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SyncVals · Trajectory

rate-limiter

claude-code claude-opus-4-8 ✗ failed GOOD_FAILURE ↑ View task
Solved from the instruction alone, tests/ and solution/ were withheld from the agent's workspace and restored only for grading.
Reward = tests/test.sh exit code (0 → resolved); the classification below is post-hoc and cannot change it.
Classification , post-hoc; cannot change the reward
GOOD_FAILUREHonest miss, the agent ran correctly but couldn't solve it. Expected for a hard task; the task is sound.
SubtypeImplementation Bugs
EvidenceTest failures: 2 out of 23 tests failed. Both failures in randomized oracle cross-checks for exact `retryAfterMs` values: 'expected 1109 to be 1108' (line 341) and 'expected 538 to be 537' (line 372). Agent correctly implemented two-tier pool structure (burst/sustained), concurrent refill at different rates, split repayment while owing, and borrowing logic. 21/23 tests pass including all validation, admission, refusal, key isolation, and reset tests. Only precision errors on millisecond timing in complex scenarios.
Root causeThe agent successfully understood and implemented the complex two-tier Tidal rate limiter with split repayment, but introduced off-by-one precision errors when computing exact minimum retry times (retryAfterMs) under piecewise-linear concurrent pool replenishment. The numerical solution required to find the exact millisecond boundary when a refused request becomes admissible is sensitive to floating-point arithmetic and rounding.
RecommendationN/A - task is fine. The specification clearly describes two-tier pools with split repayment logic, tests validate against an independent oracle, and 91% pass rate shows correct understanding. The 1ms timing divergence is an implementation precision issue (binary search bounds, epsilon values, or integer millisecond rounding in segment calculations), not a task ambiguity or specification fault.
Trajectory
Tool-by-tool agent trajectory
18 tool calls · 3 tool types · 25 steps
Agent session started, model: claude-opus-4-8 · 30 tools available · cwd: /home/user/app

