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Holm Leif-Erik MdB-Intern <leif-erik.holm.mdb@bundestag.de>
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AW: Internetseite
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'Gunther Br├╝mmer' <info@afd-mv.de>
Thu,
Kontaktanfrage ├╝ber Webseite der AfD Mecklenburg-Vorpommern: Danke sch├Ân f├╝r 2022
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Neues von EIKE - Täglicher Newsletter
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Landesgeschäftsstelle <buero@afd-mv.de>
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WG: Einladung zur Pressekonferenz am 10. Januar 2023
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Wed,
Custom paper packaging
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Neues von EIKE - Täglicher Newsletter
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Leif-Erik Holm <leif-erik.holm@afd-mv.de>
Thu,
WG: Kontaktanfrage ├╝ber Webseite der AfD MV: Mitgliederzahlen
An: "'Felix Krautkrämer, MdB-Büro Leif-Erik Holm'" <leif-erik.holm.ma02@bundestag.de>
Pressestelle AfD-Fraktion MV <presse@afd-fraktion-mv.de>
Wed,
Lauterbach kolossal gescheitert ÔÇô Kliniksterben in 2023 muss verhindert werden
An: Pressestelle AfD-Fraktion MV <presse@afd-fraktion-mv.de>
vfuc@freenet.de
Thu,
Die Impfkampagne der Regierung = gescheitert / Mrd wurden in den Sand gesetzt / Auswertung Impfdashboard Datenstand 24.12.2022
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Leif-Erik Holm <leif-erik.holm@afd-mv.de>
Sun,
F├╝r LaVo-Sitzung: Beispiel-Antrag Kreistage Asylpolitik
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Twitter <info@twitter.com>
Fri,
­ƒöü ├ûRR Blog. hat getwittert: Zwei Jugendliche geraten beim Skifahren...
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Duo Slim <esjewxs@newslinkes.radio.am>
Mon,
Ein Doppelschlag fur Ubergewicht
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Pressestelle AfD-Fraktion MV <presse@afd-fraktion-mv.de>
Mon,
Das beste Sozialpaket wäre ein schlanker Staat
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ringo.muehlmann@afd-thueringen.de
Wed,
AW: Flyer Kommunalwahl
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Eric Schellenberger <eric.schellenberger@afd-fraktion-mv.de>
Mon,
Horst F├Ârster: Ostbeauftragter verst├Ârt mit Aussage zum ├ûlembargo
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Presse | Alternative f├╝r Deutschland <Presse@afd.de>
Wed,
Presselage vom 4. Januar 2023
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Fri,
Information ├╝ber erfolgreiches Login
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WG: Kontaktanfrage ├╝ber Webseite der AfD MV: Mitgliederzahlen
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Pressestelle AfD-Fraktion MV <presse@afd-fraktion-mv.de>
Tue,
Embargo-Jahr wird zur Daumenschraube f├╝r die Wirtschaft
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MIKHAIL SHAKHBAZOV <mikhail.shakhbazovfr@gmail.com>
Sat,
Fwd: LUKASHENKO
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Mon,
Dr. Daniel Stelter hat getwittert: #Staatsversagen auf kompletter Li...
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Mon,
Erinnerung: Pressesprecherkonferenz heute 11 Uhr
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Thu,
Kripp-M hat getwittert: Impfgesch├ñdigte ver├Âffentlicht die Chargennu...
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Sat,
­ƒöü Tim Kellner hat getwittert: Vornamen "deutscher" Tatverd├ñchtiger!...
