Bundesfinanzen. Entwicklung der letzten 20 Jahre und Ausblick

ShortId
24.3117
Id
20243117
Updated
14.11.2025 05:09
Language
de
Title
Bundesfinanzen. Entwicklung der letzten 20 Jahre und Ausblick
AdditionalIndexing
24;04
1
PriorityCouncil1
Nationalrat
Texts
  • <p>Das Bundesbudget ist nicht mehr ausgeglichen, weshalb für das Jahr 2025 wiederum umfassende Sparmassnahmen angekündigt wurden. Die Bundesausgaben haben sich nominal in den letzten 20 Jahren sehr unterschiedlich entwickelt, um sich ein Bild zu machen, gilt es zu berücksichtigen, welche Bereiche in den letzten 20 Jahren wie gewachsen sind und in welchen Bereichen auch in Zukunft ein Wachstum vorgesehen wird.</p>
  • <div><p style="margin-top:0pt; margin-bottom:0pt; line-height:150%; widows:0; orphans:0; font-size:11pt"><span style="font-family:Arial">Zu Frage 1 und 2: Alle Aufgabengebiete verzeichneten in den letzten 20 Jahren ein nominales Wachstum, ausser der Landwirtschaft, welche stabil geblieben ist. Aufgrund des Strukturwandels haben die landwirtschaftlichen Ausgaben pro Betrieb in den letzten 20 Jahren aber dennoch zugenommen. Die Tabelle unterhalb zeigt das absolute sowie das durchschnittliche jährliche Wachstum der ordentlichen Ausgaben pro Aufgabengebiet im Zeitraum 2003-2023 (in Franken und Prozent). Die Zahlen sind unbereinigt und enthalten Strukturbrüche wie etwa das neue Rechnungsmodell (2007) oder die NFA (2008). </span></p><p style="margin-top:0pt; margin-bottom:0pt; line-height:150%; widows:0; orphans:0; font-size:11pt"><img 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" width="605" height="223" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /></p><p style="margin-top:0pt; margin-bottom:0pt; line-height:150%; widows:0; orphans:0; font-size:11pt"><span style="font-family:Arial">Zu Frage 3: Die nachfolgende Tabelle zeigt die geplante Ausgabenentwicklung für den Zeitraum 2024-2028. Die Ausgaben wachsen in diesem Zeitraum jährlich mit 3,7 Prozent, das strukturelle Defizit dürfte sich im 2028 auf rund 4 Milliarden belaufen. Das dargestellte starke Ausgabenwachstum ist somit nicht finanziert. Der Bundesrat wird deshalb im Rahmen der bereits beschlossenen Aufgaben- und Subventionsüberprüfung über Massnahmen zur Dämpfung des Ausgabenwachstums befinden müssen. </span></p><p style="margin-top:0pt; margin-bottom:0pt; line-height:150%; widows:0; orphans:0; font-size:11pt"><span style="font-family:Arial; -aw-import:ignore">&#xa0;</span></p><p style="margin-top:0pt; margin-bottom:0pt; line-height:150%; widows:0; orphans:0; font-size:11pt"><img 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" width="605" height="216" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /></p><p style="margin-top:0pt; margin-bottom:0pt; line-height:150%; widows:0; orphans:0; font-size:11pt"><a name="_Hlk129251570"></a><span style="font-family:Arial; font-weight:bold; -aw-import:ignore">&#xa0;</span></p><p style="margin-top:0pt; margin-bottom:0pt; line-height:150%; widows:0; orphans:0; font-size:11pt"><span style="font-family:Arial">Zu Frage 4: Die Schuldenbremse ist ein vorausschauendes Instrument: Sie stellt sicher, dass die heutige Generation ihre Bedürfnisse mit heutigen Staatseinnahmen und nicht über Neuverschuldung auf Kosten künftiger Generationen deckt. Bei der Zuteilung der im Rahmen der Schuldenbremse und der übrigen gesetzlichen Vorgaben zulässigen Ausgaben auf die einzelnen Aufgabengebiete sind die vergangenen Ausgabenentwicklungen insofern von untergeordneter Bedeutung, als sich die gesellschaftlichen Bedürfnisse wandeln. Zugleich legt der Bundesrat bei der Budgetierung Wert auf eine gewisse Kontinuität und Verlässlichkeit für die Empfänger der Transferausgaben (Anpassungsfristen). </span></p></div>
  • <p>Der Bundesrat wird gebeten, folgende Fragen zu beantworten:&nbsp;</p><ol><li>In welchen Ausgabenbereichen hat es in den letzten 20 Jahren ein nominales Wachstum gegeben und zwar in welchem Umfang (in Franken und Prozent)?</li><li>Welche Ausgabenbereiche sind in den letzten 20 Jahren stabil geblieben?</li><li>Welche Ausgabenbereiche sind in den kommenden Jahren für weiteres Wachstum vorgesehen und in welchem Umfang (in Franken und Prozent)?&nbsp;</li><li>In welcher Form berücksichtigt der Bundesrat bei der zukünftigen Budgetierung die Entwicklung der letzten 20 Jahren?</li></ol><p>Das Bundesbudget ist nicht mehr ausgeglichen, weshalb für das Jahr 2025 wiederum umfassende Sparmassnahmen angekündigt wurden. Die Bundesausgaben haben sich nominal in den letzten 20 Jahren sehr unterschiedlich entwickelt, um sich ein Bild zu machen, gilt es zu berücksichtigen, welche Bereiche in den letzten 20 Jahren wie gewachsen sind und in welchen Bereichen auch in Zukunft ein Wachstum vorgesehen wird.</p>
