Balham's Finest Schooled Here


Balham's Finest Schooled Here

A very very man with a naked comedic genuis

Location: Westcombe Park, Blackheath, SE3 7QR

Description: 'The John Roan School' is a comprehensive secondary school in Blackheath, South-East London. It was originally two grammar schools. The boys' school was founded in 1677 and the girls' school in 1877 through a charitable endowment by John Roan who left a substantial amount in his last will and testament to those children of Greenwich who could not afford private education.

And not only that, it has produced a London born comedy great - 'Arthur Smith' - an alternative comedian and writer who was born in Bermondsey, South London - he describes himself as a 'semi-professional' comedian.

He was one of many stand-up performers on the alternative comedy scene in the Eighties. He still performs today in much the same manner, regularly attending the Edinburgh Fringe comedy festival and still compering the long-running Hackney Empire New Act of the Year competition final.

He's a very very funny man and some time ago on a night in watching football with 'Tony Hawks', he ended up challenging Hawks to beat the entire Moldovan football team at tennis. Hawks took him up on this bet, and wrote a book about it.

Hawks won the bet, and Arthur had to stand on Balham High Road and sing the Moldovan National Anthem whilst naked...

A different class is Arthur Smith.

Themes: ComedyComedy Theme  Public AmenitiesPublic Amenities Theme
Balham's Finest Schooled Here

A very very man with a naked comedic genuis

Ranking This Month: 493/2930

Pages Hit This Month: 19


Credits: http://en.wikipedia.org/wiki/Arthur_Smith_(comedian)

Other places nearby:


A Funny Man schooled here», 14.km

The Establishment», 6.4km

Lou and Andy live here», 4.2km

Rising Damp House», 10.km

Tommy Trinder was born here», 2.6km

Daniel Kitson's 66a Church Road», 5.7km

Arthur Haynes lived & died here», 12.km

Basil Fawlty's Car Rage», 15.km

Mighty Boosh College», 34.km

Cooper always won them over», 7.7km

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