Katharina Doblander-Eberlein

Diplomierte Legasthenietrainerin
Diplomierte Dyskalkulietrainerin

info@wurzeldeslernens.at
Tel.: 06503732283
Obere Wiese 34
6464 Tarrenz
Tirol, Österreich
www.wurzeldeslernens.at

www.wurzeldeslernens.at

Wurzel des Lernens

<img src="data:image/png;base64,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


Abgeschlossene Studienrichtungen

Diploma zum diplomierten Legasthenietrainer von Katharina Doblander-Eberlein von 2025Diploma zum diplomierten Dyskalkulietrainer von Katharina Doblander-Eberlein von 2025

Angebotene Leistungen

Katharina Doblander-Eberlein arbeitet mit Vorschulkindern
Katharina Doblander-Eberlein macht Legasthenietraining mit Kindern von 6 bis 10 JahrenKatharina Doblander-Eberlein macht Legasthenietraining mit Kindern von 10 bis 14 Jahren Katharina Doblander-Eberlein macht Legasthenietraining mit Jugendlichen 14 und älter
Katharina Doblander-Eberlein macht Dyskalkulietraining mit Kindern von 6 bis 10 Jahren Katharina Doblander-Eberlein macht Dyskalkulietraining mit Kindern von 10 bis 14 Jahren Katharina Doblander-Eberlein macht Dyskalkulietraining mit Jugendlichen 14 und älter

Katharina Doblander-Eberlein arbeitet mit Erwachsenen

Katharina Doblander-Eberlein testet mit dem AFS-Test auf Legasthenie und Lese-Rechtschreibschwäche (LRS) Katharina Doblander-Eberlein testet mit dem AFS-Test auf Dyskalklulie und Rechenschwäche

Katharina Doblander-Eberlein bietet Leistungen auf Englisch an