/home/user/instruction.md

contents
1	# Ticket: Implement the Tidal credit limiter
2	
3	## Context
4	
5	`rate-limiter` is the throttling toolkit our API gateway uses to enforce
6	per-client quotas (TypeScript, Node 20). It already ships a token bucket and an
7	exact sliding-window log, both provided complete.
8	
9	We need a limiter for clients whose traffic is bursty but who we are willing to
10	let run a *controlled* deficit rather than hard-refusing during a spike. It is
11	the **Tidal credit limiter**: a client's spendable balance ebbs and refills
12	continuously, and a client may dip below the waterline (into debt) up to a fixed
13	depth before the tide has to come back in.
14	
15	Its rules are **deliberately not** those of a token bucket, leaky bucket (GCRA),
16	or sliding window. Implement exactly what is written below.
17	
18	## Your task
19	
20	Implement the single unimplemented method:
21	
22	```
23	src/limiter/tidal.ts  ->  TidalRateLimiter.tryAcquire(key, cost = 1): TidalResult
24	```
25	
26	The class, its options, validation, the per-key state map and `reset` are
27	already written. The decision logic is yours. `npm run typecheck` must stay
28	clean and you must not change the public surface (the constructor, option names,
29	exported types, or `reset`).
30	
31	## What the limiter must do
32	
33	Each **key** holds its spendable balance in **two pools** plus an owed balance,
34	all measured in the same units as `cost`:
35	
36	- a **burst pool** , fast and shallow. Capacity `Cb = capacity * burstFraction`,
37	  refilling from empty to `Cb` over `burstWindowMs` (rate `rb = Cb / burstWindowMs`
38	  per ms).
39	- a **sustained pool** , slow and deep. Capacity `Cs = capacity * (1 - burstFraction)`,
40	  refilling from empty to `Cs` over `sustainedWindowMs` (rate `rs = Cs / sustainedWindowMs`
41	  per ms). When `Cs = 0` its rate is `0`.
42	- an **owed balance** , how much the key currently owes from past borrowing.
43	
44	The two pool capacities sum to `capacity`; the **spendable balance** is
45	`burst + sustained`. A fresh key starts with both pools full and owes nothing.
46	Neither pool ever exceeds its own capacity.
47	
48	`burstFraction` is in `(0, 1]` and defaults to `1`. `burstWindowMs` and
49	`sustainedWindowMs` each default to `windowMs`. `repayFraction` is in `(0, 1]`
50	and defaults to `1`. `overdraft` is in `[0, 1)` and defaults to `0`. With the
51	defaults the sustained pool vanishes and the limiter reduces to a single pool of
52	size `capacity` refilling over `windowMs` , the original single-tier behavior.
53	
54	### Replenishment (how the balances change over time)
55	
56	Replenishment is **continuous, time-based and concurrent**: both pools accrue at
57	the same instant, each at its own rate, each capped at its own capacity. Accrual
58	depends only on elapsed time, never on whether requests were made.
59	
60	How accrual is applied depends on whether the key owes anything:
61	
62	- If the key owes **nothing**, the burst pool gains `rb` per ms and the sustained
63	  pool gains `rs` per ms (each clamped to its capacity).
64	- If the key **owes** something, a fixed proportion `repayFraction` of the
65	  **combined** inflow (`rb + rs` per ms) is diverted to reduce the owed balance,
66	  and each pool nets the remaining `(1 - repayFraction)` of its own rate. The
67	  amount directed at the owed balance is only ever as large as the owed balance
68	  itself: the instant the debt reaches zero, accrual reverts to the
69	  owes-nothing rule for the rest of the elapsed time. (So `repayFraction`
70	  controls *only* how inflow is shared while a debt exists.)
71	
72	Because the pools saturate at different times and the debt can clear partway
73	through, the spendable balance grows piecewise-linearly with breakpoints at
74	debt-clear, burst-full and sustained-full.
75	
76	### Admission (how a request is decided)
77	
78	When `tryAcquire(key, cost)` is called, first bring the balances up to the
79	current time, then decide:
80	
81	1. If the **spendable balance** (`burst + sustained`) covers `cost`, admit and
82	   deduct `cost`, **spending the burst pool first, then the sustained pool**.
83	   The owed balance is untouched.
84	2. Otherwise the request must **borrow** the shortfall (`cost` minus the
85	   spendable balance). Borrowing is allowed only while the owed balance would
86	   stay within the **borrowing limit** `capacity * overdraft`. If the shortfall
87	   fits, admit: drive **both pools to zero** and add the shortfall to the owed
88	   balance.
89	3. If even borrowing the shortfall would push the owed balance past the
90	   borrowing limit, **refuse**.
91	
92	With `overdraft = 0` there is no borrowing limit to speak of (the key can never
93	owe anything).
94	
95	### Refusal semantics
96	
97	A refused request **consumes nothing**: it changes neither pool, the owed
98	balance, nor anything else beyond advancing the key's bookkeeping to the current
99	time. Two refusals at the same instant must be identical.
100	
101	### Validation
102	
103	`cost` must be a finite number `>= 1`; otherwise throw
104	`RateLimitError("invalid_cost", ...)` **before** touching any state. Keys are
105	fully isolated.
106	
107	## Return contract , `TidalResult`
108	
109	- `allowed` , whether the request was admitted.
110	- `limit` , the configured `capacity`.
111	- `remaining` , whole units still drawable from the spendable balance (both
112	  pools) immediately after this decision, never negative (round down).
113	- `debtRemaining` , whole units the key still owes immediately after this
114	  decision, never negative (round up); `0` when it owes nothing.
115	- `retryAfterMs` , `0` when `allowed`. On a refusal, the **smallest whole number
116	  of milliseconds** such that, if the caller waited exactly that long and retried
117	  **the same `cost`** (with no other traffic on the key in between), the retry
118	  would be admitted , and waiting any whole millisecond less would still be
119	  refused. This is the exact minimum wait under the two-tier refill and repay
120	  dynamics above; it generally steps across the refill breakpoints and has no
121	  single closed form.
122	- `resetMs` , whole milliseconds from now until the key is **fully replenished**:
123	  both pools at their capacities and owing nothing. `0` if already there.
124	
125	Balances are real-valued; treat them as exact to within about a millionth of a
126	unit when comparing (so a `cost` exactly equal to the spendable balance is
127	covered, and an owed balance exactly at the borrowing limit is within it). The
128	whole-unit fields are the floor/ceil of those real balances.
129	
130	## Definition of done
131	
132	- `npm run typecheck` is clean.
133	- The shipped smoke test (`test/smoke.test.ts`) still passes.
134	- Your `TidalRateLimiter.tryAcquire` implements the contract above. It is graded
135	  by a separate, hidden suite checking admissions, balances, timing fields, edge
136	  cases and randomized workloads against an independent reference.
137	- Implement `tryAcquire` only; do not modify the other files, the public surface,
138	  or the provided limiters.
139	
140	## Running locally
141	
142	```bash
143	npm install      # already done in the provided environment
144	npm run typecheck
145	npm test
146	```
147

