Die Unterstützung einer gemeinsamen Auszeit für Väter und Mütter reicht bis tief ins bürgerliche Lager hinein. Das Anliegen hatte es bisher schwer. Eine gemeinsame Auszeit für Eltern nach der Geburt eines Kindes fordern Frauenverbände und linke Parteien seit Jahren. Noch dieses Jahr lehnte der Nationalrat einen Vorstoss dazu ab. Und erst im Oktober ist eine kantonale Initiative dazu im Zürcher Kantonsrat gescheitert, genauso wie ein moderaterer Gegenvorschlag.
Nun zeigt eine Umfrage des Instituts Leewas, dass die Forderung nach Elternzeit bei den Stimmbürgerinnen und Stimmbürgern heute auf weit offene Ohren stösst: Das Anliegen findet Mehrheiten bei Frauen (73 Prozent) und bei Männern (62), in der Stadt (77) und auf dem Land (61), bei den über 65-Jährigen (56) und bei den 18- bis 34-Jährigen (80). Selbst in den bürgerlichen Parteien ist die Elternzeit unterdessen überraschend gut verankert: Bei den Wählerinnen und Wählern der Mitte gibt es 50 Prozent Zustimmung, in der wertkonservativen SVP 48 Prozent und selbst in der wirtschaftsnahen FDP immer noch 44 Prozent. Insgesamt beträgt die Zustimmung satte 68 Prozent.
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)
Etwas weniger deutlich ist das Meinungsbild auch bei der Frage, ob die Kinderbetreuungskosten auf das Niveau der Nachbarländer gesenkt werden sollen. Aber auch hier ermittelte die Umfrage eine Zustimmung von 61 Prozent. Positiv äusserten sich ebenfalls alle Bevölkerungsgruppen sowie die Wählerinnen und Wähler der Mitte. Keine Mehrheiten haben die Anliegen nur im SVP- und FDP-Milieu. Aber auch dort liegt die Zustimmung bei immerhin über 40 Prozent.
Forderungen «breit abgestützt»
Der Leewas-Politologe Lucas Leemann, der die Umfrage zusammen mit seinem Kollegen Fabio Wasserfallen aus eigenem Interesse durchgeführt hat, kommentiert die hohen Zustimmungswerte so: «Man sieht deutlich, dass die beiden Forderungen nicht einfach auf Einzelinteressen zurückzuführen, sondern gesellschaftlich breit abgestützt sind.» Deutlich sei das auch daran zu sehen, dass die Subventionierung der Krippenplätze nicht nur bei Eltern eine Mehrheit findet (66 Prozent), sondern auch bei Kinderlosen (immerhin 57 Prozent). «Natürlich wird sich das Meinungsbild noch verändern, sobald es um die konkrete Umsetzung geht, etwa um Finanzierungsfragen», warnt allerdings Lucas Leemann. Eine Einschränkung macht Leemann auch, was die Aussage über die Zustimmungswerte bei den Parteien angeht: Der Unsicherheitsbereich ist bei diesen Zahlen relativ hoch. Insgesamt hält der Politologe die Zahlen aber für belastbar. Total nahmen 1532 Personen an der Umfrage teil. Die Elternzeit und die Verbilligung der Kinderbetreuung sind Anliegen, die die Frauensession Ende Oktober in ihren Forderungskatalog aufgenommen hatte.
Kathrin Bertschy, eine der Initiantinnen der Frauensession, sagt, sie sei «erfreut, aber nicht überrascht» über das Ergebnis der Umfrage. Für die GLP-Nationalrätin und Co-Präsidentin des Frauendachverbands Alliance F ist klar: «Das Volk ist gesellschaftspolitisch eben wesentlich weiter als die Politikerinnen und Politiker hinter den Mauern des Bundeshauses.» Für Bertschy geht es bei der Krippenfinanzierung und der Elternzeit nicht allein um Fragen der Gleichstellung von Frau und Mann, sondern ebenso um eine wirtschaftliche Logik: «Auch die Stimmberechtigten anerkennen offenbar, dass sich Investitionen in die Vereinbarkeit von Familie und Beruf auszahlen.»
Wie geht es nun weiter? Aufgegleist ist bereits der Ausbau der Krippensubventionen. Die Bildungskommission des Nationalrats arbeitet an einem entsprechenden Gesetz. Und der Bundesrat hat den Auftrag, für verschiedene Elternzeitmodelle die finanziellen und wirtschaftlichen Vor- und Nachteile in einem Bericht aufzuzeigen.
Weiterlesen - ein Beitrag von Edgar Schuler erschienen am