Skip to content

Multi-Main bump-ups (B-main winner advances into A-main) #234

Description

@ryan-johnson2

Follow-up to #219 (Multi-Main as a first-class finals format).

The first-class multi-main format shipped in #219 is straight tiered mains: the qualifying-ranked field is split into A/B/C-mains by rank, the mains race in parallel, and their results stack into the final standings (A-main → places 1..N, B-main → N+1..2N, …). The mains are independent — there is no advancement between them.

A common MultiGP wrinkle is the bump-up: the top finisher(s) of a lower main advance into the next main up (the B-main winner earns a slot in the A-main, etc.), which turns the independent mains into a dependent ladder run bottom-up (run C-main → seed B-main from C's top + the qualifiers → run B-main → seed A-main → run A-main). This was deliberately deferred from #219.

Design notes (from the #219 generator docs)

  • The generator's trait surface does not change for bump-up — it would emit the lowest main first and seed each higher main from the one below (the dependent-ladder variant), rather than emitting all mains at once.
  • This is a model/engine change (the run order + cross-main seeding), so it should be its own slice, not folded into a UX/polish change.
  • Decide: how many bump up (top 1? top 2?), how the stacked standings account for a bumped pilot's original tier, and how the UI shows the ladder progression.

Scope

  • Engine: a bump-up mode for the multi_main generator (emit lowest main first; seed each higher main from the prior main's top finisher(s) + that tier's qualifiers).
  • Standings: define how a bumped pilot's final placement is computed.
  • UI: surface the bottom-up ladder + which pilots bumped.

Tracking: follow-up to #219.

Metadata

Metadata

Assignees

No one assigned

    Labels

    No labels
    No labels

    Type

    No type

    Projects

    No projects

    Milestone

    No milestone

    Relationships

    None yet

    Development

    No branches or pull requests

    Issue actions