Ratings and Comments for:
The Piececlopedia: Rhino

The following are readers' comments and ratings for the page The Piececlopedia: Rhino.

DateRatingComment
27 Oct 2001Excellent
This is what an encyclopedia entry should look like! Lots and lots of material, not just the bare description of the moves!

I like the Rhino names better than my own ugly names.

Let me introduce the Right Rhino: it moves one square as W or F, then turns right 1/8 of a turn and continues as F or W, turns 1/8 left and continues as W or F in its original direction, and so on.

Obviously, the Left Rhino is similarly defined. If a Queen is turned 1/16 right, it becomes a Right Rhino; turned 1/16 left, a Left Rhino.

The normal Rhino has 8 distinct paths but the first step of each path is shared by one other path, which detracts from its value; the Right/Left Rhino has 8 completely distinct paths. The conclusions presented in ideal values part 3 lead me to believe that a Right or Left Rhino should approximate Q in value.

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One more thing: I now believe Crooked Bishop is worth perhaps as much as 1.5 Rook.

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A single step Right Rhino should ideally be worth 1.666 Knight.

--
gnohmon


18 Apr 2001None This page has now been updated to indicate prior inventions. This should do unless someone subsequently discovers that T. Dawson actually invented one of these pieces in 1925.
16 Apr 2001None It turns out that Ralph Betza invented the Rhino, Mirror-Rhino, and Double-Rhino in 1996!

  • Rhino = TwiKnight
  • Mirror-Rhino = KnightTwi
  • Double-Rhino = Bronx

    See Confusion Chess 1b for details.

    The Rhino webpage will be either updated with the proper history or removed.

    Peter Aronson

  • 6 Apr 2001None The standard Rhino piece appears to have been discovered previously. You can find it on Ed Friedlander's Exotic Chess Applet page at http://www.pathguy.com/chess/ExoticCh.htm as the cubscout. I'll update this page to reflect this once I get more information. Peter Aronson, April 6th, 2001


    
    
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    Last modified: Sunday, April 1, 2012