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'Eric Eric' <info@afd-mv.de>
Fri,
Kontaktanfrage ├╝ber Webseite der AfD Mecklenburg-Vorpommern: instead, congrats
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Tue,
Haltungskorrektur der Wirbelsaule
An: eallen@agnld.uni-potsdam.de
"Heinzgen, Andreas" <Heinzgen@AfD-Fraktion.berlin>
Sun,
Brinker (AfD): Angriffe auf Rettungskräfte sind inakzeptabel, aber kein Grund für Feuerwerksverbot
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Mon,
Vergessen Sie Harninkontinenz ein fur allemal
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Intelligenter Haltungskorrektor <uzquwfm@biinikolost.wiki>
Tue,
Haltungskorrektur der Wirbelsaule
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Landesgeschäftsstelle <buero@afd-mv.de>
Fri,
WG: IDS057 - Vertragsanpassung DSGV zum 1.2.2023
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Larry Kim <larryk@mobilemonkeynow.com>
Tue,
bring your own list (BYOL)
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Pressestelle AfD-Fraktion MV <presse@afd-fraktion-mv.de>
Thu,
Migrationszahlen an Schulen verschlechtern Integration und Unterrichtsleistungen
An: Pressestelle AfD-Fraktion MV <presse@afd-fraktion-mv.de>
holmle6 <holmle6@gmail.com>
Tue,
Antrag Asyl Kreistag Fulda
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Fri,
­ƒöä Bj├Ârn H├Âcke hat getwittert: H├ñtte es noch eines Beweises bedurft,...
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Mon,
Presselage vom 9. Januar 2023
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Fri,
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'Eric Eric' <info@afd-mv.de>
Wed,
Kontaktanfrage ├╝ber Webseite der AfD Mecklenburg-Vorpommern: Strike when the ironÔÇÖs hot
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Mon,
Bessin: ÔÇ×Es gibt wieder mehr Kinder, aber ÔǪÔÇ£
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vfuc@freenet.de
Sat,
Allg Verteilerinfo: Grundsteuererklärung in Bayern leichtgemacht / Beispiel - K. Mustermann mit Eigentumswhg + 2 TG-Stellpl. in WEG Putzbrunn
An: vfuc@arcor.de
Pressestelle AfD Fraktion MV <pressestelle@afd-fraktion-mv.de>
Mon,
Ersch├Âpfte Unterbringungskapazit├ñten: Mecklenburg-Vorpommern braucht Grenzschutz und einen eigenen R├╝ckf├╝hrungsbeauftragten!
An: Pressestelle AfD-Fraktion MV <presse@afd-fraktion-mv.de>
EIKE Klima & Energie <noreply@eike.tech>
Mon,
Neues von EIKE - Täglicher Newsletter
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Presse AfD <presse-mv@afd-fraktion-mv.de>
Mon,
CDU und MV-Schutzfonds: Weit entfernt von tätiger Reue
An: Pressestelle AfD-Fraktion MV <presse@afd-fraktion-mv.de>
'Stefan Hunglinger' <info@afd-mv.de>
Thu,
Kontaktanfrage ├╝ber Webseite der AfD MV: Mitgliederzahlen
An: info@afd-mv.de
Eric Schellenberger <eric.schellenberger@afd-fraktion-mv.de>
Mon,
Diskussion um B├Âllerverbot absurd: Krawallursachen klar und ehrlich benennen!
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Presselage vom 5. Januar 2023
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Deutsche Generatoren <bestellen@notstrom-generatoren.com>
Mon,
Ohne (autarke) Strom-Erzeuger ist Horror. Wenigstens mit dem Aggregat 2,5 kW Dauer(autarke) Strom-Erzeuger
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Presselage vom 5. Januar 2023
