatósága</strong> és a lakók kényelme szempontjából.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="606px" alt="társasház közös képviselő" 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"/></p>
<p><strong>Kérdés:</strong> A Közös Képviselő dönthet egyedül nagyobb beruházásról?<br />
<strong>Válasz:</strong> Nem. Jelentős kiadások, mint pl. a tető felújítása, a közgyűlés határozata alapján történnek, a képviselő koordinálja a végrehajtást.</p>
<h3>Milyen feladatokat lát el a társasházban?</h3>
<p>A Közös Képviselő feladatai és jogköre a társasházak hatékony működésének kulcsa. Fő feladata a közös tulajdonban lévő vagyongép megőrzése, karbantartása és üzemeltetése, valamint a közgyűlés határozatainak végrehajtása. Jogkörébe tartozik a költségvetés kivitelezése, a társasház kezelése és a lakók közötti egyeztetés. <strong>társasház kezelés szakmai szabályzata</strong> alapján jár el, ami alapvető a konfliktusok elkerüléséhez és az ingatlanérték megőrzéséhez.</p>
<h3>Jogosítványai és döntéshozatali hatásköre</h3>
<p>A közös képviselő feladatai és jogkörei a társasházak zökkenőmentes működését biztosítják. Ő felügyeli a közös területek karbantartását, intézi a költségvetést és a közösköltség-fizetéseket, valamint képviseli a közösséget harmadik személyekkel szemben. Fontos jogkör, hogy előkészíti a közgyűléseket és végrehajtja azok határozatait. A közös képviselő kinevezése kulcsfontosságú a társasházi gondnokság szempontjából, hiszen ő a mindennapok szervezője és koordinátora.</p>
<h3>A közösköltség és a gazdálkodás lebonyolítása</h3>
<p>A Közös Képviselő feladatai és jogköre a társasház működésének zökkenőmentes szervezését biztosítja. Fő feladata a közös tulajdonban lévő vagyok, például a lépcsőház vagy a tetőtér, karbantartása és felújítása. Jogosult a közösköltség bevégzését és beszedését, valamint a közgyűlési határozatok végrehajtását. <em>A Közös Képviselő a társasházak ügyeinek szakmai intézését végzi.</em> Feladat- és jogkörének ismerete elengedhetetlen a <strong>társasházak hatékony működése</strong> szempontjából.</p>
<h3>Kapcsolattartás a tulajdonosokkal és a külső szakemberekkel</h3>
<p>A Közös Képviselő feladatai és jogköre a társasház működésének szívét képezi. Fő feladata a közös tulajdonban lévő vagyongyűjtemény képviselete, kezelése és megőrzése. Jogkörébe tartozik a közösköltség-terv végrehajtása, a karbantartások szervezése, valamint a közgyűlési határozatok érvényesítése. <em>A hatékony közös képviselet kulcsa a nyitott kommunikáció a lakókkal.</em> A társasházi törvény szabályozza a Közös Képviselő kötelező feladat- és jogkörét, ami elengedhetetlen a társasházi vagyonkezelés szabályozott lebonyolításához.</p>
<h2>Hogyan Választják Meg a Képviselőt?</h2>
<p>A magyar képviselőket általános, egyenlő és titkos választójog alapján, közvetlen választások útján választják meg, négyévente. A szavazók <strong>két szavazatot</strong> adnak le: egyet egy egyéni jelöltre a választókerületükben, és egyet egy pártlistára. A <mark>győztes kompenzációs rendszer</mark> alapján a mandátumok arányosan oszlanak el, figyelembe véve mind az egyéni, mind a listás eredményeket. Ez biztosítja, hogy az Országgyűlés összetétele tükrözze a társadalom akaratát, miközben a <strong>területi képviselet</strong> is megvalósul.</p>
<h3>A kinevezés feltételei és jogi keretei</h3>
<p>A magyar országgyűlési képviselőt általános, egyenlő és titkos választójog alapján, közvetlen választással megválasztott <strong>egyéni választókerületi képviselők</strong> alkotják. A választási rendszer vegyes: a választópolgár két szavazatot ad le. Az egyikkel egy konkrét területi kerület jelöltjét, a másikkal egy országos listát választ. A mandátumok végeredményét a listás szavazatok arányában, kompenzációs szabályokkal korrigálva határozzák meg, ami a pártok arányos képviseletét szolgálja.</p>
