Mehrwert des Privatsektor-Engagements der DEZA

ShortId
25.4223
Id
20254223
Updated
19.12.2025 12:56
Language
de
Title
Mehrwert des Privatsektor-Engagements der DEZA
AdditionalIndexing
08;04;24
1
PriorityCouncil1
Nationalrat
Texts
  • <p>6.: Das Kompetenzzentrum für das Engagement mit dem Privatsektor (KEP) in der Sektion Wirtschaft und Bildung berät die Dienststellen der Direktion für Entwicklung und Zusammenarbeit (DEZA), die Partnerschaften mit dem Privatsektor (<i>Private Sector Engagement</i>, PSE) entwickeln und umsetzen. Zwischen 2023 und 2025 beliefen sich die Personalressourcen des KEP auf 3,5 bis 4,2&nbsp;Vollzeitäquivalente. Die Aktivitäten der DEZA sind komplementär zu den Aktivitäten des SECO in diesem Bereich.</p><p>1.–4.: Die DEZA verfügt über folgende Instrumente: a) PSE-Partnerschaften, welche auf Entwicklungsprojekte ausgerichtet sind, darunter Multi-Stakeholder-PSE, b)&nbsp;finanzmarktorientierte PSE, darunter Erstverlustinvestitionen. Diese Formen von PSE werden nachstehend erläutert.</p><p>a) Per Ende 2024 zählte die DEZA 65&nbsp;Multi-Stakeholder-Partnerschaften. 44 sind Projekte, von denen 21 von der DEZA initiiert wurden; die übrigen 23 wurden gemeinsam mit öffentlichen oder privaten Partnern entwickelt. 21 sind regionale oder internationale Plattformen oder Initiativen, von denen 4 von der DEZA mitentwickelt wurden.</p><p>b) Per Ende 2024 waren 600&nbsp;Millionen Franken aus den Mehrjahresbudgets der DEZA (von 2018 bis etwa 2028) in die 65 aktiven Multi-Stakeholder-PSE investiert. Auf öffentliche Kofinanzierungen entfielen 18,5&nbsp;Milliarden Franken, auf private Kofinanzierungen 1,3&nbsp;Milliarden Franken.</p><p>Per Ende 2024 waren 160&nbsp;Millionen Franken aus den Mehrjahresbudgets der DEZA (von 2018 bis etwa 2030) in 24&nbsp;finanzmarktorientierte PSE investiert. Die privaten Kofinanzierungen beliefen sich auf 194&nbsp;Millionen Franken. Die Entwicklungsfinanzierungsinstitutionen investierten 45,5&nbsp;Millionen Franken auf kommerzieller Basis.</p><p>Die DEZA verfügt seit 2021 über einen Investitionskredit: Vier Direktinvestitionen in der Höhe von insgesamt 15,2&nbsp;Millionen Franken wurden in Form von Beteiligungen getätigt, die Erstverluste von <i>Impact</i>-Fonds decken (<i>First-Loss Engagements</i>). Per Ende 2024 hatten diese Fonds 25,7&nbsp;Millionen Franken investiert, ausschliesslich in Ländern mit niedrigem oder mittlerem Einkommen: Fast die Hälfte (44&nbsp;%) der Gelder entfielen auf Länder mit niedrigem Einkommen, 41&nbsp;Prozent auf Schwerpunktländer der DEZA gemäss Strategie der internationalen Zusammenarbeit (IZA) 2025–2028. Alle Investitionen betrafen Themen der IZA-Strategie 2025–2028 und verteilten sich wie folgt: Ernährungssicherheit (42&nbsp;%), Wasser (34&nbsp;%), Beschäftigung und Einkommen (17&nbsp;%) sowie Bildung (7&nbsp;%). Die von der DEZA investierten Gelder trugen zur Mobilisierung von 19&nbsp;Millionen Franken an privaten und von 60&nbsp;Millionen Franken an öffentlichen Geldern bei. Diese Aufteilung entspricht der Risikostufe der jeweiligen Zielländer der Investitionen.