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Sun,
RE: Mitgliederflyer Weidel & Tasse JA
An: Dominik Strasser <ds@dominikstrasser.de>
Sebastian Lux <sebastian.lux@afd-fanshop.de>
Sun,
RE: Angebotserstellung
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Thu,
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Allg Verteilerinfo: Grundsteuererklärung in Bayern leichtgemacht / Beispiel - K. Mustermann mit Eigentumswhg + 2 TG-Stellpl. in WEG Putzbrunn

Von: vfuc@freenet.de

An: vfuc@arcor.de

Datum: Sat, 31 Dec 2022 14:30:20 +0000

.fr-emoticon.fr-emoticon-img { background-repeat: no-repeat !important; font-size: inherit; height: 1em; width: 1em; min-height: 20px; min-width: 20px; display: inline-block; margin: -0.1em 0.1em 0.1em; line-height: 1; vertical-align: middle; } .fr-emoticon { font-weight: normal; font-family: "Apple Color Emoji","Segoe UI Emoji","NotoColorEmoji","Segoe UI Symbol","Android Emoji","EmojiSymbols"; display: inline; line-height: 0; } Die Grundsteuerreform &ndash; Wie machen wir das in Bayern? https://www.grundsteuer.bayern.de/ (https://www.grundsteuer.bayern.de/" style="color: blue;text-decoration: underline;" target="_blank)Volker Fuchs 31.12.2022 - Habe gerade die Grundsteuererkl&auml;rung 2022 ausgef&uuml;llt f&uuml;r BL Bayern, anhand von PDF-Vordrucken. Gegenstand ist eine Eigentumswhg. mit 2 TG-Stellpl&auml;tzen in einer WEG in Putzbrunn.Ggf. eine Anregung zur Vorgehensweise in den anderen Bundesl&auml;ndern, zumal im ges. Bundesgebiet (auch in Bayern) das Programm Elster zum Einsatz kommt. Das Anforderungsprofil d&uuml;rfte &auml;hnlich bis identisch seinWeiter im Text - Die Grundsteuer wurde reformiert. Das Bundesverfassungsgericht hat die bisherigen Berechnungsgrundlagen, die Einheitswerte, als verfassungswidrig eingestuft. Bem&auml;ngelt wurde vor allem, dass die Werte veraltet sind und deshalb die einzelnen Grundsteuerzahler ungleich behandelt werden. Deshalb gilt: Bis 2024 berechnet sich die Grundsteuer noch nach den Einheitswerten, ab 2025 berechnet sie sich dann nach den neuen Berechnungsgrundlagen, den &Auml;quivalenzbetr&auml;gen oder den Grundsteuerwerten. F&uuml;r Grundst&uuml;cke wird in Bayern ein wertunabh&auml;ngiges Fl&auml;chenmodell umgesetzt. Damit wird im Gegensatz zum Bundesmodell verhindert, dass die Grundsteuer automatisch steigt.Die neuen Berechnungsgrundlagen werden von den Finanz&auml;mtern zum Stichtag 1. Januar 2022 ermittelt. Die St&auml;dte und Gemeinden berechnen die Grundsteuer auf dieser Grundlage anhand des jeweiligen eigenen Hebesatzes und bestimmen damit die H&ouml;he der Steuer ab dem 1. Januar 2025. Die &bdquo;neue&ldquo; Grundsteuer ist also erstmalig ab 2025 zu zahlen.Um die neuen Berechnungsgrundlagen f&uuml;r die Grundsteuer ermitteln zu k&ouml;nnen, m&uuml;ssen alle Eigent&uuml;merinnen und Eigent&uuml;mer (Stichtag: 1. Januar 2022) von Grundst&uuml;cken (z. B. einem Einfamilienhaus, einer Eigentumswohnung oder eines Gewerbegrundst&uuml;cks) und Betrieben der Land- und Forstwirtschaft (dazu z&auml;hlen z. B. auch einzelne oder mehrere land- und forstwirtschaftliche Flurst&uuml;cke) eine Grundsteuererkl&auml;rung einreichen. Die Grundsteuererkl&auml;rung ist zwischen dem 1. Juli 2022 und dem 31. Oktober 2022 abzugeben. Hierzu wurden die Eigent&uuml;merinnen und