/home/user/app/src/limiter/tidal.ts

contents
1	import { RateLimitError } from "./errors.js";
2	import { systemClock } from "./clock.js";
3	import type { Clock, TidalResult } from "./types.js";
4	
5	export interface TidalOptions {
6	  /** Capacity: the spendable balance a fresh key starts with, and its ceiling. Finite, >= 1. */
7	  capacity: number;
8	  /** Window length in ms over which a full `capacity` worth of balance is replenished. Finite, >= 1. */
9	  windowMs: number;
10	  /**
11	   * Overdraft fraction in [0, 1). Controls how deep a key may go into the
12	   * negative (its borrowing limit) relative to `capacity`. Default 0 (no
13	   * borrowing). See `instruction.md` for the exact borrowing contract.
14	   */
15	  overdraft?: number;
16	  /**
17	   * Repay fraction in (0, 1]. Controls how the continuous replenishment is
18	   * apportioned while a key owes a balance. Default 1. See `instruction.md`.
19	   */
20	  repayFraction?: number;
21	  /**
22	   * Burst fraction in (0, 1]. Share of `capacity` held in the fast burst pool;
23	   * the rest is the slow sustained pool. Default 1. See `instruction.md`.
24	   */
25	  burstFraction?: number;
26	  /** Window (ms) over which the burst pool refills. Default `windowMs`. See `instruction.md`. */
27	  burstWindowMs?: number;
28	  /** Window (ms) over which the sustained pool refills. Default `windowMs`. See `instruction.md`. */
29	  sustainedWindowMs?: number;
30	  /** Injectable clock. Defaults to the system clock. */
31	  clock?: Clock;
32	}
33	
34	/** Per-key accounting state. */
35	interface TidalState {
36	  /** Burst pool balance (>= 0). */
37	  burst: number;
38	  /** Sustained pool balance (>= 0). */
39	  sustained: number;
40	  /** Balance currently owed (>= 0). */
41	  debt: number;
42	  /** Instant (epoch ms) the balances were last advanced to. */
43	  updatedAt: number;
44	}
45	
46	/**
47	 * Tidal credit limiter.
48	 *
49	 * A bespoke single-key limiter built around two replenishing spendable pools (a
50	 * fast burst pool and a slow sustained pool) plus a separate owed balance. Its
51	 * admission, replenishment and borrowing rules are NOT those of a textbook
52	 * token bucket / leaky bucket / sliding window , implement exactly the
53	 * behavioral contract documented in `instruction.md`.
54	 *
55	 * The constructor, validation, per-key state map and {@link reset} are provided.
56	 * The decision logic in {@link tryAcquire} is the unimplemented core.
57	 */
58	export class TidalRateLimiter {
59	  protected readonly capacity: number;
60	  protected readonly windowMs: number;
61	  protected readonly overdraft: number;
62	  protected readonly repayFraction: number;
63	  protected readonly clock: Clock;
64	  protected readonly state = new Map<string, TidalState>();
65	
66	  /** Burst pool capacity (`capacity * burstFraction`). */
67	  protected readonly burstCapacity: number;
68	  /** Sustained pool capacity (`capacity * (1 - burstFraction)`). */
69	  protected readonly sustainedCapacity: number;
70	  /** Burst pool refill rate, units per ms. */
71	  protected readonly burstRate: number;
72	  /** Sustained pool refill rate, units per ms. */
73	  protected readonly sustainedRate: number;
74	  /** Borrowing limit (`capacity * overdraft`). */
75	  protected readonly maxDebt: number;
76	
77	  constructor(options: TidalOptions) {
78	    if (!Number.isFinite(options.capacity) || options.capacity < 1) {
79	      throw new RateLimitError("invalid_capacity", "capacity must be a finite number >= 1");
80	    }
81	    if (!Number.isFinite(options.windowMs) || options.windowMs < 1) {
82	      throw new RateLimitError("invalid_window", "windowMs must be a finite number >= 1");
83	    }
84	    const overdraft = options.overdraft ?? 0;
85	    if (!Number.isFinite(overdraft) || overdraft < 0 || overdraft >= 1) {
86	      throw new RateLimitError("invalid_overdraft", "overdraft must be a finite number in [0, 1)");
87	    }
88	    const repayFraction = options.repayFraction ?? 1;
89	    if (!Number.isFinite(repayFraction) || repayFraction <= 0 || repayFraction > 1) {
90	      throw new RateLimitError("invalid_repay", "repayFraction must be a finite number in (0, 1]");
91	    }
92	    const burstFraction = options.burstFraction ?? 1;
93	    if (!Number.isFinite(burstFraction) || burstFraction <= 0 || burstFraction > 1) {
94	      throw new RateLimitError("invalid_burst", "burstFraction must be a finite number in (0, 1]");
95	    }
96	    const burstWindowMs = options.burstWindowMs ?? options.windowMs;
97	    if (!Number.isFinite(burstWindowMs) || burstWindowMs < 1) {
98	      throw new RateLimitError("invalid_window", "burstWindowMs must be a finite number >= 1");
99	    }
100	    const sustainedWindowMs = options.sustainedWindowMs ?? options.windowMs;
101	    if (!Number.isFinite(sustainedWindowMs) || sustainedWindowMs < 1) {
102	      throw new RateLimitError("invalid_window", "sustainedWindowMs must be a finite number >= 1");
103	    }
104	    this.capacity = options.capacity;
105	    this.windowMs = options.windowMs;
106	    this.overdraft = overdraft;
107	    this.repayFraction = repayFraction;
108	    this.clock = options.clock ?? systemClock;
109	    this.burstCapacity = options.capacity * burstFraction;
110	    this.sustainedCapacity = options.capacity * (1 - burstFraction);
111	    this.burstRate = this.burstCapacity / burstWindowMs;
112	    this.sustainedRate = this.sustainedCapacity > 0 ? this.sustainedCapacity / sustainedWindowMs : 0;
113	    this.maxDebt = options.capacity * overdraft;
114	  }
115	
116	  /** Drop all state for `key`. Returns true iff state existed. */
117	  reset(key: string): boolean {
118	    return this.state.delete(key);
119	  }
120	
121	  /**
122	   * Look up (creating if absent) the accounting state for `key`. A fresh key
123	   * starts with both pools full, no owed balance, last-updated `now`.
124	   */
125	  protected stateFor(key: string, now: number): TidalState {
126	    let s = this.state.get(key);
127	    if (!s) {
128	      s = { burst: this.burstCapacity, sustained: this.sustainedCapacity, debt: 0, updatedAt: now };
129	      this.state.set(key, s);
130	    }
131	    return s;
132	  }
133	
134	  /**
135	   * Attempt to admit `cost` units (default 1) for `key` at the current time,
136	   * per the behavioral contract in `instruction.md`.
137	   *
138	   * Validate `cost` (non-finite or `< 1` throws `RateLimitError("invalid_cost")`)
139	   * before touching any state, keep keys isolated, and return a fully-populated
140	   * {@link TidalResult}.
141	   */
142	  tryAcquire(key: string, cost = 1): TidalResult {
143	    void this.capacity;
144	    void this.windowMs;
145	    void this.overdraft;
146	    void this.repayFraction;
147	    void this.clock;
148	    void this.state;
149	    void this.stateFor;
150	    void this.burstCapacity;
151	    void this.sustainedCapacity;
152	    void this.burstRate;
153	    void this.sustainedRate;
154	    void this.maxDebt;
155	    void RateLimitError;
156	    void key;
157	    void cost;
158	
159	    // TODO(limiter): implement the Tidal credit limiter contract from instruction.md.
160	    throw new Error("TidalRateLimiter.tryAcquire not implemented");
161	  }
162	}
163

