Aktuelles
Bekanntmachung zur Neufestsetzung Wasserpreis 2024 bis 2027
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)
Bekanntmachung
Neufestsetzung
Wasserpreis 2024 bis 2027.
Der
Stadtrat hat in der Sitzung vom 13.11.2023 folgenden Beschluss gefasst:
Die in der Beitrags-
und Gebührensatzung zur Wasserabgabesatzung (BGS/WAS) der Stadt Neustadt
a.d.Donau vom 14.12.2016 in der Fassung der 1. Änderungssatzung vom 11.11.2019
festgesetzten Grundgebühren (vgl. § 9a BGS/WAS) und Verbrauchsgebühren (vgl. §
10 BGS/WAS) werden zum 01.01.2024 der Kostenentwicklung bzw. entsprechend den
abgaberechtlichen Voraussetzungen angepasst.
Vorbehaltlich
der noch durchzuführenden endgültigen Kalkulation der Grundgebühren sowie der
Verbrauchsgebühren wird die Anpassung voraussichtlich zu einer Erhöhung der
Grundgebühren- sowie der Verbrauchsgebührensätze gegenüber den derzeit
geltenden Grundgebühren- und Verbrauchsgebührensätzen führen.
In
welcher Höhe eine Anpassung der Gebühren erforderlich wird, kann erst nach
Abschluss der noch durchzuführenden Berechnungen festgestellt werden.
Diese
Bekanntmachung dient lediglich der Vorabinformation der Beitrags- und
Gebührenzahler, da die endgültigen Berechnungen erst im kommenden Jahr (2024)
abgeschlossen werden können, die Anpassungen jedoch aus verwaltungsrechtlichen
und verwaltungstechnischen Gründen zum 01.01.2024 erfolgen müssen.
Nach
Abschluss der o.g. Berechnungen ist mit einer rückwirkenden Anpassung der
entsprechenden Grundgebühren- und Verbrauchsgebührensätze zum 01.01.2024 sowie
der entsprechenden Bestimmungen in der BGS/WAS und einem Neuerlass der BGS/WAS
zu rechnen.
Neustadt
a.d.Donau, den 29.11.2023
Thomas
Memmel
Erster
Bürgermeister