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wip(0.S2): migrate - a var nothing writes becomes a let; a state is keyed by its module, directory or program, so every program's plan agrees; paths normalized; program states named SceneDemoState / scene_demo_st; the LSP reads state, mut and entry/handler parameters

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Co-Authored-By: Claude Opus 5.5 <noreply@anthropic.com>
This commit is contained in:
Orkun ÇAKILKAYA 2026-09-25 15:31:34 +03:00
parent 3eda72e8c2
commit 5ffe50ed02
463 changed files with 72045 additions and 67421 deletions
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46
packages/ludic.jobs/save.ludic
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@ -1,39 +1,39 @@
# save.ludic - a scope's jobs and boards in a section of their own, by key: a job the game has since
# removed is dropped, a new one starts offered
function jobs__reset_scope(jobs_st: mut JobsState, sc: int) -> void {
jobs__ensure(jobs_st)
function jobs__reset_scope(sc: int) -> void {
jobs__ensure()
for i in 0 .. JOB_COUNT {
if Jobs[i].scope != sc { continue }
jobs_st.jobs__st[i] = JOBS_OFFERED
jobs_st.jobs__hv[i] = 0
jobs__st[i] = JOBS_OFFERED
jobs__hv[i] = 0
}
for b in 0 .. BOARD_COUNT {
if JobBoards[b].scope != sc { continue }
for s in 0 .. JobBoards[b].slots { jobs__clear(jobs_st, jobs_st.jobs__off[b] + s) }
jobs_st.jobs__total[b] = 0
jobs_st.jobs__serial[b] = 0
for s in 0 .. JobBoards[b].slots { jobs__clear(jobs__off[b] + s) }
jobs__total[b] = 0
jobs__serial[b] = 0
}
jobs_st.jobs__primed = false
jobs__primed = false
}
function jobs__save_scope(jobs_st: JobsState, sc: int) -> Val {
function jobs__save_scope(sc: int) -> Val {
let v = Value.object()
let js = Value.object()
for i in 0 .. JOB_COUNT {
if Jobs[i].scope != sc or jobs_st.jobs__st[i] == JOBS_OFFERED { continue }
sv_put_ints(js, Jobs[i].key, [jobs_st.jobs__st[i], jobs_st.jobs__hv[i]])
if Jobs[i].scope != sc or jobs__st[i] == JOBS_OFFERED { continue }
sv_put_ints(js, Jobs[i].key, [jobs__st[i], jobs__hv[i]])
}
Value.put(v, "jobs", js)
let bs = Value.object()
for b in 0 .. BOARD_COUNT {
if JobBoards[b].scope != sc { continue }
let o = Value.object()
sv_put_int(o, "total", jobs_st.jobs__total[b])
sv_put_int(o, "serial", jobs_st.jobs__serial[b])
sv_put_int(o, "total", jobs__total[b])
sv_put_int(o, "serial", jobs__serial[b])
let slots = new []int
for s in 0 .. JobBoards[b].slots {
let k = jobs_st.jobs__off[b] + s
let row = [jobs_st.jobs__pk[k], jobs_st.jobs__pp[k], jobs_st.jobs__pn[k], jobs_st.jobs__ph[k], jobs_st.jobs__pb[k], jobs_st.jobs__pm[k], jobs_st.jobs__pr[k], jobs_st.jobs__ps[k], jobs_st.jobs__pd[k]]
let k = jobs__off[b] + s
let row = [jobs__pk[k], jobs__pp[k], jobs__pn[k], jobs__ph[k], jobs__pb[k], jobs__pm[k], jobs__pr[k], jobs__ps[k], jobs__pd[k]]
for f in 0 .. len(row) { push(slots, row[f]) }
}
sv_put_ints(o, "slots", slots)
@ -43,13 +43,13 @@ function jobs__save_scope(jobs_st: JobsState, sc: int) -> Val {
return v
}
function jobs__load_scope(jobs_st: mut JobsState, sc: int, v: Val) -> void {
jobs__reset_scope(jobs_st, sc)
function jobs__load_scope(sc: int, v: Val) -> void {
jobs__reset_scope(sc)
if Value.has(v, "jobs") != 0 {
let js = Value.get(v, "jobs")
for i in 0 .. JOB_COUNT {
let p = sv_ints(js, Jobs[i].key)
if Jobs[i].scope == sc and len(p) == 2 { jobs_set(jobs_st, i, p[0], p[1]) }
if Jobs[i].scope == sc and len(p) == 2 { jobs_set(i, p[0], p[1]) }
}
}
if Value.has(v, "boards") == 0 { return }
@ -57,15 +57,15 @@ function jobs__load_scope(jobs_st: mut JobsState, sc: int, v: Val) -> void {
for b in 0 .. BOARD_COUNT {
if JobBoards[b].scope != sc or Value.has(bs, JobBoards[b].key) == 0 { continue }
let o = Value.get(bs, JobBoards[b].key)
jobs_st.jobs__total[b] = sv_int(o, "total", 0)
jobs_st.jobs__serial[b] = sv_int(o, "serial", 0)
jobs__total[b] = sv_int(o, "total", 0)
jobs__serial[b] = sv_int(o, "serial", 0)
let r = sv_ints(o, "slots")
for s in 0 .. JobBoards[b].slots {
if s * 9 + 8 >= len(r) { break }
let k = jobs_st.jobs__off[b] + s
let k = jobs__off[b] + s
let q = s * 9
jobs_post_set(jobs_st, b, s, r[q], r[q + 1], r[q + 2], r[q + 3], r[q + 5], r[q + 6], r[q + 7], r[q + 8])
jobs_st.jobs__pb[k] = r[q + 4]
jobs_post_set(b, s, r[q], r[q + 1], r[q + 2], r[q + 3], r[q + 5], r[q + 6], r[q + 7], r[q + 8])
jobs__pb[k] = r[q + 4]
}
}
}