Colm Mulcahy's latest bit of mathemagic. I've taken an interest in this one for obvious reasons:
Colm's Latest
Oddly, this only works [for me] when I alter the critical cut to "...between two adjacent cards neither of which are on lists B or D" rather than "...neither of which are on lists A or C."
Flushed With Embarrassment
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Re: Flushed With Embarrassment
This is great -- thank you Colm and John.
Richard: delete this thread immediately, it's too good.
Richard: delete this thread immediately, it's too good.
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Re: Flushed With Embarrassment
Bob Farmer wrote:This is great -- thank you Colm and John.
Richard: delete this thread immediately, it's too good.
Thanks, Bob!
Forgot to mention: I believe Fulves messed with Gilbreathean principles in the context of poker deals... maybe as early as Riffle Shuffle Set-Ups(?) In any case, I really like what Colm has done w/ TDQ.
"The gnomes' ambition is handicapped by laziness." Adapted from Charles Bukowski, and clearly evident at http://www.gnominal.com
Re: Flushed With Embarrassment
FYI - Those of us interested in mathemagical principles/concepts have something new to look forward to. Mulcahy's 378-page "Mathematical Card Magic" is apparently due on 9/4/13: http://www.amazon.com/Mathematical-Card ... lm+mulcahy
"The gnomes' ambition is handicapped by laziness." Adapted from Charles Bukowski, and clearly evident at http://www.gnominal.com
Re: Flushed With Embarrassment
Unbelievable - it's here, on schedule. See above link(!)
"The gnomes' ambition is handicapped by laziness." Adapted from Charles Bukowski, and clearly evident at http://www.gnominal.com
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Re: Flushed With Embarrassment
I'm counting the days using a combination of binary numbers and the Gilbreath principle.
Re: Flushed With Embarrassment
Bob Farmer wrote:I'm counting the days using a combination of binary numbers and the Gilbreath principle.
FYI:
Deal of the day: order my new mathemagic book directly from http://www.crcpress.com/product/isbn/9781466509764 using promo code EZL18 to get free shipping and 20% off.
Enjoy.
Free sample from the first chapter is linked from this NYT article: http://wordplay.blogs.nytimes.com/2013/ ... um-2/?_r=0
See also http://cardcolm.org/index.html
Thanks for reading this far. I am currently DC-based.
Re: Flushed With Embarrassment
Apoloogies, it seems that promo offer expired as soon as book was actually released. I didn't know.
Re: Flushed With Embarrassment
Jack Shalom has discovered something very cool... a previously unpublished attribute of the Triskadequadra principle that greatly simplifies its application and may open new doors. As this is his discovery, he owns the revelation... but I've got every finger and toe crossed that he shares it in some form.
Paging Colm Mulcahy…
Paging Colm Mulcahy…
"The gnomes' ambition is handicapped by laziness." Adapted from Charles Bukowski, and clearly evident at http://www.gnominal.com
Re: Flushed With Embarrassment
OK... Jack has granted permission to release this. Those familiar with the principle will understand:
There is no need to check post-shuffle to see whether you've obtained family #1 or family #2. Just monitor the pre-shuffle cut: If the suit of the bottom card of the top packet matches the top card of the deck, you are in the family that has doubles of cards #2 and #4. Otherwise, the doubles will be of cards #1 and #3.
For example, with a deck in CHSD order (top to bottom, face-down): If the bottom of the top packet is a spade, your shuffle generates family #1: CHSD, CCHD, SSHD. If the bottom of the top packet is a club, you get family #2: CHSD, HHCS, DDCS.
Unfreakinbelievable.
There is no need to check post-shuffle to see whether you've obtained family #1 or family #2. Just monitor the pre-shuffle cut: If the suit of the bottom card of the top packet matches the top card of the deck, you are in the family that has doubles of cards #2 and #4. Otherwise, the doubles will be of cards #1 and #3.
For example, with a deck in CHSD order (top to bottom, face-down): If the bottom of the top packet is a spade, your shuffle generates family #1: CHSD, CCHD, SSHD. If the bottom of the top packet is a club, you get family #2: CHSD, HHCS, DDCS.
Unfreakinbelievable.
"The gnomes' ambition is handicapped by laziness." Adapted from Charles Bukowski, and clearly evident at http://www.gnominal.com