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)
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)
buka phezulu
![Ubukhulu 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)
Ubukhulu izinyathelo
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)
String
![Amazinga Support](data:image/png;base64,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)
Amazinga Support
![degree](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAASIAAACtCAIAAACbTeVYAAANLklEQVR4nO3de0xTZx8H8AdLYVxOUdeCjFvLsCCsIGMyx+ZlxF2ISycLWXAjS3RkAzfMYkyQLO6SONkYi5lsjCAERzAKMxi5bCZqCDGOCYGN24bY2QJSNJVoS+kE6Xj/OO/b8Sq4tfTHKez7+ev0Ocfn/CDn63PO6cM5btPT0wwAKC0TugCApQ8xAyCHmAGQQ8wAyCFmAOQQMwByiBkAOcQMgBxiBkAOMQMgh5gBkEPMAMghZgDkEDMAcogZADnEDIAcYgZADjEDIIeYAZBDzADIIWYA5BAzAHKIGQA5xAyAHGIGQA4xAyCHmAGQQ8wAyCFmAOTchS4AGGOsr6+vrKxsaGhIoVBkZWXJ5XLGmMFgKCoqunz5clBQ0K5duyIiIuZqBBeH0Ux4t2/fPnDgQFJS0tGjR7dt2/bxxx9bLBbGWGFhoUKhKC8v37x588GDBycnJ+dqBBeHmAnvl19+WbFixSuvvOLl5bV+/fqIiIiLFy8ODAzodLqMjAxfX1+1Ws1xXHt7+6yNQpcPfw8xE9709LSXl5fto0gk0ul0Op0uODhYLBbzjQqFQqvVztooQMVgJ8RMeCqVamBg4Ny5cxMTEx0dHZ2dnePj42az2dfX17aNj4+P2WyetVGIksE+iJnwpFLpvn37Tp8+/cYbbzQ1NSUnJ4vF4nteVjw9Pe3m5jZr48IWC47AnUaXEB8fX1RUxC8XFhYGBgZyHDc+Pm7bwGKxBAQEzNq40LWC/TCauRar1drT06NUKsPDw4eHh61WK9+u1WoVCsWsjcIVC/8UYiY8g8Gwffv2X3/9dWJi4siRI15eXgkJCSEhIUFBQRUVFWazua6uzmQyzdUodPnw9+493QdBNDU1nThx4vbt21FRUdnZ2atWrWKMXb9+/fDhwxqNJiQkJDs7m/8metZGcHEuGrPU1NRTp04JXQW4osV4bOCkEYCcq8estbX13LlzQlcBQhobGxsbGxO6inlx3ZiNjY0dOnQoPz9/YmJC6FpASDqdLjs7u6GhwXaLddFx3e/NcnJyjEYjY8zHx0foWkBI4+Pj4+Pj5eXlZ86c2blzp9DlOMJ1b4EIXQK4rkV3C8R1R7OTJ082NjbW1NTk5uaqVCqhywHBNDY2lpWVPfPMM2+99RbHcYvxv2DXjZlIJFKr1c8++6zQhYDAPD098/LyEhMThS7Eca4bMx7HcUKXAALbsmWL0CXMl+veaQRYMhAzAHKIGQA5xAyAHGIGQA4xAyCHmAGQQ8wAyCFmAOQQMwByiBkAOcQMgBxiBkAOMQMgh5gBkEPMAMghZgDkEDMAcogZADnEDIAcYgZADo9DBfgL0YNWXfcBcqe+ThG6BHBFqe/8MP8wWK3W3bt36/X6ysrKBXhIIU4a4d+ooaFBr9czxsrLyxdgd4gZ/OuYTKbq6mp+ubm5ua2tjXqPiBn8G+Xl5eXm5jLGMjMzTSYT9e5c99oMgIhEIrG9/GTr1q0LsEeMZgDkEDMAcogZADnEDIAcYgZADjEDIIeYAZBDzADIIWYA5BAzAHKIGQA5xAyAHGIGQA4xAyCHP4SBpebu3bs3b94MCAhYtmxZW1tbe3u7RCLZtGlTUFCQUCUhZrCkaDSaAwcOGI3G0NDQlJSUysrKxMREg8Fw+vTpDz74ICYmRpCqCGOWmppK9JwggLmUlJSkpaU9//zz3333XWlp6ZdffhkSEsIYa2pqqqioKCwsFKQqXJvBkjI4OPjcc895eHikpaVJJBI+Y4yx9evXDw0NCVUVYgZLir+/f39/P2PM09Pz008/tbVrtVqpVCpUVYgZLCmvvfZafn4+v7xq1Spbe0FBgYDP2MUtEFhSkpKSFArF/e179uyJjY1d+Hp4GM1gqQkMDLy/UcCMMQdGs8nJyfb2dq1Wazab3dzcfH19FQpFQkKCWCymqA9gCbAvZhqN5uDBgxzHKRQKb29vxtiNGzd++umn0tLS999//9FHH6UpEuCfysnJecDbV7766quFLMbGvpgVFRVt27ZNrVbf015XV1dcXPzFF184rzAAR7z77rv5+fkqlWrz5s1C1/IX+2I2MjKyZcuW+9uTk5OrqqqcVBKA4yIjI/fs2fPJJ59kZGQEBAQIXc5/2XcLJCoqqrq6+u7duzMbrVbriRMnIiIinFoYgINiY2N37tw5ODgodCF/sW80y8nJ+fzzzzMyMoKDg319fRlj4+Pjw8PDQUFBe/fupakQwG4vvPCC0CX8H/tiJpPJCgoKBgYGdDqd2Wyenp7mOC48PNw2pQVAcIt+hn5XV1dsbGxYWFhYWBhjrKWlpbW19bfffktOTlYqlTQVAtjBNWfo23dt9uGHH9qWGxsbi4qKvL29p6am9u/f/+OPPzq7NgC78TP0q6urExMTS0tLP/vss/fee2///v1ZWVkVFRVCVeX4ZKu6urp9+/bxX64nJiZ+++23SUlJzisMwBEzZ+ifPXt25gz9kpISoapyfLLV2NjYmjVr+GWVSmUwGJxUEoDjlsgM/ZqamgsXLmg0mpiYGNuJokajkclkzq4NwG5LYYb+m2++qdfre3t79Xr96OhoR0fHpk2bGGMFBQWvv/46TYUAdnDNGfr2xeyll16yLU9OTo6MjPDLe/fujYuLc2ZdAI5ywRn6jl+beXh48Lf1GWPIGMAD4O/NAMghZgDkEDMAcogZADnEDIAcYgZADjEDIIeYAZBDzADIOfOpw/dPzZzPZM3Ud36wLZ/6OgXtaGeLltsDHmrnMKvVunv3br1eX1lZyXGcAz2kpqbO/BUD2KS+84OzXui1YO8GIzlpbGho0Ov1jLHy8nKK/gEWF+fHzGQyVVdX88vNzc1tbW1O3wXA4kIymuXl5eXm5jLGMjMzTSYTxS4AFhHnv3ipra3tzp07/BP2Q0ND5XK503cBMB/nz5+3HaLd3d1yudyxOwj/nPNHM4lEUlZWdvjwYcZYfn4+xS0WgPlY+EPU+TFbt27dxo0b+eX09HSJROL0XQDMx8IfoiTXZpmZmX5+foyxrVu3UvQPME8LfIiSxIzjuLfffpsxJhKJKPoHmKcFPkSd+fW0gA/oAnAKom+rSWaBAMBMmDoMQA4xAyCHmAGQQ8wAyCFmAOQQMwByiBkAOcQMgBxiBkAOMQMgh5gBkEPMAMghZgDkEDMAcogZADnEDIAcYgZADjEDIIeYAZBDzADIIWYA5BAzAHKIGQA5xAyAHGIGQA4xAyCHmAGQQ8wAyCFmAOREH330kdA1wFLwzTffREdHe3h4dHR0VFRUbNiwgTFWV1cnEomqq6sdWLVy5Uq+5wsXLpSUlJz/H5VKpdfrL168GBkZyRizWCxHjhxZt26dwWCora2Ni4srLi6ura21bf/II4/IZLJr165VVVXV19f39PT4+/uvWLGiuLh49erVDz30EGPMZDJVVlYmJCTYfhyNRlNVVdXY2Njf3x8eHu7l5cUYu7+Tnp6eQ4cOPfHEE