Donovan Bailey Talks Sha'Carri Richardson, Noah Lyles, Elaine Thompson-Herah, & Shericka Jackson
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- čas přidán 26. 06. 2024
- On this episode of Running Things with Donovan Bailey, Donovan and Jason Portuondo talk about the US Olympic Trials with Sha'Carri Richardson, Noah Lyles, and Quincy Wilson, the Jamaica Olympic Trials with Elaine Thompson-Herah, Shelly-Ann Fraser-Pryce and Shericka Jackson, and the Canadian Olympic Trials with Andre Degrasse, Aaron Brown, Audrey Leduc Eliezer Adjibi, and a strong field team.
Y'all in my Top 3 track and field podcast list..intelligent, insightful, and informative.
Appreciate you...
Agreed, this and Ready Set Go!
Can't wait to hear the perspectives on the Jamaican 100m finals results.
Good call on Kishane Thompson, he just ran 9.82 in the first round of the trials!
Donavan Bailey was on point with this Interview 👏🏾👏🏾👏🏾👏🏾👏🏾very good talking point .. he knows is running
Julien Forte, Forde, Watson, plus many more. Heats are stacked in Jamaican trials.
Malachi Murray also has a chance to make the 100m team too!
Mr Bailey the talk of the world his Mr Keshaine Thompson 9.77 with his coach Franno the mad genius telling him to only run 60 70m only and shut it down that’s insane
Solely, Kemba, Briana, Claytons, SL Forbes, Burchell, Alana, etc.
Donovan and Jason, man you guys have a great pool of basketball players. Who
Would you like to see on that squad. I'm pulling for you guys! Love your show
A subset cannot be greater than a superset. Olys will ALWAYS be better than US trials.
thank you
Noah did not run a PB, he matched his existing PB.
Still a PB...
the jamaican 100m for women was a lot slower than the Americans
Timestamps please🙂
I felt Noah Lyles should have jogged 9.7, specifically, if he has the WR on his mind. To me, average is running 9.8,he have to separate himself. That requires 9.70, with 9.6 in his legs.
That's just a pipe dream... Don't wake up.
9.6s for Lyles? Lyles jogging 9.7s? I'm sorry to say it, but you're delusional.
Lyles has been trying his hardest to go sub 9.83s and he can't seem to go sub 9.83s despite him trying his best, and you're talking about 9.6s? Lol.
Lyles' fastest finish is 3.37s from 60...100m, and it has been the same since 2018, so clearly maxed out.
Do you expect Lyles to split 6.32 at 60m, meaning as fast as Coleman has EVER split? Like I said, delusional.
Look, Noah Lyles is a great talent, but he's just not all of that.
ETH season is over. She needs to heal and figure out how to manage her injury for optimal training for next year.
Melissa Jefferson is on the come up. She can take gold.
Nope
Dennis Mitchell is shady with his drug history.
Shallow mind
Athletic Analytics: "Trivariate" Predictions of Jamaican Men's 100-Meter Performance at the 2024-Olympic Games
ABSTRACT:
The historicity of Jamaican men faring favorably in flat sprints, at global-racing feats, provides bearings on which to hinge hope for satisfactory performances. In excess of "satisficing" performance(s) are expected, beyond average-current scales in time, for Kishane Thompson (9.77 seconds), Oblique Seville (9.84 seconds), and Ackeem Blake (9.89 seconds). Operationalizing the variables--acceleration, kinetic energy, and prospect of at least third-place finish--into measurable contracts, it is calculably determined that (a) Thompson's (i) acceleration rate is circa 103% (± 5.77%)¹ or 1.03 meter per second (m/s) and (ii) kinetic energy is 101% (± 10.00%)⁴ or 1.01 pound meter-squared per second-squared (lbm²/s²); (b) Seville's (i) acceleration rate is 102% (± 7.07%)² and (ii) kinetic energy is 92% (± 3.54%);⁵ (c) Blake's (i) acceleration rate is 101% (± 10.00%)³ and (ii) kinetic energy is 91‰ (± 3.33%).⁶ Quoted averages above have implications, as contribution-margin ratios, for providing probabilities for at least third-place finish, in the 100-meter sprint, at the 2024-Olympic Games: for (a) Thompson, 95% (± 4.47%);⁷ (b) Seville, 85% (± 2.58);⁸ (c) Blake, 83% (± 2.43%).⁹
___NB____________
¹103% (or 1.03 meter per second (m/s)) ≈ 1.0328369863 = (∆v/∆t) = (((100/9.91) - (100/9.77)) ÷ (9.91 - 9.77)))
²102% (or 1.02 m/s) ≈ 1.029656156 = (∆v/∆t) = (0.07200.07/0.07)
³101% (or 1.01 m/s) ≈ (1.010084685 μ(∆v/∆t) = (0.060605/0.06)
⁴101% ≈ 1.0130900058
= [(√((½w)(v²)))/100] = [√(((½(212))((100/((9.91 + 9.77)/2)²)))/100]
⁵92% ≈ 0.9202627172 [√(((½(164)((100/((9.89 + 9.82)/2)²)))/100]
⁶91% ≈ 0.9114630234 ≈ [√(((½(164))((100/(9.98 + 0.89)²)))/100]
⁷95.00% ≈ 0.9450047108 = (((1.03)(1.01)(1 -((8⁵)1/e⁸)/5!))), where ((1 - ((8⁵)1/e⁸)/5!)) refers to the probability of finishing in at least third place.
⁸85% ≈ 0.8524391239
= (((1.02)(0.92)(1 - ((8⁵)1/e⁸)/5!)))]
⁹83.00% ≈ 0.8349070746 = (((1.01)(0.91)(( 1 - (8⁵/1/e⁸)/5!)))