/home/user/app/src/limiter/types.ts

contents
1	/**
2	 * Types for the rate-limiter toolkit.
3	 *
4	 * The toolkit ships several limiter strategies behind a common surface. Two are
5	 * provided complete as references:
6	 *
7	 *   - a **token bucket** , smooth, burst-tolerant throttling that refills
8	 *     continuously at a fixed rate;
9	 *   - a **sliding-window log** , exact "at most N units per rolling window"
10	 *     accounting backed by per-key event timestamps.
11	 *
12	 * A third strategy, the {@link TidalRateLimiter}, is the unimplemented core of
13	 * this exercise; see `instruction.md` for its behavioral contract.
14	 *
15	 * Every limiter is deterministic under an injectable {@link Clock} so that
16	 * windows advance at controlled instants in tests.
17	 */
18	
19	export interface Clock {
20	  /** Current time in epoch milliseconds. */
21	  now(): number;
22	}
23	
24	/**
25	 * The outcome of an attempt to admit some units of work for a key.
26	 *
27	 * `allowed` says whether the request may proceed. The remaining fields are
28	 * advisory and power `X-RateLimit-*` style response headers:
29	 *
30	 *   - `remaining` , whole units still drawable from the key's spendable balance
31	 *     immediately after this decision (never negative).
32	 *   - `limit` , the configured capacity for the key.
33	 *   - `retryAfterMs` , when `allowed` is false, the soonest a retry of the same
34	 *     request could succeed (ms from now); `0` when allowed.
35	 *   - `resetMs` , ms from now until the limiter is fully replenished for the key.
36	 */
37	export interface RateLimitResult {
38	  allowed: boolean;
39	  remaining: number;
40	  limit: number;
41	  retryAfterMs: number;
42	  resetMs: number;
43	}
44	
45	/** Common surface implemented by the simple (single-balance) limiter strategies. */
46	export interface RateLimiter {
47	  /**
48	   * Attempt to admit `cost` units (default 1) for `key` at the current time.
49	   * Quota is consumed only when the request is admitted.
50	   */
51	  tryAcquire(key: string, cost?: number): RateLimitResult;
52	  /** Drop all state for `key` (e.g. on logout). Returns true iff state existed. */
53	  reset(key: string): boolean;
54	}
55	
56	/**
57	 * The outcome returned by {@link TidalRateLimiter.tryAcquire}. Identical to
58	 * {@link RateLimitResult} plus one extra advisory field:
59	 *
60	 *   - `debtRemaining` , the whole units of outstanding balance the key currently
61	 *     owes (rounded up), immediately after this decision; `0` when the key owes
62	 *     nothing.
63	 */
64	export interface TidalResult extends RateLimitResult {
65	  debtRemaining: number;
66	}
67

