05.07.2016

Es gibt keine positiven Eidgenossen mehr

Unglaublich aber wahr: Sämtliche Anleihen der Eidgenossenschaft rentieren negativ, wie die NZZ berichtet. Für uns unvorstellbar, auf 30 Jahre einen garantieren Verlust in Kauf zu nehmen. Da halten wir lieber Gold und Aktien, denn Gold wird immer einen Wert haben, egal wie der Staat gerade heisst und es wird weiterhin Unternehmen geben, die Produkte herstellen, welche von der Bevölkerung nachgefragt werden.

Peter Zeier

vonPeter Zeier

Geschäftsleitung

Werfen wir noch einen Blick auf die langfristige Entwicklung mit Hilfe von US-Daten, so können wir das aktuelle Tiefzinsumfeld in einen historischen Kontext stellen.

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
Zinsentwicklung des 10-jährigen US-Treasury (Quelle: http://www.multpl.com)

 

Hier der Artikel aus der NZZ:

Nach dem Brexit-Schock hat die Flucht der Investoren in sichere Häfen nochmals zugenommen. Wer sein Geld sicher, aber auch liquide investieren will, kann es auf dem Konto liegen lassen oder Anleihen mit erstklassiger Liquidität kaufen. Für beides erhält man keinen Zins – oder muss sogar einen negativen Zins berappen. Das hat hierzulande zu einem nicht angestrebten Rekord geführt. Die Schweiz ist das erste Land, wo Staatsanleihen aller Laufzeiten eine negative Rendite aufweisen. Der Staat verdient also auch Geld, wenn ihm die Anleger Geld für fünfzig Jahre anvertrauen. Nach neuesten Schätzungen dürften mittlerweile weltweit Obligationen mit einem Wert von 9000 Mrd. € eine negative Rendite aufweisen.

Das Universum der sicheren Anlagen wurde kleiner, weil es im Laufe der Finanzkrise zu deutlichen Rückstufungen bei den Staatsanleihen kam. Nach dem Brexit und einer Rückstufung gehört auch Grossbritannien nicht mehr zu den erstklassigen Schuldnern, die ein Triple-A-Rating aufweisen. Wenn also die Nachfrage steigt und das Angebot sinkt, klettern die Preise von sicheren Staatsanleihen aus den USA, Deutschland und der Schweiz – und die Renditen fallen in den Minusbereich.

Manch ein Beobachter wird sich fragen, wer denn dieses Verlustgeschäft auf sich nimmt. Doch solange die Nachfrage zunimmt, besteht die Aussicht auf Kursgewinne. So rechnet der deutsche Anlagespezialist Bantleon vor, dass ein Portfolio aus deutschen Bundesanleihen mit 1- bis 30-jährigen Fälligkeiten seit Anfang Jahr wegen des laufenden Zinsrückganges eine Gesamtperformance von knapp 7% erzielt habe. Der Vermögensverwalter geht davon aus, dass die Renditen weiter fallen werden: Für 10-jährige Bundesanleihen rechnet Bantleon im Jahresverlauf mit einem Rückgang bis auf –0,5%, was einem weiteren Kursgewinn von 3,5% entsprechen würde. «Es lebe die Anleihe», steht denn auch über dem Marktbericht.


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