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ElaKiri Talk!
China new bus concept - 1400 passengers
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<blockquote data-quote="sogo" data-source="post: 20193554" data-attributes="member: 529515"><p><strong>Chinese elevated bus would carry 1,400 passengers above traffic jams.</strong></p><p></p><p><img src="http://www.elakiri.com/forum/data:image/jpeg;base64,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" alt="" class="fr-fic fr-dii fr-draggable " style="" /></p><p></p><p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQqm8Rl_RnJZg9BKKCQKG06lowbZoOy_5oauCvJRJm9WbvcU-2IWQ" alt="" class="fr-fic fr-dii fr-draggable " style="" /></p><p></p><p></p><p>[YOUTUBE]eR31fGanCpg[/YOUTUBE]</p><p></p><p>[YOUTUBE]Hv8_W2PA0rQ[/YOUTUBE]</p><p></p><p>The proposed bus would span two traffic lanes and carry up to 1,400 passengers in articulated segments, at speeds up to 60 kilometres per hour.</p><p>It would run on special tracks built on either side of the lanes, with 2.1 metres of clearance underneath.</p><p>Animations of the bus show the underside simulating the sky, to make it look less like a tunnel, while windows in the sides let drivers see out.</p><p><img src="/styles/default/xenforo/smilies/default/shocked.gif" class="smilie" loading="lazy" alt=":shocked:" title="Shocked :shocked:" data-shortname=":shocked:" /><img src="/styles/default/xenforo/smilies/default/shocked.gif" class="smilie" loading="lazy" alt=":shocked:" title="Shocked :shocked:" data-shortname=":shocked:" /><img src="/styles/default/xenforo/smilies/default/shocked.gif" class="smilie" loading="lazy" alt=":shocked:" title="Shocked :shocked:" data-shortname=":shocked:" /></p></blockquote><p></p>
[QUOTE="sogo, post: 20193554, member: 529515"] [B]Chinese elevated bus would carry 1,400 passengers above traffic jams.[/B] 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[/IMG] [IMG]https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQqm8Rl_RnJZg9BKKCQKG06lowbZoOy_5oauCvJRJm9WbvcU-2IWQ[/IMG] [YOUTUBE]eR31fGanCpg[/YOUTUBE] [YOUTUBE]Hv8_W2PA0rQ[/YOUTUBE] The proposed bus would span two traffic lanes and carry up to 1,400 passengers in articulated segments, at speeds up to 60 kilometres per hour. It would run on special tracks built on either side of the lanes, with 2.1 metres of clearance underneath. Animations of the bus show the underside simulating the sky, to make it look less like a tunnel, while windows in the sides let drivers see out. :shocked::shocked::shocked: [/QUOTE]
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