Ideas For New Boards
- Jabe
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Ideas For New Boards
In this thread, lets list out some polyhedra that would make great boards for the future. Here are some of my picks:
Sidtid = small ditrigonary icosidodecahedron
Socco = small cubicuboctahedron
Sroh = small rhombihexahedron
Hexagon Prism
Pentagon Antiprism
Net of hexagon duoprism
Quith = quasitruncated hexahedron
Central cross section of iquipadah
Sidtid = small ditrigonary icosidodecahedron
Socco = small cubicuboctahedron
Sroh = small rhombihexahedron
Hexagon Prism
Pentagon Antiprism
Net of hexagon duoprism
Quith = quasitruncated hexahedron
Central cross section of iquipadah
May the Fourth (dimension) be with you.
- robertw
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Ah, excellent idea for a thread. You asked me about this once before and I don't think I ever got back to you
Not sure Quith would work very well. How are you thinking of breaking up the octagram arms?
The Net of hexagon duoprism is an interesting choice. For anyone reading with Stella4D, it's name is hiddip (so use Ctrl+N, hiddip, Enter), then look at its net.
I have my own ideas for new boards, but I prefer not to announce them before releasing them
A big prism/antiprism, eg dodecagonal, might be interesting though.
Rob.
Not sure Quith would work very well. How are you thinking of breaking up the octagram arms?
The Net of hexagon duoprism is an interesting choice. For anyone reading with Stella4D, it's name is hiddip (so use Ctrl+N, hiddip, Enter), then look at its net.
I have my own ideas for new boards, but I prefer not to announce them before releasing them
A big prism/antiprism, eg dodecagonal, might be interesting though.
Rob.
- Alex Doskey
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My Vote
I would like to see a nice open torus (perhaps a genus 1), where it is easier to see what you are doing. Like taking an Icosidodecahedron (ID), and excavating two triangular hebesphenorotundas (J92) from opposite ends.
- Alex Doskey
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Or Another Torus
Or perhaps the L2-L2 section of the "T5 / 12Q5S5(D5)" - which is a TID excavated with 12 J5's and PAPs drilling into a central DOE. The cross-section contains all regular polygons.
Polyhedra.Doskey.com/stel/T5-12Q5_S5_(D5)=section=L2-L2.stel
Polyhedra.Doskey.com/stel/T5-12Q5_S5_(D5)=section=L2-L2.stel
- robertw
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Re: Or Another Torus
That's quite a nice model. Probably still a bit hard to see how some of the tiles inside the hole connect to each other though. I was actually thinking of adding just a plain old torus. Rectangular tiles to approximate it.Alex Doskey wrote:I would like to see a nice open torus (perhaps a genus 1), where it is easier to see what you are doing. Like taking an Icosidodecahedron (ID), and excavating two triangular hebesphenorotundas (J92) from opposite ends.
It's already in the Stella library you know It's just two after "T5 / 12Q5S5(D5)" in the list. I just called it "Torus Slice".Alex Doskey wrote:Or perhaps the L2-L2 section of the "T5 / 12Q5S5(D5)" - which is a TID excavated with 12 J5's and PAPs drilling into a central DOE. The cross-section contains all regular polygons.
Polyhedra.Doskey.com/stel/T5-12Q5_S5_(D5)=section=L2-L2.stel
Yeah, that might make an interesting board, but again it might be a bit tricky to see how tiles connect from one side to the other in the hole.
Rob.
- Jabe
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Iquipadah section
I would like to see the .5 section of iquipadah as seen in the pic.
the octagon with square hole could first be subdivided into four squares and four triangles.
the octagon with square hole could first be subdivided into four squares and four triangles.
May the Fourth (dimension) be with you.
- robertw
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Re: Iquipadah section
Hmm, pretty weird-looking board, and a meaningless shape to most people.Jabe wrote:I would like to see the .5 section of iquipadah as seen in the pic.
Rob.
- Alex Doskey
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Re: Or Another Torus
I think that is a problem with all of the toroids in Minesweeper, that you have to spin it around so much to see all the tiles you are dealing with. With a Genus 1 model, the problem is much less, and it is very nice to look at while playing.robertw wrote:That's quite a nice model. Probably still a bit hard to see how some of the tiles inside the hole connect to each other though. I was actually thinking of adding just a plain old torus. Rectangular tiles to approximate it.Alex Doskey wrote:I would like to see a nice open torus (perhaps a genus 1), where it is easier to see what you are doing. Like taking an Icosidodecahedron (ID), and excavating two triangular hebesphenorotundas (J92) from opposite ends.
I think the two of these together are very nice because they are so similar in some regards (the slice has 10/6 as many pentagons, squares and triangles as the tunnel). And yet they are different in that one is a thin flat slice and the other is a long thin tunnel.robertw wrote:It's already in the Stella library you know It's just two after "T5 / 12Q5S5(D5)" in the list. I just called it "Torus Slice".Alex Doskey wrote:Or perhaps the L2-L2 section of the "T5 / 12Q5S5(D5)" - which is a TID excavated with 12 J5's and PAPs drilling into a central DOE. The cross-section contains all regular polygons.
Polyhedra.Doskey.com/stel/T5-12Q5_S5_(D5)=section=L2-L2.stel
Yeah, that might make an interesting board, but again it might be a bit tricky to see how tiles connect from one side to the other in the hole.
Rob.
- Alex Doskey
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Chiral Tetrahedral Non Convex
I have another one I would like if you are interested in some symmetric non-convex ones. It is a chiral tetrahedral symmetry one. It is a SRID with four nonconvex figures (similar to J92s) excavated.
http://www.JovoToys.com/figs/E5-4H3.png
http://www.JovoToys.com/figs/E5-4H3.png