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)
Detalles dimensiones
16
20.09
Le distancia ichil placas 10 mm
4.8 m2 (4800000 mm2)
Xu'uk'o'obo' corte páajtal a 18.4° ka 18.4°
Longitud le páajtal a
#20. 0.66 m (660 mm)
#19. 1.32 m (1320 mm)
#18. 1.98 m (1980 mm)
#17. 2.4 m (2400 mm)
#1-16. 2.4 m (2400 mm)
44.76 m (44760 mm)
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