3w/Z8+ebWxsfPLJJ+/55Tj/Fe/w76RQKK5duxYZGXn16lWJRDI6Ovrwww/r9fqUlBTHVtl63rBhAx+/4eHh77//XiaTGY3GB1Sya9cuxtixY8eSk5MDAwMZYxaL5fjx42q1Ojw8XKvVHjt2LCcnJz4+vre39+mnn2aMdXd3r1271taD0Wisra199dVXg4ODe3p6ampqsrKyZu2EMSaVSru7u/kKr1+/PmtJOGkE5+ADwxgbGRmJj4/XarVTU1NisVgsFju26p7+LRZLXV1denr6smV2H7Td3d2PP/54ZGSkWCxWKpUbN27s7OyMjY3t6+vjN+jr61OpVLbte3p6EhIS5HK5u7v72rVrX3755bk6YYxFRUX19vYyxvR6vUwmm7UAjGbgHHK5vLW11Wg0SqVSpVLZ3NwcEBAQGhrq8KqZrFbr8ePHX3zxRY7j+JaWlpaWlhZ+OSQk5MG13bp1ix/WeFKp9Pfff/fx8RGLxRaLxWq1enl58Wd9PLPZ7O/vb/vI/9tZO1m5cqW3t7dYLDYajZ2dnY899lh/f//9BSBm4Byenp5//vnn1atXV69eLZPJzGbz0NBQeHi4w6tmqq+vVyqVCoXC1vLUU0+p1WrGmMViOXr06INr4zhudHTU9tFgMPDvd+cHtDt37sw8Y2SM+fn53bx50/bx0qVLCQkJc3XCGFuzZk1XV5dOp5t5rjsTThrBaaRSaWdnp1KpZIwtX758YGAgLCxsPqt4LS0tf/zxB3/x45jY2NjW1tbLly9PTk5euXKlpaUlLi6OMRYdHX3lyhWtVsvfTbGJiYn5+eefBwcHp6amOjo62tvb3d3d5+qE3765uXnmWHcPjGbgNAqFQqPRSCQSxlhERMSlS5fc3d0dXjUyMnLmzJkdO3a0tbWNjIx0dXXx2+/YscPewjiO2759e319/Y0bN2QyWVpaGj8QeXh4eHp6+vj4iESimXvkOE6tVp88efLWrVvBwcHp6elzdTI0NMQY8/PzW758eXR09FwF4BXvAORw0ghADjEDIPcfeM6iHdvk+88AAAAASUVORK5CYII=)
degree
References
It sifana Izinsiza formula
Izinga ukujula lwanele
Angle elula of the isitebhisi 36.2°
Easy Izinyathelo
Idatha InputUkuphakama isitebhisi
2500 mm
Ubude izitebhisi in the plan
3000 mm
The Ububanzi izitebhisi
900 mm
Inani izinyathelo
12 + indawo
The ukushuba of izinyathelo
50 mm
projector izinyathelo
50 mm
Ubude elingenhla Stringer ezitebhisini
2676 mm
Ubude ephansi Stringer ezitebhisini
1116 mm
Ibanga kusukela ekuqaleni string kuze ukusekelwa kokuqala kusukela ngenhla
54 mm
Isinyathelo obandayo izisekelo
325 mm
The engela isitebhisi
36.2°Ubukhulu izinyatheloUkuphakama izinyathelo
192 mm
Ukujula izinyathelo
313 mm
Ukuphakama isikhuphukeli
142 mm
Area wonke amazinga
3.375 m
2Indawo yesikhulumi impahla
1.665 m
2Inani profile metalBowstring
7585 mm
Izisekelo
3847 mm
indawo
5200 mm
Nezinamathiselo engeziwe
720 mm
Inani
17353 mm
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