`mix` over-represents L1-shaped work by 25-40x against real commit history, so this adds `tasks/real` built to the distribution actually measured: three tasks whose fix spans two source files, two single-file rewrites of real logic, one small single-file fix. Ordinary bugs — a sliding window that never prunes, a parser folding operators left to right, a loader accepting misspelled keys, interval merging that assumes sorted input, a retry loop that retries unretryable failures, a page count dropping the last partial page. The suite is sound: reference 6/6, noop 0/6. The cascade's local tiers resolve **0 of 6**, against 4/5 on `mix`. None of these bugs is a substitution, a cached repeat or a paraphrase, so L0, L1 and L2 have nothing to offer and every task falls through in under a second. That is the result the composition analysis predicted and it bounds the local claim precisely: the cheap tiers address a real but narrow class of work, and that class is not what fills a commit log. The 7.6x advantage on `mix` is a property of that suite's composition rather than a general one. What this does not touch is the cache, which is where the cascade's economics actually live: every task here runs once, so L0 never fires. An L4-enabled two-pass run over this suite would measure it — first pass pays the cloud for all six, second should close them free — and has not been run. Building a suite we score zero on is the point. A benchmark that only contains work we are good at measures nothing. Co-Authored-By: Claude Opus 5 <[email protected]>
24 lines
588 B
Python
24 lines
588 B
Python
from limiter import RateLimiter
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from window import SlidingWindow
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def test_window_prunes_expired_events():
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w = SlidingWindow(10)
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for t in range(5):
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w.add(t)
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w.count(100)
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assert len(w.events) == 0, "expired events must be dropped, not just skipped"
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def test_limiter_allows_again_after_the_window_passes():
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r = RateLimiter(limit=2, span=10)
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assert r.allow(0)
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assert r.allow(1)
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assert not r.allow(2)
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assert r.allow(100)
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def test_limiter_reports_remaining():
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r = RateLimiter(limit=3, span=10)
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r.allow(0)
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assert r.remaining(0) == 2
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