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Undisclosed

State v. Pamela Lanier – Episode 1 – Doctrine of Chances

Undisclosed

mital

True Crime, News, Society & Culture

4.2 β€’ 10.3K Ratings

πŸ—“οΈ 23 April 2018

⏱️ 61 minutes

🧾️ Download transcript

Summary

April 23, 2018 / The team investigates the case of Pam Lanier, who was convicted of murdering her husband Dorian largely due to an odd rule of evidence known as the Doctrine of Chances. Episode scoring music by Animal Weapon. Additional scoring music by Kai Engel and Nctrnm. This episode was sponsored by Blue Apron, Quicken Loans, and ThirdLove. www.BlueApron.com/Undisclosed www.RocketMortgage.com/Undisclosed www.ThirdLove.com/Undisclosed #undisclosed #freepamlanier

Transcript

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0:00.0

Did you know choosing the train can take up to 500 cars off the road?

0:05.2

Just one train at a time.

0:07.6

One gig at a time, one last minute plan, one festival, one going then, why not at a time?

0:18.4

One train journey at a time can help create a greener future.

0:23.2

So when will you take your next trip?

0:25.6

Find out more at nationalrail.co.uk for Witzlash Greener.

0:50.4

There's a famous formulation in the law known as Blackstone's formulation.

0:54.5

It comes from 18th century English jurist William Blackstone who wrote that it is better

0:58.9

than 10 guilty persons escape than that one innocent suffer.

1:03.0

The question is whether we've created a criminal justice system that gives life to Black

1:06.2

stone's formulation.

1:07.8

Quirton or Brian Stevenson are the equal justice initiative.

1:10.5

The answer is no.

1:11.5

It's fascinating.

1:12.5

Deathfelt in America is defined by error.

1:15.7

For every nine people who've been executed, we've actually identified one innocent person

1:19.8

who's been exonerated and released from death row.

1:23.6

A kind of astonishing error rate, one out of nine people innocent.

1:28.3

I mean, it's fascinating in aviation.

1:31.6

We would never let people fly on airplanes if for every nine planes it took off, one would

1:36.0

crash.

1:37.4

But somehow we can interlate ourselves from this problem.

...

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