Sarah Krämer glänzte mit zwei Bestmarken
Bei den Baden-Württembergischen Hallenmeisterschaften der Aktiven in der Mannheimer Leichtathletik-Halle stellte Sarah Krämer am vergangenen Wochenende (20./21. Januar) zwei Bestmarken auf. „Es hat alles gepasst“, strahlte sie nach ihren Rennen über 60 (8,16 sec.) und 200 Meter (25,76 sec.). Bereits im 60 Meter Vorlauf sprintete Sarah 8,16 Sekunden und qualifizierte sich für das B-Finale (Rang 7, 8,19 sec.). Über 200 Meter belegte sie mit starken 25,76 Sekunden Rang neun. Die 4x200 Meter Staffel mit Sophie Schmiedeberg, Carolin Becker, Chiara Krämer und einer fulminant laufenden Sarah Krämer belegte nach guten Wechseln in 1:45,06 Minuten Rang fünf. „Die Zeit war richtig gut“, lobte Dieter Herrmann seine Schützlinge. Pech hatte Carolin Becker im Weitsprung. Mit 5,35 Meter belegte sie Rang neun und verpasste nur um einen Zentimeter den Endkampf. „Ich hatte an diesem Tag Probleme mit dem Anlauf“, haderte sie ein wenig mit dem Wettkampf. Bei den Männern überquerte Christian Kaiser im Hochsprung die Anfangshöhe von 1,82 Meter mühelose, scheiterte aber ganz knapp an 1,87 Meter. Mit Rang sechs war er zufrieden. Die 4x200 Meter Staffel (Christian Kaiser, Sebastian Unger, Johannes Wesch, Paul Dorando) wurde in 1:37,69 Minuten Vierte.
Sarah Krämer verbesserte ihre 200 Meter Hallenbestzeit um 23/00 Sekunden (Foto: Ralf Görlitz)
J U G E N D
Hallensportfest mit Rekordbeteiligung
„307 teilnehmende Jungs und Mädchen waren eine echte Herausforderung“, sagte Abteilungsleiter und Chef-Organisator Horst Dobhan nach dem 36. Landesoffenen Schülerhallensportfest (21. Januar) mit Rekordbeteiligung. „Besonders haben wir uns wieder über die Teilnehmerzahlen in den Hürdensprints gefreut. Mit unseren Pendelhürden können wir für die Altersklassen U 12 und U 10 geringere Hürdenhöhen anbieten. Das Konzept hat sich bewährt“, meinte Dobhan nach einem anstrengenden Wettkampftag. Ebenfalls im Einsatz war erneut die elektronische Zeitmessanlage der Astoria, unverzichtbar für die Ermittlung von exakten Zeiten in den kurzen Sprints mit und ohne Hürden.
In der Altersklasse m 13 unterstrich Timo Müller mit zwei Goldmedaillen seine Klasse. Badens schnellster Hürdensprinter gewann trotz Kniebeschwerden den Hürdensprint und auch den 30 Meter Lauf in 5,01 Sekunden. Einen enormen Leistungssprung hat Peter Dorando im Hochsprung gemacht. Mit starken 1,68 Meter holte er sich hinter dem Eppelheimer Nik Keller in der Altersklasse m 15 die Silbermedaille. „Ich wäre gerne auch über 1,72 Meter gesprungen, aber es war an diesem Tag nicht möglich“, hatte er noch zu großen Respekt vor der Höhe. Im Hochsprung m 14 stellte Bence Banfai als Zweiter mit 1,48 Meter seine Bestmarke ein. Ebenfalls Silber holte er sich über 30 Meter in 4,88 Sekunden. In ihrem ersten Wettkampf siegte die 14-jährige Lisa Luther über 30 Meter in 5,23 Sekunden. Edelmetall gewannen auch Gustav Redwitz, Bernard Brune, Jan Winnes und David di Nunzio.
Die Leichtathletik Abteilung bedankt sich bei allen Helfern, die zum Gelingen dieser Veranstaltung beigetragen haben. Der Dank gilt auch allen Spendern der Kuchen und des Waffelteigs und der Stadt Walldorf für die enorme Unterstützung.
