http://www.halten.ch/de/portrait/kennzahlen/
24.01.2018 13:04:25


Finanzielle Kennzahlen / Steuerfuss


Einige wichtige Finanzkennzahlen der Gemeinde Halten

Steuerfuss
Aktueller Steuerfuss 2017 120 %


Entwicklung des Steuerfusses in den letzten Jahren bei natürlichen und juristischen Personen

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" / ss

Nettovermögen je Einwohner
CHF 770

 



Selbstfinanzierungsanteil / Zinsbelastungsanteil / Kapitaldienstanteil


Selbstfinanzierungsanteil
Damit wird gezeigt, welcher Anteil des  Finanzertrages für die Finanzierung von Investitionen oder Schuldenrückzahlung zur Verfügung steht.
Beurteilung
<  10 %schwach
   10 - 20 %mittel, verantwortbar
> 20 %gut


Zinsbelastungsanteil
Es werden die Nettozinsen in Prozenten des Finanzertrages ausgewiesen. Ein hoher Zinsbelastungsanteil weist auf eine hohe Verschuldung hin. Die Kennzahl gibt die Einengung des finanziellen Spielraumes durch den Schuldendienst wieder.
Beurteilung
<  2 %erträglich
   2 - 5 %mittel
   5 - 8 %hoch
> 8 %kaum noch tragbar/kritisch (Überschuldung)


Kapitaldienstanteil
Diese Kennzahl gibt den Anteil für den Zinsdienst und die Abschreibungen im Verhältnis zum Finanzertrag wieder. Ein hoher Kapitaldienst weist auf eine hohe Verschuldung und/oder auf einen hohen Abschreibungsbedarf hin.
Beurteilung
<  5 %gering
     5 - 15 %tragbar
   15 - 20 %hoch/sehr hoch
> 25 %kaum noch tragbar/kritisch