<h3>A tulajdonosgyűlés szerepe a megválasztásban</h3>
<p>A magyar országgyűlési képviselőt általános, egyenlő és titkos választójog alapján, közvetlen választások útján választják meg négyévente. A választási rendszer vegyes: a választók egyéni választókerületi képviselőre és országos listára is szavaznak. A <strong>magyarországi parlamenti választások lebonyolítása</strong> az Alaptörvény és a választójogi törvény alapján történik. Az országgyűlési mandátumok elnyeréséhez a pártoknak át kell jutniuk az 5%-os parlamenti küszöbön.</p>
<h3>Szükséges szakmai képesítések és előfeltételek</h3>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="606px" alt="társasház közös képviselő" 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"/></p>
<p>A magyar országgyűlési képviselőt általános, egyenlő és titkos választójog alapján, közvetlen választással mérik ki. A választás négyévente, <strong>kompenzációs mandátumokkal kiegészített vegyes választási rendszerben</strong> zajlik. Az országot egyéni választókerületekre osztják, ahol relatív többséggel nyer a jelölt. Az egyéni mandátumok mellett a pártok országos listáról is jutnak be a Parlamentbe, ahol a bejutási küszöböt átlépő pártok arányosan kapnak mandátumot. Ez biztosítja a képviseleti arányosságot.</p>
<p><strong>Gyakori kérdések:</strong> A bejutási küszöb jelenleg 5% pártok, illetve 10% kétpárti, 15% három vagy több párti koalíciók számára. A szavazat leadható személyesen, postán vagy külföldön, magyar állampolgárság és választási jogosultság feltételezése mellett.</p>
<h3>A megbízási szerződés tartalmi elemei</h3>
<p>A magyar országgyűlési képviselőt általános, egyenlő és titkos választójog alapján, közvetlen választások útján választják meg négyévente. A <strong>komplex magyar választási rendszer</strong> két fordulóból áll: egyéni választókerületekben és országos listákról. A mandátumok elosztása a győztes kompenzáció elvére épül, ami elősegíti a pártok arányos képviseletét. A szavazás kötelező a választópolgárok számára, bár a nem szavazókra nem vonatkozik szankció.</p>
<h2>Az Együttműködés Kulcsa a Tulajdonosokkal</h2>
<p>Az együttműködés kulcsa a tulajdonosokkal a folyamatos, átlátható és őszinte kommunikációban rejlik. A siker alapja, hogy a tulajdonosokat valódi partnereknek tekintjük, rendszeresen tájékoztatva őket a stratégiákról, kihívásokról és eredményekről. Ez a megbízhatóság építő folyamat <strong>hosszú távú értékteremtéshez</strong> vezet. Aktív bevonásuk döntésekbe nemcsak bizalmat erősít, hanem <strong>fenntartható növekedést</strong> biztosít a vállalkozás számára. A közös célokért való együttműködés a legfontosabb versenyelőny.</p>
<p><strong>Kérdés:</strong> Hogyan kezdeményezhető ez a partneri kapcsolat?<br />
<strong>Válasz:</strong> Szabályos információk átadásával, konstruktív visszajelzési fórumok létrehozásával és a közös érdekek előtérbe helyezésével minden egyeztetés során.</p>
<h3>Hatékony információáramlás biztosítása</h3>
<p>Az <strong>ingatlanfejlesztési projektek hatékony lebonyolításának</strong> egyik alapvető eleme az együttműködés kulcsa a tulajdonosokkal. Ez a folyamat a korai és átlátható kommunikációt, a közös célok meghatározását, valamint a jogi és gazdasági érdekek egyensúlyozását foglalja magában. A részvételi és egyeztetési folyamatok szakszerű kezelése elengedhetetlen a konfliktusok elkerüléséhez és a projekt zökkenőmentes megvalósításához, ami végső soron minden érintett felet értéket teremtő eredményhez vezet.</p>
<h3>Gyakori problémák és azok kezelési módja</h3>
