නිර්දේශ
එය සූත්රය පහසුකම් අනුරූප
ප්රමාණවත් වේදිකාව ගැඹුර
පඩි පෙළ පහසු කෝණය 39.8°
ඊසි ස්ටෙප්
![පැති පෙනුම](data:image/png;base64,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)
පැති පෙනුම
![ඉදිරිපස දැක්ම](data:image/png;base64,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)
ඉදිරිපස දැක්ම
![අදියර රූප සටහන](data:image/png;base64,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)
අදියර රූප සටහන
![ඉහළ දැක්ම](data:image/png;base64,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)
ඉහළ දැක්ම
![kosoura ඇඳීම](data:image/png;base64,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)
kosoura ඇඳීම
![ඇඳීම පියවර](data:image/png;base64,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)
ඇඳීම පියවර
මූලික දත්ත
ඉණිමගේ උස 2500 මි.මී.
මෙම සැලසුම තුළ stairwell දිග 3000 මි.මී.
අදියර සංඛ්යාව 13
ඇති පියවර ඝණකම 50 මි.මී.
ප්රක්ෂේපනය පියවර 50 මි.මී.
පඩිපෙල stringers
දිග kosoura 3873 මි.මී.
ඉණිමගේ නැඹුරු වන කෝණය 39.8°
Layermass
පියවර උස 192 මි.මී.
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