सिफारिशें दी
सुविधा सूत्र दे अनुरूप ऐ
पर्याप्त कदम गहराई
सीढ़ी दे झुकाव दा सुविधाजनक कोण 39.8°
सुविधाजनक सीढ़ी
![सीढ़ियां दा सामान्य ड्राइंग](data:image/png;base64,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)
सीढ़ियां दा सामान्य ड्राइंग
![स्टेप साइज](data:image/png;base64,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)
स्टेप साइज
![कदम](data:image/png;base64,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)
कदम
![सीढ़ी दा तार](data:image/png;base64,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)
सीढ़ी दा तार
![कदम समर्थन](data:image/png;base64,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)
कदम समर्थन
शुरुआती आंकड़े
सीढ़ी की ऊंचाई 2500 मिमी
योजना च सीढ़ी दी लंबाई 3000 मिमी
सीढ़ी दी चौड़ाई 900 मिमी
कदभों की सॊख्मा 13
कदम मोटाई 50 मिमी
लेज कदम 50 मिमी
सीढ़ी तार दी लंबाई 3734 मिमी
धनुष दी शुरुआत थमां पैह्ले समर्थन तगर दी दूरी उप्पर 56 मिमी
जकड़न कदम दा समर्थन करो 300 मिमी
इक धनुष दी तार दे समर्थन आस्तै सामग्री दी मात्रा 2240 मिमी
सीढ़ी दा कोण 39.8°
स्टेप साइज
स्टेप हाइट 192 मिमी
कदम दी गहराई 281 मिमी
राइजर ऊंचाई 142 मिमी
सारे कदम दा इलाका 3.285 एम2
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