:Template:Quarter hyperbolic honeycomb table

class="wikitable mw-collapsible mw-collapsed"

! colspan=12| Euclidean/hyperbolic(paracompact/noncompact) quarter honeycombs q{p,3,q}

p \ q

!4

!6

!8

!... ∞

style="text-align:center;vertical-align:bottom;"

!4

| style="background-color:#c0ffc0;" |150px
q{4,3,4}
{{CDD|node_h1|4|node|3|node|4|node_h1}} ↔ {{CDD|nodes_10r|splitcross|nodes_10l}} ↔ {{CDD|branch_10r|3ab|branch_10l}}

| style="background-color:#d0c0ff;" |q{4,3,6}
{{CDD|node_h1|4|node|3|node|6|node_h1}} ↔ {{CDD|nodes_10r|splitcross|branch_10l}} ↔ {{CDD|node_1|split1|branch_10luru|split2|node}}

| style="background-color:#d0ffff;vertical-align:bottom;" |
q{4,3,8}
{{CDD|node_h1|5|node|3|node|8|node_h1}} ↔ {{CDD|nodes_10r|splitcross|branch_10l|label4}}

| style="background-color:#d0ffff;vertical-align:bottom;" |
q{4,3,∞}
{{CDD|node_h1|5|node|3|node|infin|node_h1}} ↔ {{CDD|nodes_10r|splitcross|branch_10l|labelinfin}}

style="text-align:center;vertical-align:bottom;"

!6

| style="background-color:#d0c0ff;" |q{6,3,4}
{{CDD|node_h1|6|node|3|node|4|node_h1}} ↔ {{CDD|branch_10r|splitcross|nodes_10l}} ↔ {{CDD|node|split1|branch_10luru|split2|node_1}}

| style="background-color:#d0c0ff;" |150px
q{6,3,6}
{{CDD|node_h1|6|node|3|node|6|node_h1}} ↔ {{CDD|branch_10r|splitcross|branch_10l}}

| style="background-color:#d0ffff;vertical-align:bottom;" |q{6,3,8}
{{CDD|node_h1|6|node|3|node|8|node_h1}} ↔ {{CDD|branch_10r|splitcross|branch_10l|label4}}

| style="background-color:#d0ffff;" |q{6,3,∞}
{{CDD|node_h1|6|node|3|node|infin|node_h1}} ↔ {{CDD|branch_10r|splitcross|branch_10l|labelinfin}}

style="text-align:center;vertical-align:bottom;"

!8

| style="background-color:#d0ffff;" |q{8,3,4}
{{CDD|node_h1|8|node|3|node|4|node_h1}} ↔ {{CDD|label4|branch_10r|splitcross|nodes_10l}}

| style="background-color:#d0ffff;" |q{8,3,6}
{{CDD|node_h1|8|node|3|node|8|node_h1}} ↔ {{CDD|label4|branch_10r|splitcross|branch_10l}}

| style="background-color:#d0ffff;" |q{8,3,8}
{{CDD|node_h1|8|node|3|node|8|node_h1}} ↔ {{CDD|label4|branch_10r|splitcross|branch_10l|label4}}

| style="background-color:#d0ffff;" |q{8,3,∞}
{{CDD|node_h1|8|node|3|node|infin|node_h1}} ↔ {{CDD|labelinfin|branch_10r|splitcross|branch_10l|labelinfin}}

style="text-align:center;vertical-align:bottom;"

!...

| style="background-color:#d0ffff;" |q{∞,3,4}
{{CDD|node_h1|infin|node|3|node|4|node_h1}} ↔ {{CDD|labelinfin|branch_10r|splitcross|nodes_10l}}

| style="background-color:#d0ffff;" |q{∞,3,6}
{{CDD|node_h1|infin|node|3|node|infin|node_h1}} ↔ {{CDD|labelinfin|branch_10r|splitcross|branch_10l}}

| style="background-color:#d0ffff;" |q{∞,3,8}
{{CDD|node_h1|infin|node|3|node|8|node_h1}} ↔ {{CDD|labelinfin|branch_10r|splitcross|branch_10l|label4}}

| style="background-color:#d0ffff;" |q{∞,3,∞}
{{CDD|node_h1|infin|node|3|node|infin|node_h1}} ↔ {{CDD|labelinfin|branch_10r|splitcross|branch_10l|labelinfin}}

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