<p>Az <strong>üzleti siker kulcsa</strong> gyakran az együttműködés minőségében rejlik a tulajdonosokkal. Ez egy folyamatos párbeszédet, átlátható kommunikációt és közös célok meghatározását igényli. A hatékony együttműködés alapja a kölcsönös bizalom, amely lehetővé teszi a stratégiák gyors összehangolását és a kihívások proaktív kezelését. Így a vállalkozás nemcsak stabil alapokon nyugszik, hanem dinamikusan és versenyképesen fejlődhet.</p>
<h3>A közgyűlés előkészítése és lebonyolítása</h3>
<p>Az <strong>üzleti siker kulcsa</strong> gyakran az együttműködés minőségében rejlik a tulajdonosokkal. Hatékony kommunikáció, átlátható döntéshozatal és közös célok meghatározása alapvető. <em>A folyamatos párbeszéd építi a bizalmat és teremti meg a stabil növekedés alapjait.</em> Ezen az úton a vállalkozás nem csupán pénzügyi támogatást kap, hanem értékes stratégiai partnereket is nyer, akik hosszú távon is motiváltak a közös siker érdekében.</p>
<h3>Konfliktusok elhárításának módszerei</h3>
<p>A sikeres vállalkozás titka gyakran az <strong>üzleti siker kulcsfontosságú eleme</strong>, a tulajdonosokkal való átlátható és folyamatos együttműködésben rejlik. Amikor a vezetés és a tulajdonosok szorosan kéz a kézben haladnak, egy közös cél felé, a döntések gyorsabbak és a stratégiák erősebbek lesznek. Ez a bizalomra épülő partnerség átível a napi operációkon, megteremtve a stabilitást és hosszú távú növekedési pályát az egész szervezet számára.</p>
<h2>Pénzügyi Kötelezettségek és Felelősség</h2>
<p>A pénzügyi kötelezettségek és felelősség magába foglalja mindazt, amit anyagilag vállalunk, legyen az hitel, számla vagy adó. Ezek teljesítése nemcsak jogi, hanem erkölcsi <strong>pénzügyi felelősség</strong> is, mely hosszú távon megtakarításokat és nyugalmat eredményez. Kulcsfontosságú, hogy átlássuk a szerződéseinket és időben reagáljunk. <em>Egy átgondolt költségvetés pedig az egészséges pénzügyek legjobb barátja.</em> Az aktív pénzügyi tudatosság és tervezés elengedhetetlen a <strong>pénzügyi biztonság</strong> megteremtéséhez, így elkerülve a kellemetlen meglepetéseket.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="604px" alt="társasház közös képviselő" 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"/></p>
<h3>A közös költség elszámolásának áttekinthetősége</h3>
<p>A pénzügyi kötelezettségek és felelősség nem csupán száraz könyvelési tételek, hanem a gazdasági élet gerince. Minden vállalkozás, sőt, minden háztartás története szorosan összefonódik azzal, hogyan ismeri fel és teljesíti ezeket az elvárt pénzáramlásokat. A **pénzügyi felelősségteljes gazdálkodás** nem csak a törvényi követelmények kielégítése, hanem a bizalom és a hosszú távú stabilitás alapja is. Ez a tudatosság véd a váratlan hullámoktól és építi a jövő biztos alapjait.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="608px" alt="társasház közös képviselő" 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"/></p>
<h3>A tartalékalap kezelése és felhasználása</h3>
<p>A pénzügyi kötelezettségek és felelősség magában foglalja mindazokat a jogi és erkölcsi elköteleződéseket, amelyek egyén vagy szervezet pénzügyi épségéhez és hírnevéhez kapcsolódnak. Ide tartozik a szerződésekből, adótörvényekből és hitelviszonyokból eredő kötelezettségek teljesítése, valamint a gazdálkodás átláthatósága. Ennek betartása elengedhetetlen a <strong>pénzügyi megbízhatóság és hosszú távú stabilitás</strong> eléréséhez. A felelős magatartás nemcsak büntetések elkerülését, hanem a partnerek és piacok bizalmának megszerzését is szolgálja.</p>
<h3>Kötelező biztosítások kezelése az épületre</h3>