/home/user/app/test/smoke.test.ts

contents
1	import { describe, expect, it } from "vitest";
2	import {
3	  TidalRateLimiter,
4	  TokenBucketRateLimiter,
5	  SlidingWindowRateLimiter,
6	  RateLimitError,
7	  ManualClock,
8	} from "../src/index.js";
9	
10	/**
11	 * Trivial smoke test for the shipped project: it only checks that the public
12	 * surface is importable and that the provided constructor validation rejects
13	 * obviously-bad options. It deliberately does NOT exercise admission behavior , 
14	 * the behavioral contract lives in instruction.md and is graded separately.
15	 */
16	describe("toolkit smoke", () => {
17	  it("exposes the limiter classes", () => {
18	    expect(typeof TidalRateLimiter).toBe("function");
19	    expect(typeof TokenBucketRateLimiter).toBe("function");
20	    expect(typeof SlidingWindowRateLimiter).toBe("function");
21	  });
22	
23	  it("TidalRateLimiter validates its options", () => {
24	    const clock = new ManualClock(0);
25	    expect(() => new TidalRateLimiter({ capacity: 0, windowMs: 1000, clock })).toThrowError(RateLimitError);
26	    expect(() => new TidalRateLimiter({ capacity: 5, windowMs: 0, clock })).toThrowError(RateLimitError);
27	    expect(() => new TidalRateLimiter({ capacity: 5, windowMs: 1000, overdraft: 1, clock })).toThrowError(
28	      RateLimitError,
29	    );
30	    expect(() => new TidalRateLimiter({ capacity: 5, windowMs: 1000, repayFraction: 0, clock })).toThrowError(
31	      RateLimitError,
32	    );
33	    // A valid construction does not throw.
34	    expect(
35	      () => new TidalRateLimiter({ capacity: 5, windowMs: 1000, overdraft: 0.5, repayFraction: 0.5, clock }),
36	    ).not.toThrow();
37	  });
38	
39	  it("reset on an unknown key returns false", () => {
40	    const clock = new ManualClock(0);
41	    const g = new TidalRateLimiter({ capacity: 5, windowMs: 1000, clock });
42	    expect(g.reset("never-seen")).toBe(false);
43	  });
44	});
45

/home/user/app/src/limiter/token-bucket.ts

contents
File does not exist. Note: your current working directory is /home/user/app.
shell
ls /home/user/app/src/limiter/ && echo "---" && cat /home/user/app/src/limiter/errors.js 2>/dev/null; cat /home/user/app/src/limiter/errors.ts 2>/dev/null
output
clock.ts
errors.ts
slidingWindow.ts
tidal.ts
tokenBucket.ts
types.ts
windowLog.ts
---
/**
 * Typed errors for the rate-limiter. A single class with a stable `code`
 * discriminator keeps call sites and tests decoupled from message wording.
 */
export type RateLimitErrorCode =
  | "invalid_capacity"
  | "invalid_window"
  | "invalid_refill"
  | "invalid_overdraft"
  | "invalid_repay"
  | "invalid_burst"
  | "invalid_cost";

export class RateLimitError extends Error {
  readonly code: RateLimitErrorCode;

  constructor(code: RateLimitErrorCode, message: string) {
    super(message);
    this.name = "RateLimitError";
    this.code = code;
    Object.setPrototypeOf(this, RateLimitError.prototype);
  }
}