Männliche Jugend U 16
M 15
30 Meter: 2. Peter Dorando 4,91 Sekunden, 3. Gustav Redwitz 5,00, Hoch: 2. Peter Dorando 1,68 Meter, 4.Gustav Redwitz 1,36, Kugel: 4. Peter Dorando 8,75 Meter
M 14
30 Meter: 2. Bence Banfai 4,88 Sekunden, Hoch: 2. Bence Banfai 1,48 Meter, Kugel: 3. Bence Banfai 7,83 Meter
Weibliche Jugend U 16
W 15
30 Meter: 4. Paula Böhli 5,81 Sekunden
W 14
30 Meter: 1. Lisa Luther 5,23 Sekunden, Hoch: 3. Lisa Luther 1,24 Meter
Männliche Jugend U 14
M 13
30 Meter: 1. Timo Müller 5,01 Sekunden, 3. Bernard Brune 5,46, Kugel: 4. Timo Müller 6,18 Meter, 2x30 Meter Hürden: 1. Timo Müller
M 12
30 Meter: 3. Jan Winnes 5,18 Sekunden, Hoch: 5. Jan Winnes 1,20 Meter, 2x30 Meter Hürden: 3. Jan Winnes
Männliche Jugend U 12
M 10
30 Meter: VL Tobias Hübl 6,23 Sekunden, Weit: 18. Tobias Hübl 1,30 Meter
Weibliche Jugend U 14
W 13
30 Meter: 6. Eva Gröne 5,25 Sekunden, 2x30 Meter Hürden: 4. Eva Gröne
W 12
30 Meter VL: Stella Vossen 5,56 Sekunden, Maria Hübl 5,61, Kugel: 4. Maria Hübl 5,35 Meter, 4. Stella Vossen 4,85, 2x30 Meter Hürden: 11. Stella Vossen, 13. Maria Hübl,
Pendelstaffel U 14: 2. StG Walldorf/Eppelheim (Dora Koleva, Maria Hübl, Stella Vossen, Eva Gröne)
Weibliche Jugend U 10
W 11
30 Meter VL: Dora Koleva 5,85 Sekunden, Weit: 6. Stella Vossen 3,02 Meter, 27. Dora Koleva 2,51 Meter, 2x30 Meter Hürden: 23. Dora Koleva
Männliche Jugend U 10
M 8
30 Meter: 2. David Di Nunzio 5,96 Sekunden, Weit: 13. Mattis Ohr 2,14 Meter, 14. David di Nunzio 2,13, 17. Vo Tiger-Toan 2,01, 23. Neo Schroer 1,89, 2x30 Meter Hürden: 7.David di Nunzio, 12. Mattis Ohr, 19. Neo Schroer, 23. Vo Tiger-Toan
Weibliche Jugend U 10
W 9
30 Meter VL: Johanna Biedermann 6,58 Sekunden, Weit: 11. Johanna Biedermann 2,42 Meter, 2x30 Meter Hürden: 16. Johanna Biedermann
W 8
30 Meter VL: Anna Hübl 7,14 Sekunden, Kaja Backhaus 7,31, Weit: 8. Sara Soda 2,02 Meter, 9. Kaja Backhaus 1,73, 2x30 Meter Hürden: 7. Kaja Backhaus, 9. Sara Soda
Dreikampf
M 6: 5. Moritz Backhaus
M 7: 9. Raphael Herzog, 11. Johann Massot, 12. Tammo Arnold
W 6: 5. Jule Jungkind, 7. Johanna Brecht
W 7: 5. Madita Mett, 7. Magdalena Biedermann
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)
Peter Dorando überquerte erneut 1,68 Meter; Timo Müller siegte im 30 Meter Sprint (Fotos: Peter Stadtherr)
Weibliche Jugend U 14
W 13
30 Meter: 6. Eva Gröne 5,25 Sekunden, 2x30 Meter Hürden: 4. Eva Gröne
W 12
30 Meter VL: Stella Vossen 5,56 Sekunden, Maria Hübl 5,61, Kugel: 4. Maria Hübl 5,35 Meter, 4. Stella Vossen 4,85, 2x30 Meter Hürden: 11. Stella Vossen, 13. Maria Hübl,
Pendelstaffel U 14: 2. StG Walldorf/Eppelheim (Dora Koleva, Maria Hübl, Stella Vossen, Eva Gröne)
Weibliche Jugend U 10
W 11
30 Meter VL: Dora Koleva 5,85 Sekunden, Weit: 6. Stella Vossen 3,02 Meter, 27. Dora Koleva 2,51 Meter, 2x30 Meter Hürden: 23. Dora Koleva
Männliche Jugend U 10
M 8
30 Meter: 2. David Di Nunzio 5,96 Sekunden, Weit: 13. Mattis Ohr 2,14 Meter, 14. David di Nunzio 2,13, 17. Vo Tiger-Toan 2,01, 23. Neo Schroer 1,89, 2x30 Meter Hürden: 7.David di Nunzio, 12. Mattis Ohr, 19. Neo Schroer, 23. Vo Tiger-Toan
Weibliche Jugend U 10
W 9
30 Meter VL: Johanna Biedermann 6,58 Sekunden, Weit: 11. Johanna Biedermann 2,42 Meter, 2x30 Meter Hürden: 16. Johanna Biedermann
W 8
30 Meter VL: Anna Hübl 7,14 Sekunden, Kaja Backhaus 7,31, Weit: 8. Sara Soda 2,02 Meter, 9. Kaja Backhaus 1,73, 2x30 Meter Hürden: 7. Kaja Backhaus, 9. Sara Soda
Dreikampf
M 6: 5. Moritz Backhaus
M 7: 9. Raphael Herzog, 11. Johann Massot, 12. Tammo Arnold
W 6: 5. Jule Jungkind, 7. Johanna Brecht
W 7: 5. Madita Mett, 7. Magdalena Biedermann
Peter Dorando überquerte erneut 1,68 Meter; Timo Müller siegte im 30 Meter Sprint (Fotos: Peter Stadtherr)
Dieter Heinzmann