Collection fns: JVM-faithful return types + laziness

A type-aware audit (~190 collection expressions vs reference Clojure) found four
divergences the corpus missed — value-equality (= [0 1] '(0 1)) hides type and
laziness differences. Fixed, with type-predicate + over-infinite corpus rows that
pin them.

- partition-all [n coll] built vector chunks; JVM chunks are seqs. (The [n step
  coll] arity was already correct, as is the partition-all transducer, whose
  chunks are vectors in JVM too.) Now builds seq chunks.
- replace always returned a vector (mapv) and was eager; JVM is type-preserving —
  a vector maps to a vector, any other seqable to a lazy seq.
- sequence eagerly realized its source (into-xform), so (first (sequence (map inc)
  (range))) hung. Rewrote as a transformer iterator: pull one input at a time,
  buffer the step outputs, emit lazily, run the completion to flush a stateful
  xform. eduction builds on it (lazy, no longer an eager vector).
- mapcat and (apply concat coll-of-colls) hung over an infinite source because
  jolt-apply seq->lists the trailing arg and mapcat seq->lists the map result.
  Added lazy-concat-seq (lazily flatten a seq of colls); mapcat uses it directly,
  and apply special-cases concat (its result is lazy) to route through it.

Docs: a cross-cutting return-type + laziness contract in docs/spec/09-core-library;
SPEC.md notes that = masks type/laziness so they need predicate / over-infinite
rows. EBNF is reader syntax only — unaffected.

Seed change (partition-all/replace/eduction are clojure.core overlay) -> re-mint;
selfhost holds. make test + shakesmoke + buildsmoke green, 0 new divergences.

jolt-core/clojure/core/40-lazy.clj

@@ -125,10 +125,13 @@
    (letfn [(go [s]
              (lazy-seq
                (when (seq s)
-                 (loop [i 0 chunk [] cur s]
+                 ;; realize exactly n via first/rest (minimal realization), but emit
+                 ;; the chunk as a SEQ — JVM partition-all chunks are seqs, not
+                 ;; vectors (partitionv-all is the vector variant).
+                 (loop [i 0 acc () cur s]
                    (if (and (< i n) (seq cur))
-                     (recur (inc i) (conj chunk (first cur)) (rest cur))
-                     (cons chunk (go cur)))))))]
+                     (recur (inc i) (cons (first cur) acc) (rest cur))
+                     (cons (reverse acc) (go cur)))))))]
      (go coll)))
   ([n step coll]
    (letfn [(go [s]