Thread: "3^4 10:11.87 Speedsolve World Record"

From: timebug22@gmail.com
Date: 05 May 2019 03:31:38 +0000
Subject: 3^4 10:11.87 Speedsolve World Record




From: timebug22@gmail.com
Date: Thu, 9 May 2019 14:55:42 +0200
Subject: 3^4 10:11.87 Speedsolve World Record



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Hi Melinda and Roice

You are offen asking which MagicTile is especially recommandable. I have on=
e. The=20
"Ellipse-sphere-dodecahedron
-double-edge-turning-100+10".


It is deep cutted and therefore not so easy. The piece types are. Edges, ed=
ges2, edgefaces1, edgefaces2, cornerfaces1, cornerfaces2, cornerfaces3 and =
edgecornerfaces (ecf). The x-faces are parts of the faces in direction of x=
starting from the center of the face. The ecf's are especially interesting=
because they belong to separeted orbits. There are 6 equatorial edge-zigza=
g's (sort of great circles) which contain each two ecf-orbits (white stars =
with 10 black little squares).

Often your are left with a single ecf-switch in a orbit. Then you have to s=
hift this switch to the crossing with an other orbit where also a switch ha=
s to be done (by a setup). Then a "ring"-edge-turn yields the desired doubl=
e switch.

The piece type names:



The ecf-orbits:



Try this MagicTile! You don't need thousends af moves.

Kind regards
Ed
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pe>




Hi Melinda and Roice

 

You are offen asking which MagicTile> is=20
especially recommandable. I have one. The

"size=3D6>Ellipse-sphere-dodecahedron

size=3D6>-double-edge-turning-100+10".
2=20
face=3DArial>

It is deep cutted and therefore not so easy. The piec=
e types=20
are. Edges, edges2, edgefaces1, edgefaces2, cornerfaces1, cornerfaces2=
,=20
cornerfaces3 and edgecornerfaces (ecf). The x-faces are parts of the faces =
in=20
direction of x starting from the center of the face. The ecf's are especial=
ly=20
interesting because they belong to separeted orbits. There are 6 equatorial=
=20
edge-zigzag's (sort of great circles) which contain each two ecf-orbits (wh=
ite=20
stars with 10 black little squares).

Often your are left with a sing=
le=20
ecf-switch in a orbit. Then you have to shift this switch to the crossing w=
ith=20
an other orbit where also a switch has to be done (by a setup). Then a=20
"ring"-edge-turn yields the desired double switch.

 

The piece type names:

 

3D""src=3D"cid:ACBE54B888284844BC4B789269EE6471@LAB">

 

The ecf-orbits:T>

 

3D""src=3D"cid:ECE027B34BC346B6AAD4AF9473FAD413@LAB">

 

Try this MagicTile! You don't need thousen=
ds af=20
moves.

 

Kind regards

Ed


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