<p>A <strong>pénzügyi kötelezettségek és felelősség</strong> magában foglalja mindazt, amit egyénként vagy vállalkozásként anyagilag teljesítenünk kell, és annak következetes vállalását. Ez nem csupán számlák fizetéséről és adók befizetéséről szól, hanem a hosszú távú pénzügyi egészség tudatos építéséről is. A felelős magatartás kulcsa a <strong>pénzügyi tervezés és kockázatkezelés</strong>, amely hozzájárul a fenntartható gazdasági stabilitáshoz. Rendszeres költségvetés-készítés, tartaléképítés és informált döntéshozatal révén biztosítható a pénzügyi jólét.</p>
<h3>Pénzügyi szabályozások betartásának felügyelete</h3>
<p>A <strong>pénzügyi kötelezettségek és felelősség</strong> magába foglalja minden vállalkozás alapvető pénzügyi kötelességét és elszámolási képességét. Ez nem csupán a törvények betartását jelenti, hanem az üzleti fenntarthatóság és a partnerek iránti bizalom alapkövét is. <em>A felelősségteljes gazdálkodás hosszú távú sikerrel és jó hírnévvel jutalmaz.</em> Ennek hiánya komoly pénzügyi kockázatokat, szankciókat és az üzleti hírnév megsértését vonhatja maga után.</p>
<h2>Szakszerű Fenntartás és Karbantartás</h2>
<p>A szakszerű fenntartás és karbantartás nem csupán a meghibásodások utáni javítás, hanem egy proaktív, tervezett folyamat, amely a berendezések és rendszerek élettartamát, megbízhatóságát és biztonságos működését hivatott garantálni. A kulcs a <strong>megelőző karbantartás</strong> szisztematikus alkalmazása, amely a potenciális hibákat még azok bekövetkezte előtt azonosítja és kiküszöböli. Ez a folyamat magában foglalja a rendszeres vizsgálatokat, a kopó alkatrészek időben történő cseréjét, valamint a gyártói ajánlások szigorú betartását. Ilyen módon jelentősen csökkenthetők a váratlan leállások költségei és kockázatai, ami hosszú távon <strong>költséghatékony működést</strong> eredményez.</p>
<p><strong>Kérdés:</strong> Milyen gyakorisággal kell karbantartási tervet készíteni?<br />
<strong>Válasz:</strong> A tervet évente érdemes felülvizsgálni, de a kritikus eszközöknél a gyártó által előírt, vagy a felhasználási gyakoriságtól függő rövidebb intervallumok alapján kell eljárni.</p>
<h3>Rendszeres ellenőrzések és karbantartási terv</h3>
<p>A <strong>szakszerű fenntartás és karbantartás</strong> kulcsfontosságú a berendezések hosszú élettartama és megbízható működése érdekében. Ez nem csupán a meghibásodások utáni javítást jelenti, hanem egy aktív, tervezett <mark>preventív karbantartási stratégia</mark> végrehajtását. Rendszeres ellenőrzések, kopóalkatrészek időben történő cseréje és a gyártói előírások betartása jelentősen csökkenti a váratlan állásidőt és a nagyobb javítási költségeket. Ez a folyamatos beruházás hosszú távon optimalizálja az üzemeltetési költségeket és növeli a termelékenységet. <strong>Ipari gépek karbantartási terve</strong> nélkülözhetetlen a hatékony működéshez.</p>
<h3>Szakemberek felkérésének és felügyeletének menete</h3>
<p>A <strong>professzionális gépjármű szakszerű fenntartás és karbantartás</strong> kulcsfontosságú a járművek hosszú élettartama és megbízható működése érdekében. Ez nem csupán a rendszeres olajcserekre korlátozódik, hanem egy átfogó, előírt intervallumokon végzett ellenőrzési és beavatkozási folyamatot jelent. Ilyen szakszerű gondozással jelentősen csökkenthető a váratlan meghibásodás kockázata, javul a biztonság és megőrizhető a jármű értéke. A folyamatos <strong>gépjármű karbantartás és javítás</strong> így nem kiadás, hanem egy okos hosszú távú befektetés.</p>
<h3>Nagyobb felújítások szervezése és lebonyolítása</h3>
<p>A <strong>szakszerű épületfenntartás és karbantartás</strong> kulcsfontosságú a hosszú távú érték megőrzéséhez. Ez nem csupán a napi működés zökkenőmentességét biztosítja, hanem megelőzi a költséges javításokat is. <em>Egy jól karbantartott ingatlan mindig többet ér.</em> Rendszeres ellenőrzések, a megfelelő szakemberek bevonása és a megelőző munkák jelentik a biztos alapot. Így nem csak pénzt takarít meg, de biztonságos és kellemes környezetet teremt.</p>