/home/user/app/src/limiter/tokenBucket.ts

contents
1	import { RateLimitError } from "./errors.js";
2	import { systemClock } from "./clock.js";
3	import type { Clock, RateLimiter, RateLimitResult } from "./types.js";
4	
5	export interface TokenBucketOptions {
6	  /** Bucket capacity (max burst). Must be a finite number >= 1. */
7	  capacity: number;
8	  /** Sustained refill rate in tokens per second. Must be finite and > 0. */
9	  refillPerSec: number;
10	  /** Injectable clock for deterministic tests. Defaults to the system clock. */
11	  clock?: Clock;
12	}
13	
14	interface Bucket {
15	  /** Fractional tokens currently available. */
16	  tokens: number;
17	  /** Last instant (epoch ms) at which `tokens` was brought up to date. */
18	  updatedAt: number;
19	}
20	
21	/**
22	 * Classic token-bucket limiter: a bucket holds up to `capacity` tokens and
23	 * refills continuously at `refillPerSec`. Each admitted request removes `cost`
24	 * tokens; a request is refused when fewer than `cost` tokens are available.
25	 *
26	 * Provided complete and used as the reference sibling for the sliding-window
27	 * limiter you are asked to implement , study how it lazily accrues tokens, never
28	 * over-fills past capacity, and mutates state only on admission.
29	 */
30	export class TokenBucketRateLimiter implements RateLimiter {
31	  private readonly capacity: number;
32	  private readonly refillPerMs: number;
33	  private readonly clock: Clock;
34	  private readonly buckets = new Map<string, Bucket>();
35	
36	  constructor(options: TokenBucketOptions) {
37	    if (!Number.isFinite(options.capacity) || options.capacity < 1) {
38	      throw new RateLimitError("invalid_capacity", "capacity must be a finite number >= 1");
39	    }
40	    if (!Number.isFinite(options.refillPerSec) || options.refillPerSec <= 0) {
41	      throw new RateLimitError("invalid_refill", "refillPerSec must be a finite number > 0");
42	    }
43	    this.capacity = options.capacity;
44	    this.refillPerMs = options.refillPerSec / 1000;
45	    this.clock = options.clock ?? systemClock;
46	  }
47	
48	  tryAcquire(key: string, cost = 1): RateLimitResult {
49	    if (!Number.isFinite(cost) || cost < 1) {
50	      throw new RateLimitError("invalid_cost", "cost must be a finite number >= 1");
51	    }
52	    const now = this.clock.now();
53	    const bucket = this.refilled(key, now);
54	
55	    if (bucket.tokens >= cost) {
56	      bucket.tokens -= cost;
57	      return this.result(true, bucket);
58	    }
59	    return this.result(false, bucket, cost);
60	  }
61	
62	  reset(key: string): boolean {
63	    return this.buckets.delete(key);
64	  }
65	
66	  /** Bring a key's bucket up to date with elapsed refill, creating it if absent. */
67	  private refilled(key: string, now: number): Bucket {
68	    let bucket = this.buckets.get(key);
69	    if (!bucket) {
70	      bucket = { tokens: this.capacity, updatedAt: now };
71	      this.buckets.set(key, bucket);
72	      return bucket;
73	    }
74	    const elapsed = Math.max(0, now - bucket.updatedAt);
75	    if (elapsed > 0) {
76	      bucket.tokens = Math.min(this.capacity, bucket.tokens + elapsed * this.refillPerMs);
77	      bucket.updatedAt = now;
78	    }
79	    return bucket;
80	  }
81	
82	  private result(allowed: boolean, bucket: Bucket, cost = 0): RateLimitResult {
83	    const remaining = Math.max(0, Math.floor(bucket.tokens));
84	    const deficit = allowed ? 0 : cost - bucket.tokens;
85	    const retryAfterMs = allowed ? 0 : Math.ceil(deficit / this.refillPerMs);
86	    const missingToFull = this.capacity - bucket.tokens;
87	    const resetMs = missingToFull <= 0 ? 0 : Math.ceil(missingToFull / this.refillPerMs);
88	    return { allowed, remaining, limit: this.capacity, retryAfterMs, resetMs };
89	  }
90	}
91

/home/user/app/src/limiter/clock.ts

contents
1	/**
2	 * Injectable time source. Tests use {@link ManualClock} so rate-limit windows
3	 * advance at exact, controlled instants; production uses {@link systemClock}.
4	 *
5	 * Provided complete.
6	 */
7	import type { Clock } from "./types.js";
8	
9	export class ManualClock implements Clock {
10	  private current: number;
11	
12	  constructor(start = 0) {
13	    this.current = start;
14	  }
15	
16	  now(): number {
17	    return this.current;
18	  }
19	
20	  advance(ms: number): void {
21	    if (ms < 0) throw new Error("cannot advance time backwards");
22	    this.current += ms;
23	  }
24	
25	  set(ms: number): void {
26	    this.current = ms;
27	  }
28	}
29	
30	export const systemClock: Clock = {
31	  now: () => Date.now(),
32	};
33
Now I understand the structure. Let me look at the remaining limiter files briefly to match conventions, then implement.

/home/user/app/src/index.ts

contents
1	/**
2	 * Public surface of the rate-limiter toolkit.
3	 */
4	export { TokenBucketRateLimiter } from "./limiter/tokenBucket.js";
5	export type { TokenBucketOptions } from "./limiter/tokenBucket.js";
6	export { SlidingWindowRateLimiter } from "./limiter/slidingWindow.js";
7	export type { SlidingWindowOptions } from "./limiter/slidingWindow.js";
8	export { EventLog } from "./limiter/windowLog.js";
9	
10	// The Tidal credit limiter (the unimplemented core of this exercise).
11	export { TidalRateLimiter } from "./limiter/tidal.js";
12	export type { TidalOptions } from "./limiter/tidal.js";
13	
14	export { ManualClock, systemClock } from "./limiter/clock.js";
15	export { RateLimitError } from "./limiter/errors.js";
16	export type { RateLimitErrorCode } from "./limiter/errors.js";
17	export type { Clock, RateLimiter, RateLimitResult, TidalResult } from "./limiter/types.js";
18
I have a complete understanding of the spec. Let me implement `tryAcquire` along with the segment-simulation helpers.

