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I had a really nice conversation with Dr. Michael Gervais from the Finding Mastery Podcast. Check it out!

18,895 Aufrufe • vor 1 Jahr •via X (Twitter)

10 Kommentare

Profilbild von Donnie
Donnievor 1 Jahr

From when I viewed this over 13 yrs ago, until now—the way you speak told me if anyone could never make a mistake, it’d be you. If anyone was put here to show us what mental strength at another level is, it’s you. And @jebcorliss too, for sure. But when John Long says to @laralogan, “Right as he pulls into that crack, that’s like the point of no return—it becomes world class right THERE. And he’s, he’s in it now.” that could be the coolest thing I’ve ever seen. Hope when you go, it’s due to old age, b/c you’ve inspired a lot of ppl.

Profilbild von Rick Lord
Rick Lordvor 1 Jahr

@michaelgervais The likelihood is low because you're a damn spider 🕷 Stay free

Profilbild von Sonic Reducer
Sonic Reducervor 11 Monaten

@michaelgervais Big Rope is starting to catch on 😉 First interviewer who asks you about the S. Face of Mt. Watkins should get a case of beer. 🔥🏴‍☠️

Profilbild von Joe Lane
Joe Lanevor 1 Jahr

@michaelgervais Whatever you gotta tell yourself, Alex! Love watching you from a distance

Profilbild von Basko
Baskovor 1 Jahr

@michaelgervais So wait you are saying free soloing el capitan is freaking easy 😂?

Profilbild von danny meyers
danny meyersvor 1 Jahr

@michaelgervais When it comes to free soloing, my guess is risk (of death or extreme injury) probably begins at around 30 feet, unless you're Lynn Hill.

Profilbild von ▶︎ ⍷ ⚡︎ ⚕︎ℊ♌︎⍷℞
▶︎ ⍷ ⚡︎ ⚕︎ℊ♌︎⍷℞vor 1 Jahr

@michaelgervais Possibly the most finely tuned human athlete to ever exist. Alex, you're amazing to watch. The El Cap solo was truly "lovely".

Profilbild von Ade Chapman
Ade Chapmanvor 1 Jahr

@michaelgervais I was looking for a new podcast 💪🧠

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Tembo & Leovor 1 Jahr

@michaelgervais Agree … as novice we can also manage the risk … #Rock Grandkids and a pup

Profilbild von Head4Liberty
Head4Libertyvor 1 Jahr

@michaelgervais A nice articulation of a version of the (Judge Learned) Hand Formula for negligence, where the probability of a loss is multiplied by the magnitude of the loss to determine whether the cost/burden of a taking a precaution should have been taken.

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