98186878/meetingannouncement/117280558/agendaitem

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(Änderung am 17.11.2022 12:21, durch .)
 
(Änderung am 17.11.2022 12:33, durch .)
Zeile 27: Zeile 27:
 
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<u>Anlage:</u></p>
 
<u>Anlage:</u></p>
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" /></p>
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Der Jahresabschluss 2020 der Stiftung &bdquo;Der Hospital zum Heiligen Geist in Schw&auml;bisch Hall&ldquo; wird nach &sect; 95 b Abs.1 GemO mit folgenden Schlusssummen endg&uuml;ltig festgestellt.</p>
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<p align="justify">
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siehe&nbsp;[[Media:315-22-Grafik-Feststellung-Jahresabschluss-2020-Stiftung-Hospital-FB-Revision.pdf{{!}}Grafik]]</p>
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<p>
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&nbsp;</p>
 
|agendaitem-attribute-access=öffentlich|agendaitem-attribute-full_number=1|agendaitem-template-title=Feststellung des Jahresabschlusses 2020 der Stiftung „Der Hospital zum Heiligen Geist in Schwäbisch Hall“ Schlussbericht des Fachbereichs Revision - Vorberatung - |agendaitem-template-committee=Hospitalausschuss|agendaitem-template-start_date=28.11.2022|agendaitem-attribute-resolution-heading=Beschlussantrag|}}
 
|agendaitem-attribute-access=öffentlich|agendaitem-attribute-full_number=1|agendaitem-template-title=Feststellung des Jahresabschlusses 2020 der Stiftung „Der Hospital zum Heiligen Geist in Schwäbisch Hall“ Schlussbericht des Fachbereichs Revision - Vorberatung - |agendaitem-template-committee=Hospitalausschuss|agendaitem-template-start_date=28.11.2022|agendaitem-attribute-resolution-heading=Beschlussantrag|}}
  

Version vom 17. November 2022, 13:33 Uhr

Sitzungsvorlagen-Nummer: 315/22

Sachvortrag:

Der Fachbereich Revision hat den Jahresabschluss 2020 der Stiftung „Der Hospital zum Heiligen Geist in Schwäbisch Hall“ nach § 110 Abs. 1 Gemeindeordnung (GemO) daraufhin geprüft, ob

  1. bei den Erträgen, Aufwendungen, Einzahlungen und Auszahlungen, sowie bei der Vermögens- und Schuldenverwaltung nach dem Gesetz und den bestehenden Vorschriften verfahren worden ist,

  2. die einzelnen Rechnungsbeträge sachlich und rechnerisch in vorschriftsmäßiger Weise begründet und belegt sind,

  3. der Haushaltsplan eingehalten und

  4. das Vermögen sowie die Schulden und Rückstellungen richtig nachgewiesen worden sind.

Der Schlussbericht vom 10.10.2022 liegt dazu vor. Die vom Fachbereich Revision getroffenen Feststellungen wurden darin erläutert. An dem vom Fachbereich Finanzen zur Prüfung vorgelegten Jahresabschluss 2020 wurde keine inhaltliche Veränderung vorgenommen. Der Fachbereich Revision empfiehlt dem Gemeinderat, den Jahresabschluss 2020 der Stiftung „Der Hospital zum Heiligen Geist in Schwäbisch Hall“ nach § 95b Abs. 1 GemO festzustellen.

Die Feststellung des Betriebsergebnisses des hospitalischen Forstbetriebs 2020 und die Aufteilung des Ergebnisses gemäß § 4 Verpachtungsvertrag ist bereits in der Sitzung des Hospitalausschusses am 14.03.2022 (SV-Nr. 65/22, öffentlich) erfolgt.

Anlage:

Beschlussantrag:

Der Jahresabschluss 2020 der Stiftung „Der Hospital zum Heiligen Geist in Schwäbisch Hall“ wird nach § 95 b Abs.1 GemO mit folgenden Schlusssummen endgültig festgestellt.

siehe Grafik

 

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