Препоруке
Одступање од формуле погодности 31.4%
Предложио да се повећа број бина други 3Дубина корака је довољна
Удобан угао нагиба степеница 34.3°
Релативно удобно степениште
![Укупно цртање степеница](data:image/png;base64,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)
Укупно цртање степеница
![Шаблон за цртање фазама](data:image/png;base64,)
Шаблон за цртање фазама
![Цртеж тетива](data:image/png;base64,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)
Цртеж тетива
Почетни подаци
visina 2500 мм
Дужина степеништа у плану 3000 мм
Ширина стазе 800 мм
Број газишта 10
Кораци да спусте низ 3
Дебљина газишта 50 мм
Дужина проширења газишта 50 мм
Величина корака
Висина корака 250 мм
Дубина корака 417 мм
Висина гуртне 200 мм
Мосница
Дужина предњег горњег ниске 2663 мм
Дужина горњег Стрингер пуном 3067 мм
Дужина предњег дну низа 1775 мм
Пуна дужина доње ниске 2180 мм
Дебљина косе странице 276 мм
Удаљеност на ниску између Гасх под сценским 444 мм
Угао степеништа 34.3° од пода
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