feature-120-cell-more-inscriptions #24
@ -1,6 +1,11 @@
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CHANGELOG
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CHANGELOG
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=========
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=========
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## v1.1 - 1/1/2025
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The 120-cell now includes a visualisation of its inscribed 5-cells, which honestly
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looks like less of a mess than I expected it to.
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## v1.0 - 16/11/2025
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## v1.0 - 16/11/2025
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It's been [two years](https://mikelynch.org/2023/Sep/02/120-cell/)</a> since
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It's been [two years](https://mikelynch.org/2023/Sep/02/120-cell/)</a> since
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@ -14,6 +14,7 @@ export const get_colours = (basis) => {
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const hsl = colours.map((c) => Color("#" + c).hsl());
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const hsl = colours.map((c) => Color("#" + c).hsl());
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const resaturated = hsl.map((hslc) => hslc.saturationl(saturation).rgbNumber());
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const resaturated = hsl.map((hslc) => hslc.saturationl(saturation).rgbNumber());
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resaturated.unshift(basis);
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resaturated.unshift(basis);
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console.log(resaturated);
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return resaturated;
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return resaturated;
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}
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}
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@ -36,7 +36,7 @@
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<script type="module" src="/main.js"></script>
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<script type="module" src="/main.js"></script>
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<div id="description"></div>
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<div id="description"></div>
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<div id="release_notes"></div>
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<div id="release_notes"></div>
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<div id="info"><a href="#" id="show_notes">release 1.0</a> |
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<div id="info"><a href="#" id="show_notes">release 1.1</a> |
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by <a target="_blank" href="https://mikelynch.org/">Mike Lynch</a> |
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by <a target="_blank" href="https://mikelynch.org/">Mike Lynch</a> |
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<a target="_blank" href="https://git.tilde.town/bombinans/fourdjs">source</a></div>
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<a target="_blank" href="https://git.tilde.town/bombinans/fourdjs">source</a></div>
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@ -465,8 +465,9 @@ export const cell120_inscribed = () => {
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description: `The 120-cell is the four-dimensional analogue of the
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description: `The 120-cell is the four-dimensional analogue of the
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dodecahedron, and consists of 120 dodecahedra joined at 720 faces,
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dodecahedron, and consists of 120 dodecahedra joined at 720 faces,
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with three dodecahedra around each edge. It is dual to the 600-cell,
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with three dodecahedra around each edge. It is dual to the 600-cell,
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and five 600-cells can be inscribed in its vertices. Its 600 vertices
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and five 600-cells can be inscribed in its vertices. The converse
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can also be divided between 120 5-cells.`,
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of this allows 120 5-cells (each of which has one vertex in each
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of the 5 600-cells) to be inscribed in the 120-cell.`,
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}
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}
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}
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}
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