Eigent&uuml;mer am 30. M&auml;rz 2022 durch eine Allgemeinverf&uuml;gung des Bayerischen Landesamts f&uuml;r Steuern (https://www.grundsteuer.bayern.de/pdf/2022-03-30_Aufforderung_zur_Erklaerungsabgabe_BayGrSt.pdf" style="color: blue;text-decoration: underline;" target="_blank" title="PDF-Dokument ├Âffnet in neuem Fenster) &ouml;ffentlich aufgefordert. Zu den Ausnahmen zur Allgemeinverf&uuml;gung vergleiche Verf&uuml;gung vom 31. M&auml;rz 2022 (https://www.grundsteuer.bayern.de/pdf/2022-03-31_Verfuegung_Ausnahme_von_Erklaerungspflicht_Grundsteuer.pdf" style="color: blue;text-decoration: underline;" target="_blank" title="Erg├ñnzende Verf├╝gung vom 31.03.2022 zur Allgemeinverf├╝gung vom 30.03.2022 - PDF-Dokument ├Âffnet in neuem Fenster) sowie Verf&uuml;gung vom 10. Mai 2022 (https://www.grundsteuer.bayern.de/pdf/2022-05-10_Verfuegung_Fristverlaengerung_fuer_Befreite.pdf" style="color: blue;text-decoration: underline;" target="_blank" title="Erg├ñnzende Verf├╝gung vom 10.05.2022 zur Allgemeinverf├╝gung vom 30.03.2022 - PDF-Dokument ├Âffnet in neuem Fenster). Ausf&uuml;llen der Grundsteuererkl&auml;rung &ndash; Wir helfen Ihnen dabei!F&uuml;r die Abgabe der Erkl&auml;rung haben Sie in Bayern folgende drei M&ouml;glichkeiten:bequem und einfach elektronisch &uuml;ber ELSTER - Ihr Online-Finanzamt - unter https://www.elster.de (https://www.elster.de/" style="color: blue;text-decoration: underline;" target="_blank" title="Externer Link zu Elster.de - ├Âffnet in neuem Fenster)als graues PDF-Formular ausschlie&szlig;lich zum Ausf&uuml;llen am PC (https://www.grundsteuer.bayern.de/#abgabe_paper" style="color: blue;text-decoration: underline;" target="_blank" title="Formulare zum Download und Anleitungs-Videos) und anschlie&szlig;endem Ausdruckals gr&uuml;nes Papier-Formular zum handschriftlichen Ausf&uuml;llen (verf&uuml;gbar in den Finanz&auml;mtern sowie den Verwaltungen der St&auml;dte und Gemeinden in Bayern)Falls Sie nicht die M&ouml;glichkeit zur elektronischen &Uuml;bermittlung der Erkl&auml;rung haben, d&uuml;rfen nahe Angeh&ouml;rige oder Steuerberater Sie hierbei unterst&uuml;tzen. Diese k&ouml;nnen das eigene Benutzerkonto bei ELSTER nutzen, um Ihre Erkl&auml;rung zu &uuml;bermitteln.Ihre Grundsteuererkl&auml;rung k&ouml;nnen Sie nicht per E-Mail einreichen, da das Gesetz f&uuml;r die Wirksamkeit einer Steuererkl&auml;rung die eigenh&auml;ndige Unterschrift vorsieht.Zu Ihrer Unterst&uuml;tzung steht umfangreiches Informationsmaterial zur Verf&uuml;gung. Einen guten &Uuml;berblick &uuml;ber alle vorhandenen Hilfen erhalten Sie im Grundlagen-Video. Dieses Grundlagen-Video sollten man sich zum Einstieg unbedingt anschauen, zwecks Verst&auml;ndniserh&ouml;hung. Abgabe der Grundsteuererkl&auml;rung &uuml;ber die grauen, am PC ausf&uuml;llbaren PDFs https://www.grundsteuer.bayern.de/#abgabe_paper (https://www.grundsteuer.bayern.de/#abgabe_paper" style="color: blue;text-decoration: underline;" target="_blank)Die bayerischen Formulare stehen in einer grauen Variante ausschlie&szlig;lich zum Ausf&uuml;llen am PC und anschlie&szlig;endem Ausdruck bereit. Vergessen Sie bitte nicht, Ihre Grundsteuererkl&auml;rung auf Seite 4 unten des Hauptvordrucks eigenh&auml;ndig zu unterschreiben!Graue PDF-Formulare und Ausf&uuml;llanleitungenDie bayerischen Formulare