In diesen Kursen wird das Deutsche Rettungsschwimmabzeichen in Silber nach den Anforderungen der Deutschen-Lebensrettungs-Gesellschaft (DLRG) erworben.
Ausbildung und Prüfung zum Deutschen Rettungsschwimmabzeichen SILBER
Praktische Prüfung:
- 400 m Schwimmen in höchstens 15 min, davon 50 m Kraulschwimmen,
- 150 m Brustschwimmen und 200 m Schwimmen in Rückenlage mit Grätschschwung ohne Armtätigkeit
- 300 m Schwimmen in Kleidung in höchstens 12 min, anschließend im Wasser entkleiden
- Sprung aus 3 m Höhe
- 25 m Streckentauchen
- dreimal Tieftauchen von der Wasseroberfläche, zweimal kopfwärts und einmal fußwärts innerhalb von 3 Minuten, mit dreimaligem Heraufholen eines 5 kg-Tauchrings oder eines gleichartigen Gegenstandes (Wassertiefe zwischen 3 und 5 m)
- 50 m Transportschwimmen: Schieben oder Ziehen in höchstens 1:30 Minuten
- Fertigkeiten zur Vermeidung von Umklammerungen sowie zur Befreiung aus Halsumklammerung von hinten und Halswürgegriff von hinten
- 50 m Schleppen in höchstens 4 Minuten, beide Partner in Kleidung, je eine Hälfte der Strecke mit Kopf- oder Achsel- und einem Fesselschleppgriff (Standard-Fesselschleppgriff oder Seemannsgriff)
- Durchführung der Herz-Lungen-Wiederbelebung (HLW)
- Kombinierte Übung, die ohne Pause in der angegebenen Reihenfolge zu erfüllen ist:
- 20 m Anschwimmen in Bauchlage
- Abtauchen auf 3-5 m Tiefe, heraufholen eines 5-kg-Tauchrings oder eines gleichartigen Gegenstandes, diesen anschließend fallen lassen
- Lösen aus der Umklammerung durch einen Befreiungsgriff
- 25 m Schleppen
- Anlandbringen des Geretteten
- 3 Minuten Vorführen der Herz-Lungen-Wiederbelebung (HLW)
Mitzubringen: Schwimmbekleidung.
Voraussetzung: Teilnehmende müssen mindestens im Besitz des Dt. Jugendschwimmscheines sein.
Ein Kurs findet wöchentlich über das ganze Semester statt. Zusätzlich kommen zwei weitere Termine für eine Theoriesitzung und eine Klausur hinzu.
Ein Erste Hilfe Nachweis, nicht älter als ein Jahr, muss laut Prüfungsordnung, während des Kurses, aber spätestens drei Monate nach Beendigung des Kurses, eingereicht werden.
Für die Teilnahme an einem der angebotenen Kurse findet eine verpflichtende Vorbesprechung statt. Anschließend werden die Kurse eingeteilt.
Vorbesprechung: Dienstag, 15.10.2024 um 19.00 Uhr c.t. im Hörsaal FL 18 im Gebäude Fliednerstraße 21.
Obmann: Hubertus Blömeke
Du bist dir nicht sicher, ob die Sportart deinen Erwartungen entspricht? Über unsere neue Sportskala erfährst du, welche Anforderungen bei den Anfängerkursen der Sportart bestehen.
Ausdauer
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)
Kraft
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)
Anstrengung
![](/SysBilder/Image/Sportskala/03_sportskala.png)
Koordination
![](/SysBilder/Image/Sportskala/03_sportskala.png)
Körperkontakt
![](/SysBilder/Image/Sportskala/05_sportskala.png)
Die Angaben unserer Sportskala beziehen sich auf die Eigenheiten und Anforderungen von Anfängerkursen. Fortgeschrittenenkurse, Kursspecials, etc. können davon leicht abweichen. Auch bei einem prototypischen Kursformat treffen die Skalenwerte nicht immer zu 100 Prozent zu, aber für eine grobe Orientierung und erste Idee der Sportart können sie sehr hilfreich sein. Detaillierte Infos zu unserer Sportskala haben wir auf einer Übersichtsseite zusammengefasst.