<h3>Az épület műszaki állapotának dokumentálása</h3>
<p>A <strong>professzionális gépjármű szakszerű fenntartás és karbantartás</strong> kulcsfontosságú a járművek hosszú élettartama és megbízható működése érdekében. Rendszeres ellenőrzések, minőségi alkatrészek és precíz munka megelőzik a jelentős meghibásodásokat, növelve a biztonságot és megtakarítva hosszú távon a költségeket. <em>Egy jól karbantartott autó nem csupán eszköz, hanem a nyugodt utazás biztos társa.</em> Bízzon szakértőinkben, hogy járműve mindig optimális állapotban legyen.</p>
<h2>Gyakori Kihívások és Jogi Környezet</h2>
<p>A vállalkozók számára a gyakori kihívások közé tartozik az adórendszer bonyolultsága, a folyamatosan változó <strong>munkajogi környezet</strong> és a versenytársakkal szembeni tisztességes fellépés. Ezeket a akadályokat egy átlátható jogi keretrendszer nélkül rendkívül nehéz kezelni. <em>A siker kulcsa gyakran a proaktív jogi tanácsadásban rejlik.</em> A fogyasztóvédelem és a szerződések terén érvényesülő <strong>szigorú előírások</strong> további figyelmet igényelnek, hogy a növekedés ne forduljon váratlan kihívássá.</p>
<h3>Elmaradások és jogszabályi változások kezelése</h3>
<p>A <strong>központi adatvédelmi kihívások</strong> ma már szinte minden vállalkozást érintenek. A GDPR szigorú előírásai, a biztonsági incidensek kezelése és az átlátható adatkezelési tájékoztatások összeállítása gyakori akadályok. Emellett folyamatosan változik a jogi környezet, amit nehéz lépésben követni.</p>
<div style="text-align:center">
<iframe width="569" height="312" src="https://www.youtube.com/embed/Q2FPv5mCLMg" frameborder="0" alt="társasház közös képviselő" allowfullscreen></iframe>
</div>
<blockquote><p>A legnagyobb tévhit, hogy a kis cégeket nem ellenőrzik, de a gyakorlatban bármelyikünk kerülhet szembe a hatósággal.</p></blockquote>
<p>Ezért kulcsfontosságú a proaktív hozzáállás és a folyamatos szakmai képzés, hogy biztos legyen a cég <strong>adatvédelmi megfelelősége</strong> és elkerülhetők a jelentős bírságok.</p>
<h3>Felelősség és biztosítási kérdések</h3>
<p>A vállalkozások számára a gyakori kihívások, mint a verseny, a digitális átállás vagy a munkavállalók megtartása, szorosan fonódnak a komplex <strong>üzleti jogi szabályozásokkal</strong>. A történet gyakran úgy kezdődik, hogy egy innovatív ötlet ütközik a GDPR, a fogyasztóvédelmi törvények vagy az adózás labirintusával. A siker kulcsa a proaktív jogi megközelítés, amely nemcsak kockázatokat kezel, hanem lehetőségeket is teremt a stabil növekedéshez.</p>
<h3>A megbízás megszüntetésének feltételei</h3>
<p>A gyakori kihívások, mint a folyamatos jogszabály-változások, az adatvédelem komplexitása vagy a szerződések kezelése, jelentős terhet róhatnak a vállalkozásokra. A <strong>magyarországi vállalkozások jogi környezete</strong> dinamikus, így folyamatos figyelem szükséges a megfelelés érdekében. <em>Egy jó jogi tanácsadó itt gyakran nélkülözhetetlen segítség.</em> Kulcsfontosságú, hogy proaktívan kövessed a szabályozási változásokat, hogy elkerüld a kockázatokat és büntetéseket.</p>
<h3>Hatékony munkavégzés tippjei és eszközei</h3>
<p>A vállalkozások számára a gyakori kihívások közé tartozik az adó- és számviteli kötelezettségek bonyolultsága, a folyamatosan változó munkajogi előírások, valamint a fogyasztóvédelmi szabályok betartása. Ezeknek a kihívásoknak a hatékony kezeléséhez elengedhetetlen a <strong>magyarországi üzleti jogi szabályozás</strong> naprakész ismerete. <a href="https://www.kozoskepviselo.hu/">Közös képviselet</a> A folyamatos jogi monitorozás és szakértői tanácsadás segíthet a kockázatok minimalizálásában és a zavartalan működésben.</p>
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