in der grauen Variante k&ouml;nnen am PC ausgef&uuml;llt und anschlie&szlig;end gedruckt werden. Bitte f&uuml;llen Sie diese nicht handschriftlich aus. Welche Formulare brauchen Sie mindestens? (https://www.grundsteuer.bayern.de/pdf/Grundsteuerreform_Bayern-Was_gehoert_zur_Grundsteuererklaerung.pdf" style="color: blue;text-decoration: underline;" target="_blank" title="PDF-Dokument ├Âffnet in neuem Fenster) BayGrSt 1 &ndash; Hauptvordruck (https://www.finanzamt.bayern.de/Informationen/download.php?url=Informationen/Formulare/Weitere_Themen_A_bis_Z/Grundsteuer/BayGrSt_1_Hauptvordruck.pdf" style="color: blue;text-decoration: underline;" target="_blank" title="PDF-Dokument ├Âffnet in neuem Fenster) BayGrSt 1 &ndash; Anleitung Hauptvordruck (https://www.finanzamt.bayern.de/Informationen/download.php?url=Informationen/Formulare/Weitere_Themen_A_bis_Z/Grundsteuer/BayGrSt_1_Anleitung_Hauptvordruck.pdf" style="color: blue;text-decoration: underline;" target="_blank" title="PDF-Dokument ├Âffnet in neuem Fenster) BayGrSt 1A &ndash; Anlage Miteigent&uuml;mer/ -innen (https://www.finanzamt.bayern.de/Informationen/download.php?url=Informationen/Formulare/Weitere_Themen_A_bis_Z/Grundsteuer/BayGrSt_1A_Anlage_Miteigentuemer.pdf" style="color: blue;text-decoration: underline;" target="_blank" title="PDF-Dokument ├Âffnet in neuem Fenster) BayGrSt 2 &ndash; Anlage Grundst&uuml;ck (https://www.finanzamt.bayern.de/Informationen/download.php?url=Informationen/Formulare/Weitere_Themen_A_bis_Z/Grundsteuer/BayGrSt_2_Anlage_Grundstueck.pdf" style="color: blue;text-decoration: underline;" target="_blank" title="PDF-Dokument ├Âffnet in neuem Fenster) BayGrSt 2 &ndash; Anleitung Anlage Grundst&uuml;ck (https://www.finanzamt.bayern.de/Informationen/download.php?url=Informationen/Formulare/Weitere_Themen_A_bis_Z/Grundsteuer/BayGrSt_2_Anleitung_Anlage_Grundstueck.pdf" style="color: blue;text-decoration: underline;" target="_blank" title="PDF-Dokument ├Âffnet in neuem Fenster) BayGrSt 3 &ndash; Anlage Land- und Forstwirtschaft (https://www.finanzamt.bayern.de/Informationen/download.php?url=Informationen/Formulare/Weitere_Themen_A_bis_Z/Grundsteuer/BayGrSt_3_Anlage_Land-_und_Forstwirtschaft.pdf" style="color: blue;text-decoration: underline;" target="_blank" title="PDF-Dokument ├Âffnet in neuem Fenster) BayGrSt 3 &ndash; Anleitung Anlage Land- und Forstwirtschaft (https://www.finanzamt.bayern.de/Informationen/download.php?url=Informationen/Formulare/Weitere_Themen_A_bis_Z/Grundsteuer/BayGrSt_3_Anleitung_Anlage_Land-_und_Forstwirtschaft.pdf" style="color: blue;text-decoration: underline;" target="_blank" title="PDF-Dokument ├Âffnet in neuem Fenster) BayGrSt 3A &ndash; Anlage Tierbestand (https://www.finanzamt.bayern.de/Informationen/download.php?url=Informationen/Formulare/Weitere_Themen_A_bis_Z/Grundsteuer/BayGrSt_3A_Anlage_Tierbestand.pdf" style="color: blue;text-decoration: underline;" target="_blank" title="PDF-Dokument ├Âffnet in neuem Fenster) BayGrSt 3A &ndash; Anleitung Anlage Tierbestand (https://www.finanzamt.bayern.de/Informationen/download.php?url=Informationen/Formulare/Weitere_Themen_A_bis_Z/Grundsteuer/BayGrSt_3A_Anleitung_Anlage_Tierbestand.pdf" style="color: blue;text-decoration: underline;" target="_blank" title="PDF-Dokument ├Âffnet in neuem Fenster) BayGrSt 