  • Bundesfinanzen. Entwicklung der letzten 20 Jahre und Ausblick
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    • <p>Das Bundesbudget ist nicht mehr ausgeglichen, weshalb für das Jahr 2025 wiederum umfassende Sparmassnahmen angekündigt wurden. Die Bundesausgaben haben sich nominal in den letzten 20 Jahren sehr unterschiedlich entwickelt, um sich ein Bild zu machen, gilt es zu berücksichtigen, welche Bereiche in den letzten 20 Jahren wie gewachsen sind und in welchen Bereichen auch in Zukunft ein Wachstum vorgesehen wird.</p>
    • <div><p style="margin-top:0pt; margin-bottom:0pt; line-height:150%; widows:0; orphans:0; font-size:11pt"><span style="font-family:Arial">Zu Frage 1 und 2: Alle Aufgabengebiete verzeichneten in den letzten 20 Jahren ein nominales Wachstum, ausser der Landwirtschaft, welche stabil geblieben ist. Aufgrund des Strukturwandels haben die landwirtschaftlichen Ausgaben pro Betrieb in den letzten 20 Jahren aber dennoch zugenommen. Die Tabelle unterhalb zeigt das absolute sowie das durchschnittliche jährliche Wachstum der ordentlichen Ausgaben pro Aufgabengebiet im Zeitraum 2003-2023 (in Franken und Prozent). Die Zahlen sind unbereinigt und enthalten Strukturbrüche wie etwa das neue Rechnungsmodell (2007) oder die NFA (2008). </span></p><p style="margin-top:0pt; margin-bottom:0pt; line-height:150%; widows:0; orphans:0; font-size:11pt"><img 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" width="605" height="223" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /></p><p style="margin-top:0pt; margin-bottom:0pt; line-height:150%; widows:0; orphans:0; font-size:11pt"><span style="font-family:Arial">Zu Frage 3: Die nachfolgende Tabelle zeigt die geplante Ausgabenentwicklung für den Zeitraum 2024-2028. Die Ausgaben wachsen in diesem Zeitraum jährlich mit 3,7 Prozent, das strukturelle Defizit dürfte sich im 2028 auf rund 4 Milliarden belaufen. Das dargestellte starke Ausgabenwachstum ist somit nicht finanziert. Der Bundesrat wird deshalb im Rahmen der bereits beschlossenen Aufgaben- und Subventionsüberprüfung über Massnahmen zur Dämpfung des Ausgabenwachstums befinden müssen. </span></p><p style="margin-top:0pt; margin-bottom:0pt; line-height:150%; widows:0; orphans:0; font-size:11pt"><span style="font-family:Arial; -aw-import:ignore">&#xa0;</span></p><p style="margin-top:0pt; margin-bottom:0pt; line-height:150%; widows:0; orphans:0; font-size:11pt"><img 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" width="605" height="216" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /></p><p style="margin-top:0pt; margin-bottom:0pt; line-height:150%; widows:0; orphans:0; font-size:11pt"><a name="_Hlk129251570"></a><span style="font-family:Arial; font-weight:bold; -aw-import:ignore">&#xa0;</span></p><p style="margin-top:0pt; margin-bottom:0pt; line-height:150%; widows:0; orphans:0; font-size:11pt"><span style="font-family:Arial">Zu Frage 4: Die Schuldenbremse ist ein vorausschauendes Instrument: Sie stellt sicher, dass die heutige Generation ihre Bedürfnisse mit heutigen Staatseinnahmen und nicht über Neuverschuldung auf Kosten künftiger Generationen deckt. Bei der Zuteilung der im Rahmen der Schuldenbremse und der übrigen gesetzlichen Vorgaben zulässigen Ausgaben auf die einzelnen Aufgabengebiete sind die vergangenen Ausgabenentwicklungen insofern von untergeordneter Bedeutung, als sich die gesellschaftlichen Bedürfnisse wandeln. Zugleich legt der Bundesrat bei der Budgetierung Wert auf eine gewisse Kontinuität und Verlässlichkeit für die Empfänger der Transferausgaben (Anpassungsfristen). </span></p></div>
    • <p>Der Bundesrat wird gebeten, folgende Fragen zu beantworten:&nbsp;</p><ol><li>In welchen Ausgabenbereichen hat es in den letzten 20 Jahren ein nominales Wachstum gegeben und zwar in welchem Umfang (in Franken und Prozent)?</li><li>Welche Ausgabenbereiche sind in den letzten 20 Jahren stabil geblieben?</li><li>Welche Ausgabenbereiche sind in den kommenden Jahren für weiteres Wachstum vorgesehen und in welchem Umfang (in Franken und Prozent)?&nbsp;</li><li>In welcher Form berücksichtigt der Bundesrat bei der zukünftigen Budgetierung die Entwicklung der letzten 20 Jahren?</li></ol><p>Das Bundesbudget ist nicht mehr ausgeglichen, weshalb für das Jahr 2025 wiederum umfassende Sparmassnahmen angekündigt wurden. Die Bundesausgaben haben sich nominal in den letzten 20 Jahren sehr unterschiedlich entwickelt, um sich ein Bild zu machen, gilt es zu berücksichtigen, welche Bereiche in den letzten 20 Jahren wie gewachsen sind und in welchen Bereichen auch in Zukunft ein Wachstum vorgesehen wird.</p>
    • Bundesfinanzen. Entwicklung der letzten 20 Jahre und Ausblick

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