![Dibujo general de escaleras nisqa](data:image/png;base64,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)
Dibujo general de escaleras nisqa
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Ñawpaqmanta qhaway
![Pasokunapa sayayninkuna](data:image/png;base64,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)
Pasokunapa sayayninkuna
![Arco waskapa rakinkunapa tupuynin](data:image/png;base64,)
Arco waskapa rakinkunapa tupuynin
![Hanaqmanta qhaway](data:image/png;base64,)
Hanaqmanta qhaway
![pasokuna](data:image/png;base64,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)
pasokuna
Yuyaychaykuna
Fórmula de conveniencia nisqaman hinam
Suficiente paso ukhunchasqa
Escalerakunapa ángulo de inclinación conveniente 36.2°
Conveniente escalera
Qallariy willakuyEscalera sayaynin
2500 mm
Planopi escalerapa largon
3000 mm
Escalera ancho
900 mm
Yupay llamkay
12 + panpa
Paso rakhu kaynin
50 mm
ledge gradas nisqa
50 mm
Escalera k’uchu
36.2°Pasokunapa sayayninkunaPaso Altura
192 mm
Paso ukhunchasqa
313 mm
Riser sayayniyuq
142 mm
Tukuy saruykunapa pampan
3.375 m
2Área material de sitio nisqa
0.855 m
2Yupay q’illay perfil nisqaArco q’aytukuna
11199 mm
panpa
3440 mm
Llapan
14639 mm
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