From: Subject: Kleiner gordischer Knoten Date: Wed, 19 Mar 2008 15:29:41 +0100 MIME-Version: 1.0 Content-Type: multipart/related; type="text/html"; boundary="----=_NextPart_000_0088_01C889D6.0CC51B70" X-MimeOLE: Produced By Microsoft MimeOLE V6.00.2900.3198 This is a multi-part message in MIME format. ------=_NextPart_000_0088_01C889D6.0CC51B70 Content-Type: text/html; charset="Windows-1252" Content-Transfer-Encoding: quoted-printable Content-Location: http://www.asahi-net.or.jp/~uy7t-isn/Puzzle/Kleiner/solution.html.en Kleiner gordischer Knoten
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Kleiner gordischer Knoten


3D"Kleiner Design and Copyright : Peter R=F6sler (1985). = Following 9=20 pieces will be assembled. The length of pieces is 8 and 6. H and = I=20 are congruent. The name of each piece is as follows.

A 3D#00C79F B 3D#083D77
C 3D#2 D 3D#735 E 3D#765 F 3D#799
G 3D#1015 H 3D#1023 I 3D#1023

There are 7 solutions include apparent. 1 solution is constructable. =


........ | ..CCDD.. | ..CCDD.. | ..IIFF.. | ..IIFF.. | =
........
........ | ..CCDD.. | AACCAAAA | AAAAAAAA | ..IIFF.. | ........
.HHGGEE. | .HCGGDE. | AACCGEEA | AA..GFAA | .HIGGFE. | .HHGGEE.
.HHGGEE. | .HCCDDE. | BHCCBDEB | BHB.BFEB | .HIG.FE. | .HHGGEE.
........ | ..CCDD.. | BBCCBBBB | BBBBBFBB | ..IIFF.. | ........
........ | ..CCDD.. | ..CCDD.. | ..IIFF.. | ..IIFF.. | ........
Holes  :  4
Length  :  8 and 6
Moves  :  2.3.1.6.1.2
Apart  :  1 / = 7
1.3D1=20 2.3D2=20 3.3D3=20 4.3D4=20 5.3D5=20 6.3D6=20 7.3D7=20 8.3D8=20 9.3D9=20 10.3D10=20 11.3D11=20 12.3D12=20 13.3D13=20 14.3D14=20 15.3D15=20 16.3D16=20 17.3D17=20

3D""=20=20
Apr 28, 2005 by=20 k16@chiba.email.ne.jp=20
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{ MARGIN-TOP: 0px; MARGIN-BOTTOM: 0px } .contact-unknown { COLOR: red } .thankful { FONT-SIZE: 0.9em } .source { FONT-SIZE: 0.9em } .reference { FONT-SIZE: 0.9em } .date { FONT-SIZE: 0.9em; MARGIN-LEFT: 0.3em; COLOR: #888 } .country { FONT-SIZE: 0.9em; MARGIN-LEFT: 0.3em; COLOR: #888 } DL.bibliography { MARGIN-LEFT: 2em } UL.bibliography { MARGIN-LEFT: 6em } OL.bibliography { MARGIN-LEFT: 6em } UL.bibliography .author { FONT-SIZE: small; MARGIN-LEFT: 1em } OL.bibliography .author { FONT-SIZE: small; MARGIN-LEFT: 1em } TABLE.bibliography IMG { BORDER-RIGHT: #aaa 1em solid; BORDER-TOP: #aaa 1em solid; BORDER-LEFT: = #aaa 1em solid; BORDER-BOTTOM: #aaa 1em solid } IMG { FONT-FAMILY: monospace } IMG.goal { MARGIN-LEFT: 1em } A.langnav IMG { MARGIN-RIGHT: 8px } H2.origami { FONT-SIZE: 2em; MARGIN-LEFT: 0.5em } DL.origami { MARGIN-LEFT: 2em } DL.origami DD { MARGIN-BOTTOM: 0.5em } TABLE.origami { BORDER-LEFT-COLOR: buttonshadow; BORDER-BOTTOM-COLOR: buttonshadow; = BORDER-TOP-COLOR: buttonshadow; BORDER-COLLAPSE: collapse; = BORDER-RIGHT-COLOR: buttonshadow } TABLE.origami TH { BORDER-RIGHT: 0.04em; PADDING-RIGHT: 0.5em; BORDER-TOP: 0.04em solid; = PADDING-LEFT: 1em; BORDER-LEFT: 0.04em solid; BORDER-BOTTOM: 0.04em } TABLE.origami TD { PADDING-RIGHT: 0.5em; PADDING-LEFT: 0.5em; PADDING-BOTTOM: 0.5em; = PADDING-TOP: 0.5em } TABLE.origami TD.problem { BORDER-RIGHT: 0.04em solid; BORDER-TOP: 0.04em; BORDER-LEFT: 0.04em = solid; BORDER-BOTTOM: 0.04em solid; TEXT-ALIGN: center } TABLE.origami TD.steps { BORDER-RIGHT: 0.04em solid; BORDER-TOP: 0.04em solid; BORDER-LEFT: = 0.04em; BORDER-BOTTOM: 0.04em } TABLE.origami .byme { COLOR: #007070 } TABLE.origami OBJECT.svg { DISPLAY: none } NOBR.solutions { PADDING-RIGHT: 2em } NOBR.solutions IMG { MARGIN-TOP: 0.5em; MARGIN-BOTTOM: 0.5em; MARGIN-LEFT: 1em } NOBR { WHITE-SPACE: nowrap } SPAN.inline { =09 } SPAN.inline BR { DISPLAY: none } .AdSense { MARGIN-LEFT: 1em } .hide { DISPLAY: none } @media Print =20 { .AdSense { DISPLAY: none } DIV.nav { DISPLAY: none } A.langnav { DISPLAY: none } TABLE.newernav { DISPLAY: none } TABLE.newer { DISPLAY: none } .counter { DISPLAY: none } A:link { COLOR: black; TEXT-DECORATION: none } A:visited { COLOR: black; TEXT-DECORATION: none } } ------=_NextPart_000_0088_01C889D6.0CC51B70--