Searching for the Beaumont Children: Australia's Most Famous Unsolved Mystery Cover
Podcast Mentions

Searching for the Beaumont Children Australia's Most Famous Unsolved Mystery

Alan J. Whiticker

On Wednesday, 26 January 1966 "Australia Day" the three Beaumont children left their home in the Adelaide suburb of Somerton Park for a morning at the beach. By the end of the day, the worst fears of every Australian parent were realised when Jane, aged 9, her sister Arnna, 7, and their four-year-ol...

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Crime Junkie

The hosts described it as a definitive, comprehensive account of the Beaumont case that was published in 2006 and referenced repeatedly as their main source.

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According to Alan Whitaker and Stuart Mullins' book called Searching for the Beaumont Children and their followup, The Satin Man, the police spring into action right away.

— Episode: UPDATE: Beaumont Children

Episode: UPDATE: Beaumont Children

The hosts described it as a definitive, comprehensive account of the Beaumont case that was published in 2006 and referenced repeatedly as their main source.

"

According to Alan Whitaker and Stuart Mullins' book called Searching for the Beaumont Children and their followup, The Satin Man, the police spring into action right away.

According to the book Searching for the Beaumont Children, he hears a woman mention bringing the Beaumont kids back from Hobart on the island of Tasmania.

According to the book Searching for the Beaumont Children they find both drugs as well as hair and fibers linking him to Richard who was the fifth victim.

A book ... Alan Whitaker and his research partner Stuart Mullins published the book Searching for the Beaumont Children which is considered one of the most definitive and comprehensive accounts of this mystery.

They referenced it several times throughout the episode as the authors' primary source for the case and highly recommended it to listeners.

Note: The book recommendations on this page are discovered automatically from podcast transcripts, and may be incorrect or incomplete.