vpFREE2 Forums

Triple play hand of note

The odds are 47 cubed once you have the RF4. The chances of being dealt a
RF4 are about one in 2700. Multiplying 2700 X 47^3 = 280 million plus. So, on
your next triple play hand, the chances of being dealt a RF4 AND drawing three
Royals is one in 280 million.

Was your friend "automatically" paid the Dealt Royal amount, or did she have
to fight for it? Just curious.

Brian

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In a message dated 10/9/2005 6:28:49 AM Pacific Standard Time,
theolflash@cox.net writes:

A lady of my acquaintance recently was dealt a RF4 in spades while playing
the progressive triple play at the Suncoast and drew the spade queen on all
three lines. While quite extraordinary, I assumed the odds were 47 cubed.
Please explain how you calculate 280 million to one? Incidentally, she was paid
the dealt royal progressive amount.

[Non-text portions of this message have been removed]

Thanks for the explanation. She didn't have to ask. They just paid her. Richard

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----- Original Message -----
  From: bjaygold@aol.com
  To: vpFREE@yahoogroups.com
  Sent: Sunday, October 09, 2005 8:18 AM
  Subject: Re: [vpFREE] Triple play hand of note

  The odds are 47 cubed once you have the RF4. The chances of being dealt a
  RF4 are about one in 2700. Multiplying 2700 X 47^3 = 280 million plus. So, on
  your next triple play hand, the chances of being dealt a RF4 AND drawing three
  Royals is one in 280 million.

  Was your friend "automatically" paid the Dealt Royal amount, or did she have
  to fight for it? Just curious.

  Brian

  ----------------------------------------------------------------------------

  In a message dated 10/9/2005 6:28:49 AM Pacific Standard Time,
  theolflash@cox.net writes:

  A lady of my acquaintance recently was dealt a RF4 in spades while playing
  the progressive triple play at the Suncoast and drew the spade queen on all
  three lines. While quite extraordinary, I assumed the odds were 47 cubed.
  Please explain how you calculate 280 million to one? Incidentally, she was paid
  the dealt royal progressive amount.

  [Non-text portions of this message have been removed]

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[Non-text portions of this message have been removed]