NJCAA Division I Outdoor Track & Field Championships

May 16-18, 2024
|
UL-Monroe - Monroe, LA
ICON KEY: NJCAA DI

Men's Long Jump

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PL NAME YEAR TEAM MARK MARK MARK MARK MARK MARK MARK CONV PT
1 Brandon Hutchinson SO-2 Cloud County CC 5.78m 7.22m 5.70m 5.85m 9.31m 6.21m 8.81m 23' 8.25" 866
  • 6.82 (1.4)
  • FOUL  
  • 7.22 (0.4)
2 Olegs Kozjakovs SO-2 Vincennes 7.61m 6.98m 6.07m 6.42m 8.31m 6.28m 4.89m 22' 11" 809
  • FOUL  
  • 6.81 (0.4)
  • 6.98 (0.9)
3 Harry Crosby SO-2 South Plains 8.46m 6.88m 8.88m 8.94m 7.77m 5.78m 5.44m 22' 7" 785
  • 6.64 (+0.0)
  • 6.76 (1.4)
  • 6.88 (-1.5)
4 Jacob Acedo SO-2 Pima CC 5.26m 6.74m 7.82m 5.59m 8.63m 7.01m 5.46m 22' 1.5" 753
  • 6.56 (1.0)
  • 6.69 (+0.0)
  • 6.74 (0.2)
5 Kevin Brooks FR-1 Cloud County CC 5.35m 6.52m 5.09m 6.06m 7.50m 5.35m 7.69m 21' 4.75" 702
  • 6.30 (0.4)
  • 6.16 (0.2)
  • 6.52 (0.7)
6 Myles Larsen FR-1 Mesa CC 8.02m 6.47m 6.53m 4.85m 7.25m 4.53m 5.05m 21' 2.75" 691
  • 5.94 (+0.0)
  • 5.99 (+0.0)
  • 6.47 (0.7)
7 Brayden Bergkamp SO-2 Dodge City CC 8.18m 6.44m 5.73m 6.31m 4.57m 6.83m 7.21m 21' 1.5" 684
  • FOUL  
  • 6.44 (+0.0)
  • 6.44 (-0.4)
8 Waisale Inoke FR-1 Neosho County CC 6.16m 6.42m 7.00m 5.97m 5.14m 4.88m 8.03m 21' 0.75" 679
  • 6.25 (+0.0)
  • 6.31 (-1.3)
  • 6.42 (-2.1)
9 Broden Cahoon SO-2 Pima CC 6.53m 6.28m 7.66m 6.72m 7.22m 6.78m 7.72m 20' 7.25" 648
  • 6.28 (0.2)
  • 6.26 (-1.1)
  • 6.09 (1.2)
10 Brandon Calmese SO-2 Iowa Western CC 5.99m 6.24m 7.36m 7.55m 5.37m 7.49m 7.24m 20' 5.75" 639
  • FOUL  
  • 5.30 (0.6)
  • 6.24 (+0.0)
12 Dagen Geier FR-1 Cowley College 7.73m 5.99m 6.47m 7.55m 7.25m 7.55m 7.55m 19' 8" 584
  • 5.96 (+0.0)
  • 5.99 (-2.2)
  • 5.76 (-0.7)
13 Dillon Arvayo SO-2 Pima CC 6.77m 5.94m 5.05m 4.93m 4.28m 5.17m 6.12m 19' 6" 574
  • 5.90 (+0.0)
  • 5.94 (+0.0)
  • 5.76 (0.8)
14 Garrah Bauer SO-2 Cowley College 7.04m 5.92m 5.21m 4.85m 6.87m 7.28m 6.93m 19' 5.25" 569
  • 5.90 (0.8)
  • 5.92 (0.8)
  • FOUL  
15 Isaiah Cowley FR-1 Iowa Western CC 7.40m 5.74m 4.53m 6.83m 5.97m 4.36m 7.23m 18' 10" 531
  • 5.65 (0.7)
  • 5.74 (0.6)
  • 5.56 (0.9)