</p><p>Die nachstehende Tabelle gibt einen Überblick (Angaben in Millionen Franken): &nbsp;</p><p>&nbsp;</p><figure class="image"><img style="aspect-ratio:945/106;" 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" width="945" height="106"></figure><p>&nbsp;</p><p>5., 7. und 8: PSE unterliegen denselben Anforderungen im Bereich der Wirkungsmessung und Berichterstattung wie die anderen Projekte der DEZA. Jeder Fonds berichtet jährlich nach einem genauen Wirkungsrahmen und den spezifischen Indikatoren der verschiedenen Themen. Die DEZA verlangt vertraglich einen Zusatzbericht, der auf die Schwerpunktländer oder Länder mit niedrigem Einkommen sowie auf die thematischen Schwerpunkte ausgerichtet ist. Finanzmarktorientierte PSE verfügen über einen langen Zeithorizont (5–10 Jahre). Daher setzt eine umfassende Evaluation die nötige Distanz voraus. Die DEZA plant, 2026 eine Halbzeit-Evaluation zu diesen Arten von PSE-Kooperationen einzuleiten. Dabei können die Rolle der DEZA, die Hebelwirkungen sowie die Effizienz der verschiedenen PSE-Kooperationen untersucht werden.</p>
  • <p>Die aktuelle IZA-Strategie 25-28 misst der Zusammenarbeit mit dem Privatsektor einen hohen Stellenwert bei und die Deza hat sogar eine eigene Abteilung hierfür geschaffen. Gemäss IZA-Strategie ist die Zusammenarbeit mit dem Privatsektor „stets auf Armutsbekämpfung und nachhaltige Entwicklung ausgerichtet“ und es gelten strenge Grundsätze wie „Additionalität der Finanzierung, Vermeidung von Marktverzerrungen und die Einhaltung von sozialen und ökologischen Standards“.</p><p>&nbsp;</p><p>Die auf der Website der Deza verfügbaren Daten sind allerdings wenig aufschlussreich was die Additionalität oder die konkreten Auswirkungen der aktuellen Projekte auf die Armutsreduktion betrifft. Zudem zeigen die Daten, dass die allermeisten Partnerschaften der Deza sogenannte „Multistakeholder Partnerschaften“ sind. Als Beispiele werden GAVI und Global Compact genannt, welche nicht neu sind und auch nicht von der Deza initiiert wurden.&nbsp;</p><p>&nbsp;</p><p>Daher bitte ich den Bundesrat um die Beantwortung folgender Fragen:</p><ol><li>Wieviele der von der DEZA finanziell unterstützten Multistakeholder Partnerschaften wurden von der Deza initiiert? Wieviele Gelder (zwischen 2021 und 2024 sowie in 2025) wurden von der Deza bereitgestellt, wieviele von anderen öffentlichen Gebern und wieviele vom Privatsektor ?</li><li>Wieviele Gelder flossen im selben Zeitraum in finanzmarktorientierte Partnerschaften? Wieviele private Gelder wurden über solche Instrumente mobilisiert (ohne die Anrechnung der Beiträge von Entwicklungsfinanzierungsinstitutionen)?</li><li>Wie hoch ist die tatsächliche Mobilisierungsquote (wie viel private Mittel wurden tatsächlich mit Deza-Mitteln mobilisiert)?&nbsp; &nbsp;</li><li>Wie hoch ist der Anteil der Investitionen in den Schwerpunktländern und -themen der DEZA?</li><li>Gibt es bereits erste Anhaltspunkte bezüglich deren konkreten Auswirkungen auf die Armutsreduktion?</li><li>Kann man angesichts der Komplexität der Umsetzung und Überwachung dieser neuen Finanzinstrumente die Verwaltungskosten für die DEZA abschätzen, bzw. wie hoch waren die Verwaltungskosten der Privatsektor-Abteilung der Deza in den letzten 4 Jahren?</li><li>Wie und mit welchen Instrumenten misst die DEZA die Wirkung dieser Investitionen?</li><li>Ist eine unabhängige Evaluation dieser neuartigen Instrumente bezüglich Mehrwert, Additionalität, Vermeidung von Marktverzerrungen und konkretem Impact vorgesehen? Wenn ja, wann?</li></ol>
