Why A Mile-High Skyscraper Is Almost Impossible | The Limit

Why A Mile-High Skyscraper Is Almost Impossible | The Limit

How tall could we really build? After a century of competition, skyscrapers are reaching new extremes: Saudi Arabia’s upcoming 1-kilometer-tall Kingdom Tower in Jeddah will triple the Empire State Building’s height. In this episode of "The Limit," we climbed inside the hidden parts of the world’s tallest towers and talked to the people who built them to ask: What would it take to build a mile-high tower? Who would pay for it? And why do we keep reaching higher? 00:00 – Tallest Until 1971 01:10 – The Buttressed Core 05:26 – Confuse the Wind 12:50 – Vanity Height 20:59 – Construction 25:27 – Elevators 28:51 – The Limit 30:14 – Credits The opening sequence was shot at Edge Sky Deck. Radio tower demolition footage provided courtesy of Controlled Demolition, Inc. Also read "How Zohran Mamdani's NYC victory could make a hot ultra-luxury market in cities like Miami even hotter": https://bit.ly/4pW1laJ ------------------------------------------------------ #skyscrapers #tallestbuilding #burjkhalifa #oneworldtradecenter #jeddahtower #thelimit #engineering #architecture MORE EPISODES FROM THE LIMIT : Why Humans Living In Space Is Almost Impossible    • Why Humans Living In Space Is Almost Impos...   Why Deadlifting 505 Kilograms Is Almost Impossible    • Why Deadlifting 505 Kilograms Is Almost Im...   Why Bringing Back Supersonic Is Almost Impossible    • Why Bringing Back Supersonic Is Almost Imp...   Business Insider tells you all you need to know about business, finance, tech, retail, and more. Visit our homepage for the top stories of the day: https://www.businessinsider.com Business Insider on Facebook:   / businessinsider   Business Insider on Instagram:   / businessinsider   Business Insider on Twitter:   / businessinsider   Business Insider on Snapchat:   / 5319643143   Business Insider on TikTok:   / businessinsider   Why A Mile-High Skyscraper Is Almost Impossible | The Limit | Business Insider