/home/user/app/src/limiter/tidal.ts

− removed
import { RateLimitError } from "./errors.js";
import { systemClock } from "./clock.js";
import type { Clock, TidalResult } from "./types.js";
+ added
import { RateLimitError } from "./errors.js";
import { systemClock } from "./clock.js";
import type { Clock, TidalResult } from "./types.js";

/**
 * Comparison tolerance. Balances and times are real-valued; per `instruction.md`
 * they are treated as exact to within about a millionth of a unit. The same
 * tolerance governs the floor/ceil of the whole-unit output fields.
 */
const EPS = 1e-6;

/** The mutable balances of a key, decoupled from its bookkeeping timestamp. */
interface Balances {
  burst: number;
  sustained: number;
  debt: number;
}

/** The piecewise-constant accrual rates of a single replenishment segment. */
interface Segment {
  /** Burst pool growth per ms over this segment (0 once the pool is at cap). */
  bGain: number;
  /** Sustained pool growth per ms over this segment (0 once the pool is at cap). */
  sGain: number;
  /** Debt reduction per ms over this segment (0 when the key owes nothing). */
  debtRate: number;
  /** Length of this segment in ms: the next breakpoint, or Infinity at steady state. */
  segLen: number;
}

contents
The file /home/user/app/src/limiter/tidal.ts has been updated successfully. (file state is current in your context , no need to Read it back)

/home/user/app/src/limiter/tidal.ts

− removed
  tryAcquire(key: string, cost = 1): TidalResult {
    void this.capacity;
    void this.windowMs;
    void this.overdraft;
    void this.repayFraction;
    void this.clock;
    void this.state;
    void this.stateFor;
    void this.burstCapacity;
    void this.sustainedCapacity;
    void this.burstRate;
    void this.sustainedRate;
    void this.maxDebt;
    void RateLimitError;
    void key;
    void cost;

    // TODO(limiter): implement the Tidal credit limiter contract from instruction.md.
    throw new Error("TidalRateLimiter.tryAcquire not implemented");
  }
}
+ added
  tryAcquire(key: string, cost = 1): TidalResult {
    if (!Number.isFinite(cost) || cost < 1) {
      throw new RateLimitError("invalid_cost", "cost must be a finite number >= 1");
    }

    const now = this.clock.now();
    const s = this.stateFor(key, now);
    // Bring the balances up to the current instant, then decide.
    this.advance(s, Math.max(0, now - s.updatedAt));
    s.updatedAt = now;

    let allowed: boolean;
    let retryAfterMs = 0;

    const spendable = s.burst + s.sustained;
    if (spendable + EPS >= cost) {
      // Covered: spend the burst pool first, then the sustained pool. Debt is
      // untouched.
      allowed = true;
      const fromBurst = Math.min(s.burst, cost);
      s.burst = Math.max(0, s.burst - fromBurst);
      s.sustained = Math.max(0, s.sustained - (cost - fromBurst));
    } else {
      // Not covered: the request must borrow the shortfall. Borrowing is allowed
      // only while the owed balance stays within the borrowing limit.
      const shortfall = cost - spendable;
      if (s.debt + shortfall <= this.maxDebt + EPS) {
        allowed = true;
        s.burst = 0;
        s.sustained = 0;
        s.debt += shortfall;
      } else {
        // Refuse: consume nothing beyond the bookkeeping advance above.
        allowed = false;
        retryAfterMs = Math.max(0, Math.ceil(this.timeToAdmit(s, cost) - EPS));
      }
    }

    const remaining = Math.max(0, Math.floor(s.burst + s.sustained + EPS));
    const debtRemaining = Math.max(0, Math.ceil(s.debt - EPS));
    const resetMs = Math.max(0, Math.ceil(this.timeToFull(s) - EPS));
    return { allowed, remaining, limit: this.capacity, retryAfterMs, resetMs, debtRemaining };
  }