  • Mehrwert des Privatsektor-Engagements der DEZA
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    • <p>6.: Das Kompetenzzentrum für das Engagement mit dem Privatsektor (KEP) in der Sektion Wirtschaft und Bildung berät die Dienststellen der Direktion für Entwicklung und Zusammenarbeit (DEZA), die Partnerschaften mit dem Privatsektor (<i>Private Sector Engagement</i>, PSE) entwickeln und umsetzen. Zwischen 2023 und 2025 beliefen sich die Personalressourcen des KEP auf 3,5 bis 4,2&nbsp;Vollzeitäquivalente. Die Aktivitäten der DEZA sind komplementär zu den Aktivitäten des SECO in diesem Bereich.</p><p>1.–4.: Die DEZA verfügt über folgende Instrumente: a) PSE-Partnerschaften, welche auf Entwicklungsprojekte ausgerichtet sind, darunter Multi-Stakeholder-PSE, b)&nbsp;finanzmarktorientierte PSE, darunter Erstverlustinvestitionen. Diese Formen von PSE werden nachstehend erläutert.</p><p>a) Per Ende 2024 zählte die DEZA 65&nbsp;Multi-Stakeholder-Partnerschaften. 44 sind Projekte, von denen 21 von der DEZA initiiert wurden; die übrigen 23 wurden gemeinsam mit öffentlichen oder privaten Partnern entwickelt. 21 sind regionale oder internationale Plattformen oder Initiativen, von denen 4 von der DEZA mitentwickelt wurden.</p><p>b) Per Ende 2024 waren 600&nbsp;Millionen Franken aus den Mehrjahresbudgets der DEZA (von 2018 bis etwa 2028) in die 65 aktiven Multi-Stakeholder-PSE investiert. Auf öffentliche Kofinanzierungen entfielen 18,5&nbsp;Milliarden Franken, auf private Kofinanzierungen 1,3&nbsp;Milliarden Franken.</p><p>Per Ende 2024 waren 160&nbsp;Millionen Franken aus den Mehrjahresbudgets der DEZA (von 2018 bis etwa 2030) in 24&nbsp;finanzmarktorientierte PSE investiert. Die privaten Kofinanzierungen beliefen sich auf 194&nbsp;Millionen Franken. Die Entwicklungsfinanzierungsinstitutionen investierten 45,5&nbsp;Millionen Franken auf kommerzieller Basis.</p><p>Die DEZA verfügt seit 2021 über einen Investitionskredit: Vier Direktinvestitionen in der Höhe von insgesamt 15,2&nbsp;Millionen Franken wurden in Form von Beteiligungen getätigt, die Erstverluste von <i>Impact</i>-Fonds decken (<i>First-Loss Engagements</i>). Per Ende 2024 hatten diese Fonds 25,7&nbsp;Millionen Franken investiert, ausschliesslich in Ländern mit niedrigem oder mittlerem Einkommen: Fast die Hälfte (44&nbsp;%) der Gelder entfielen auf Länder mit niedrigem Einkommen, 41&nbsp;Prozent auf Schwerpunktländer der DEZA gemäss Strategie der internationalen Zusammenarbeit (IZA) 2025–2028. Alle Investitionen betrafen Themen der IZA-Strategie 2025–2028 und verteilten sich wie folgt: Ernährungssicherheit (42&nbsp;%), Wasser (34&nbsp;%), Beschäftigung und Einkommen (17&nbsp;%) sowie Bildung (7&nbsp;%). Die von der DEZA investierten Gelder trugen zur Mobilisierung von 19&nbsp;Millionen Franken an privaten und von 60&nbsp;Millionen Franken an öffentlichen Geldern bei. Diese Aufteilung entspricht der Risikostufe der jeweiligen Zielländer der Investitionen.