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Post by dougmorrisontheair on Dec 30, 2015 23:47:25 GMT -5
(music plays)Hi, I'm Doug Morris. It's been said everyone is entitled to a second chance. Well -- ABC is about to give a game show from the 1970s a second chance. After we ring in the new year, please join me for the excitement, the fun and the big payoffs of Second Chance. Local announcer: Second Chance -- coming soon to ABC7.
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Post by tmann3x on Dec 31, 2015 9:30:06 GMT -5
Amazing, Doug! I bet that Warner Bros. Television remembers that short-lived game show.
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Post by dougmorrisontheair on Dec 31, 2015 10:29:38 GMT -5
So does Dot, the Warner sister. For those wondering... \ This would be the fifth game in my repertoire. \ This version combines elements of SC and its two sequels. \ I hope to have a rules page and a pilot up and running real soon. Happy New Year, everybody.
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Post by dougmorrisontheair on Dec 31, 2015 16:27:09 GMT -5
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Post by billmcdee on Jan 1, 2016 10:28:59 GMT -5
This looks positively splendid Doug! I am going to check the rules now. Dying to see what those question marks are all about!
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Post by dougmorrisontheair on Jan 1, 2016 14:14:01 GMT -5
Thanks, Bill, and Happy New Year.
Basically, those ? spaces act like the Chance spaces in Monopoly -- although nearly all those ? spaces will give some kind of nod to PYL ("add a one", money and an extra spin, etc.).
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Post by billmcdee on Jan 1, 2016 14:35:31 GMT -5
And a very happy new year to you too Doug!
I keep looking at your Second Chance board! Truly mesmerizing!
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Post by dougmorrisontheair on Jan 1, 2016 14:48:02 GMT -5
Thanks, Bill. Wanted to stay as true to the original series as possible -- at least in regard to the traveling light. Brian Sapinski, who hosted a net game version of PYL for ten years, posted SC's light pattern in this fan-made analysis of game boards for SC, PYL and W!:TANPYL. Brian went on to note SC, eventually, had nine light patterns and even went through a Larson-esque incident. Apparently, this winner's total was nowhere near $110,237. However, my game *will* be randomized. #LarsonProof
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