4 &ndash; Anlage Grundsteuerbefreiung/ -erm&auml;&szlig;igung (https://www.finanzamt.bayern.de/Informationen/download.php?url=Informationen/Formulare/Weitere_Themen_A_bis_Z/Grundsteuer/BayGrSt_4_Anlage_Grundsteuerbefreiung_-ermaessigung.pdf" style="color: blue;text-decoration: underline;" target="_blank" title="PDF-Dokument ├Âffnet in neuem Fenster) BayGrSt 4 &ndash; Anleitung Anlage Grundsteuerbefreiung/ -erm&auml;&szlig;igung (https://www.finanzamt.bayern.de/Informationen/download.php?url=Informationen/Formulare/Weitere_Themen_A_bis_Z/Grundsteuer/BayGrSt_4_Anleitung_Anlage_Grundsteuerbefreiung_-ermaessigung.pdf" style="color: blue;text-decoration: underline;" target="_blank" title="PDF-Dokument ├Âffnet in neuem Fenster) Beispielhafte Video-Ausf&uuml;llanleitungen f&uuml;r Grundverm&ouml;genHier gibt es 4 Varianten die per Video im Detail alles erl&auml;utern, was bei der Eingabe der Vordrucke zu beachten ist. F&uuml;r das Beispiel ist das 2.Video oben zutreffend.- Eigentumswohnung im Alleineigentum, mit Tiefgaragenstellplatz <img alt="" src="data:image/png;base64,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" class="fr-fic fr-dii">------------------------------------------Erl&auml;uterungen zur Vorgehensweise. 1. Aufruf zweites Video oben rechts - Hier wird im Detail erl&auml;utert, was alles beim Ausf&uuml;llen der PDF-Vordrucke zu beachten ist. Dies gilt nat&uuml;rlich auch f&uuml;r die 3 anderen Varianten - Einfamilienhaus / Betriebe Land- , Forstwirtschaft / Verpachtungen, usw.Ben&ouml;tigt werden in vorliegendem Fall / Eigentumswohnung mit TG-Stellplatz, die PDF-Vordrucke BayGrSt 1 (4 Seiten) und BayGrSt 2 (2 Seiten) Abrufbar siehe Verlinkung oben.Untenstehend die ben&ouml;tigten Daten von Finanzamt / Notarurkunde-Wohnungskauf, des Karl Mustermann, Wohnungseigent&uuml;mer in einer WEG in Putzbrunn mit 2 TG-Stellpl&auml;tzen. Grundsteuererkl&auml;rung 2022 (steuerwirksam ab 2025) Datenzusammenstellung Herr Karl MustermannBesitzer einer Eigentumswohnung 80 m&sup2; mit 2 TG-Stellpl&auml;tzen Neubiberger Str. 123TG-West Stellpl. 251 85640 Putzbrunn TG-West Ost Stellpl. 334 1. Finanzamt M&uuml;nchen / Zweigstelle 89420 H&ouml;chst&auml;dt a.d.Donau Traubenberg 3 Az 542 / 640 / 4838 / 078 / 251 / 8f&uuml;r Grundsteuererkl&auml;rung 342 / 640 / 4838 / 0,78 / 334 / 7 IdNr. 78 / 189 / 485 / 368 Daten aus Steuerkl&auml;rung SteuerNr.282 / 356 / 51162 2. Notarielle Grundbuchdaten (stehen im Kaufvertrag) a)Wohnung 205 FlSt. Nr.643 / 66Grundbuch Bl. 3266 Miteigentumsanteil an dem Grundst&uuml;ck der Gemarkung Putzbrunn39 / 10.000 b)TG-Stellplatz 251 FlSt. Nr.643 / 66Grundbuch Bl. 3314 Miteigentumsanteil an dem Grundst&uuml;ck der Gemarkung Putzbrunn4 / 10.000 c)TG-Stellplatz 368 FlSt. Nr.643 / 66Grundbuch Bl. 3393 Miteigentumsanteil an dem Grundst&uuml;ck der Gemarkung Putzbrunn4 / 10.000 d)Verkehrsfl&auml;che FlSt. Nr.644 / 8 3,0393 ha =30.393 m&sup2; 2. Ausf&uuml;llen PDF-Vordrucke - Siehe Anhang / Eingabefelder sind rot umrandet. Putzbrunn den 31.12.2022Dipl.-Ing. IngenieurbauF Statiker / ProjektleiterU VOLKER FUCHS vfuc@arcor.de (mailto:vfuc@arcor.de" target="_blank) H vfuc@freenet.de (mailto:vfuc@freenet.de" target="_blank) S fuchs.putzbrunn@web.de (mailto:fuchs.putzbrunn@web.de" target="_blank) -----weitergeleitete Nachricht Ende-----