</p><p>Die nachstehende Tabelle gibt einen Überblick (Angaben in Millionen Franken): &nbsp;</p><p>&nbsp;</p><figure class="image"><img style="aspect-ratio:945/106;" src="data:image/png;base64,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" width="945" height="106"></figure><p>&nbsp;</p><p>5., 7. und 8: PSE unterliegen denselben Anforderungen im Bereich der Wirkungsmessung und Berichterstattung wie die anderen Projekte der DEZA. Jeder Fonds berichtet jährlich nach einem genauen Wirkungsrahmen und den spezifischen Indikatoren der verschiedenen Themen. Die DEZA verlangt vertraglich einen Zusatzbericht, der auf die Schwerpunktländer oder Länder mit niedrigem Einkommen sowie auf die thematischen Schwerpunkte ausgerichtet ist. Finanzmarktorientierte PSE verfügen über einen langen Zeithorizont (5–10 Jahre). Daher setzt eine umfassende Evaluation die nötige Distanz voraus. Die DEZA plant, 2026 eine Halbzeit-Evaluation zu diesen Arten von PSE-Kooperationen einzuleiten. Dabei können die Rolle der DEZA, die Hebelwirkungen sowie die Effizienz der verschiedenen PSE-Kooperationen untersucht werden.</p>
    • <p>Die aktuelle IZA-Strategie 25-28 misst der Zusammenarbeit mit dem Privatsektor einen hohen Stellenwert bei und die Deza hat sogar eine eigene Abteilung hierfür geschaffen. Gemäss IZA-Strategie ist die Zusammenarbeit mit dem Privatsektor „stets auf Armutsbekämpfung und nachhaltige Entwicklung ausgerichtet“ und es gelten strenge Grundsätze wie „Additionalität der Finanzierung, Vermeidung von Marktverzerrungen und die Einhaltung von sozialen und ökologischen Standards“.</p><p>&nbsp;</p><p>Die auf der Website der Deza verfügbaren Daten sind allerdings wenig aufschlussreich was die Additionalität oder die konkreten Auswirkungen der aktuellen Projekte auf die Armutsreduktion betrifft. Zudem zeigen die Daten, dass die allermeisten Partnerschaften der Deza sogenannte „Multistakeholder Partnerschaften“ sind. Als Beispiele werden GAVI und Global Compact genannt, welche nicht neu sind und auch nicht von der Deza initiiert wurden.&nbsp;</p><p>&nbsp;</p><p>Daher bitte ich den Bundesrat um die Beantwortung folgender Fragen:</p><ol><li>Wieviele der von der DEZA finanziell unterstützten Multistakeholder Partnerschaften wurden von der Deza initiiert? Wieviele Gelder (zwischen 2021 und 2024 sowie in 2025) wurden von der Deza bereitgestellt, wieviele von anderen öffentlichen Gebern und wieviele vom Privatsektor ?</li><li>Wieviele Gelder flossen im selben Zeitraum in finanzmarktorientierte Partnerschaften? Wieviele private Gelder wurden über solche Instrumente mobilisiert (ohne die Anrechnung der Beiträge von Entwicklungsfinanzierungsinstitutionen)?</li><li>Wie hoch ist die tatsächliche Mobilisierungsquote (wie viel private Mittel wurden tatsächlich mit Deza-Mitteln mobilisiert)?&nbsp; &nbsp;</li><li>Wie hoch ist der Anteil der Investitionen in den Schwerpunktländern und -themen der DEZA?</li><li>Gibt es bereits erste Anhaltspunkte bezüglich deren konkreten Auswirkungen auf die Armutsreduktion?</li><li>Kann man angesichts der Komplexität der Umsetzung und Überwachung dieser neuen Finanzinstrumente die Verwaltungskosten für die DEZA abschätzen, bzw. wie hoch waren die Verwaltungskosten der Privatsektor-Abteilung der Deza in den letzten 4 Jahren?</li><li>Wie und mit welchen Instrumenten misst die DEZA die Wirkung dieser Investitionen?</li><li>Ist eine unabhängige Evaluation dieser neuartigen Instrumente bezüglich Mehrwert, Additionalität, Vermeidung von Marktverzerrungen und konkretem Impact vorgesehen? Wenn ja, wann?</li></ol>
    • Mehrwert des Privatsektor-Engagements der DEZA

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