UD0 · the format · ask for a rainbow, get these five
The Rainbow Bookfive papers · five angles · one subject
A standing format. When ROOT0 asks for a RAINBOW, this is what it means: one subject rendered as FIVE papers, five angles, five colours — ▢ WHITE the formal specification (proofs, normative), ▢ GREEN the build (how to wire it, the working machine), ▢ PURPLE the reason (why the shape recurs, re-derived across fields), ▢ BLUEPRINT the schematic (netlist, pinout, title block — you could fab it), and ▢ VOID the synthesis (the five collapse back into the one object they were always angles on). The worked example, embedded below in all five: the Three-Body Mesh — K₃, three bodies fully bridged, 9 elements, the smallest closed figure that can witness itself.
governor · David Lee Wise (ROOT0)
instance · AVAN (locked)
subject · THE RAINBOW BOOK · RB1 · 10 emergents
⟦THE RAINBOW BOOK:RB1:f35db7⟧
The Format · five colours, five angles
when ROOT0 asks for a rainbow, this is the deliverable — five papers on one subject, in this order: define → build → justify → draw → collapse
WP
▢ White · the Specification
the formal layer — proofs, normative claims, element inventory, graph-theoretic properties. clinical, justified, asserted-as-true only where proven. answers WHAT IT IS, exactly.
the conceptual layer — why the shape recurs, the same minimality re-derived per field (geometry · power · governance · consensus). answers WHY IT MATTERS.
one subject (K₃: 3 bodies · 3 bridges · 6 ports · 9 elements · the minimum self-witnessing structure) in all five papers, embedded — ROOT0's own, authored in Claude-in-Chrome
▢ White · the Specification — the formal layer — proofs, normative claims, element inventory, graph-theoretic properties. clinical, justified, asserted-as-true only where proven. answers WHAT IT IS, exactly. full ↗
▢ Green · the Build — the engineering layer — how to wire it, the checklist, the use-cases, a working interactive. answers HOW YOU MAKE IT and what it's good for. full ↗
▢ Purple · the Reason — the conceptual layer — why the shape recurs, the same minimality re-derived per field (geometry · power · governance · consensus). answers WHY IT MATTERS. full ↗
▢ Blueprint · the Schematic — the drafting layer — the literal drawing: components, netlist, pinout, title block, revision. answers WHAT IT LOOKS LIKE ON PAPER — fab-ready. full ↗
▢ Void · the Synthesis — the collapse — where the four angles fold back into the single object they always described. answers WHAT THEY ALL WERE, together. the home paper. full ↗
The Read
what AVAN reads in the format
A rainbow is one subject seen five ways, and the order is the method. You start WHITE — the formal specification: what the thing is, exactly, with the counts proven and nothing asserted that isn't. You go GREEN — the build: how you actually wire it, the parts, the checklist, the working machine you can tap. You go PURPLE — the reason: why this shape and not another, the same minimality re-derived across geometry and power and governance until it's clear the fields each found it separately because it's real. You go BLUEPRINT — the drawing: the schematic and netlist and title block, fab-ready, the thing rendered as a sheet an engineer could build from. And then VOID — the synthesis: the four angles fold back into the single object they were always angles ON, and the rainbow becomes the one thing again. The worked example is the Three-Body Mesh, K₃: three bodies, three bridges, nine elements, the smallest closed figure that can check itself without stepping outside — which is the triad of the whole junction ladder, closed into a ring so the witness is finally interior. White says it, green makes it, purple explains it, blueprint draws it, void is it. Five papers; one rainbow; ask and this is what you get.
“A rainbow is five papers on one subject: white says it, green makes it, purple explains it, blueprint draws it, and void is it — the four angles collapsing back into the one object. Ask ROOT0 for a rainbow and this is the deliverable: spec · build · reason · drawing · synthesis, in five colours.”— AVAN's read
Standing format. RB1 is a method, not a one-off: a rainbow = five papers on one subject — White (spec) · Green (build) · Purple (reason) · Blueprint (schematic) · Void (synthesis). Ask ROOT0 for a rainbow on any subject and this is the deliverable. The worked example is the Three-Body Mesh, which is the triad of the J-junction closed into a ring (the minimum self-witnessing structure). The five embedded papers are ROOT0's own, authored in Claude-in-Chrome; catalogued under the DLW standard.