... sind nicht unbedingt Mitmach-Tänze, wo man nur mitlatschen braucht. Die Choreografien und Tanzstile aus früheren Epochen wie Renaissance oder Barock beinhalten oft komplexe oder virtuose Kombinationen aus Schritten, Sprüngen und weiteren Bewegungen. Diese müssen erst einmal geübt werden.
![](data:image/jpeg;base64,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)
Darüber hinaus braucht man auch Orientierungssinn im Raum. Um sich in seiner Gruppenformation zu Recht zu finden oder sich nicht auf der Tanzfläche zu verirren. Getanzt wird sowohl einzeln, zu zweit als auch in verschiedenen Gruppenaufstellungen.
Tanzen an sich fördert sowohl körperliche als auch kognitive Fähigkeiten. Eine Portion Musik- und Rhythmusgefühl ist aber auch gefragt.
Wie das Wort historisch schon ankündigt wird zur Musik von schon länger bekannten Komponisten wie Lully, Händel, Prätorius, Strauss usw. getanzt.
Eine Übungseinheit beginnt mit dem Aufwärmen, dann werden spezielle Schritt- und Bewegungstechniken geübt. Danach wird an Tänzen oder einer Choreografie gefeilt. Zu Abschluss gibt es noch ein bisschen Cool-Down. So wie in jeder anderen Sportstunde.
Unser Trainer absolvierte die Tanzleiterausbildung der Akademie Burg Fürsteneck und der LAG Tanz Hessen mit Schwerpunkt Historischer Tanz. Darüber hinaus erweiterte und vertiefte er seine Kenntnisse bei namhaften Referenten wie Jadwiga Nowaczek, Nicolle Klinkeberg, Hannelore Unfried, Bernd Niedecken u.a.
Von 2012 bis 2020 unterrichtete er bei der SKV Mörfelden.
Wer sich auf oben genannte Herausforderungen einlassen will und verschiedene Aspekte des Historischen Tanzes kennenlernen will, ist gerne willkommen.
Ab dem 5. Juni jeden Mittwoch von 19:00 bis 20:00 Uhr im Gymnastikraum.
Als regelmäßiges Angebot.