  /**
   * Compute the accrual rates and breakpoint length of the next replenishment
   * segment for the given balances. Within the returned `segLen` ms every rate
   * is constant; a breakpoint occurs when the debt clears, the burst pool fills
   * or the sustained pool fills. `segLen` is Infinity only at full steady state.
   */
  private segment(s: Balances): Segment {
    const owing = s.debt > EPS;
    let bRate: number;
    let sRate: number;
    let debtRate: number;
    if (owing) {
      // A fixed proportion of the *combined* inflow is diverted to the debt;
      // each pool nets the remaining share of its own rate.
      debtRate = this.repayFraction * (this.burstRate + this.sustainedRate);
      bRate = (1 - this.repayFraction) * this.burstRate;
      sRate = (1 - this.repayFraction) * this.sustainedRate;
    } else {
      debtRate = 0;
      bRate = this.burstRate;
      sRate = this.sustainedRate;
    }

    const bGain = s.burst < this.burstCapacity - EPS ? bRate : 0;
    const sGain = s.sustained < this.sustainedCapacity - EPS ? sRate : 0;

    const tDebt = owing && debtRate > 0 ? s.debt / debtRate : Infinity;
    const tBurst = bGain > 0 ? (this.burstCapacity - s.burst) / bGain : Infinity;
    const tSust = sGain > 0 ? (this.sustainedCapacity - s.sustained) / sGain : Infinity;

    return { bGain, sGain, debtRate, segLen: Math.min(tDebt, tBurst, tSust) };
  }

  /** Apply `dt` ms of a single segment's constant rates to the balances. */
  private step(s: Balances, seg: Segment, dt: number): void {
    s.debt = Math.max(0, s.debt - seg.debtRate * dt);
    s.burst = Math.min(this.burstCapacity, s.burst + seg.bGain * dt);
    s.sustained = Math.min(this.sustainedCapacity, s.sustained + seg.sGain * dt);
  }

  /**
   * Replenish `s` in place over `dt` ms, walking the piecewise-linear segments
   * (debt-clear, burst-full, sustained-full) so each pool and the debt move at
   * their correct rate within every interval.
   */
  private advance(s: Balances, dt: number): void {
    let remaining = dt;
    let guard = 0;
    while (remaining > EPS && guard++ < 64) {
      const seg = this.segment(s);
      if (!Number.isFinite(seg.segLen)) break; // fully replenished; nothing more accrues
      const dStep = Math.min(seg.segLen, remaining);
      this.step(s, seg, dStep);
      remaining -= dStep;
    }
  }

  /**
   * Whole ms from the given balances until the key is fully replenished: both
   * pools at capacity and owing nothing. `0` if already there.
   */
  private timeToFull(from: Balances): number {
    const s: Balances = { burst: from.burst, sustained: from.sustained, debt: from.debt };
    let t = 0;
    let guard = 0;
    while (guard++ < 64) {
      if (
        s.burst >= this.burstCapacity - EPS &&
        s.sustained >= this.sustainedCapacity - EPS &&
        s.debt <= EPS
      ) {
        break;
      }
      const seg = this.segment(s);
      if (!Number.isFinite(seg.segLen)) break;
      t += seg.segLen;
      this.step(s, seg, seg.segLen);
    }
    return t;
  }

  /**
   * The exact minimum wait (real ms) before a retry of `cost` from the given
   * balances would be admitted, under the two-tier refill and repay dynamics.
   *
   * Admission is feasible when the spendable balance covers `cost` (admit and
   * deduct) or when borrowing the shortfall keeps the debt within the borrowing
   * limit. Both feasibility conditions are monotonic in time (spendable only
   * grows, debt only shrinks), so the crossing is solved linearly within each
   * replenishment segment and the first valid crossing is returned.
   */
  private timeToAdmit(from: Balances, cost: number): number {
    const s: Balances = { burst: from.burst, sustained: from.sustained, debt: from.debt };
    let t = 0;
    let guard = 0;
    while (guard++ < 64) {
      const sp = s.burst + s.sustained;
      // Covered, or borrowing the shortfall fits within the limit?
      if (sp + EPS >= cost) return t;
      if (s.debt + (cost - sp) <= this.maxDebt + EPS) return t;

      const seg = this.segment(s);
      const spRate = seg.bGain + seg.sGain;

      // Time for the spendable balance to reach `cost` (the "covered" path).
      const tCover = spRate > 0 ? (cost - EPS - sp) / spRate : Infinity;
      // Time for `spendable - debt` to reach `cost - maxDebt` (the "borrow" path).
      const rateBorrow = spRate + seg.debtRate;
      const tBorrow = rateBorrow > 0 ? (cost - this.maxDebt - EPS - (sp - s.debt)) / rateBorrow : Infinity;

      let cross = Math.min(tCover, tBorrow);
      if (cross < 0) cross = 0;

      if (!Number.isFinite(seg.segLen)) {
        // Steady state: admittable only if the crossing is finite.
        return Number.isFinite(cross) ? t + cross : t;
      }
      if (cross <= seg.segLen + EPS) return t + Math.min(cross, seg.segLen);

      t += seg.segLen;
      this.step(s, seg, seg.segLen);
    }
    return t;
  }
}

contents
The file /home/user/app/src/limiter/tidal.ts has been updated successfully. (file state is current in your context , no need to Read it back)
shell
npm run typecheck 2>&1 | tail -20 && echo "=== TEST ===" && npm test 2>&1 | tail -25
output
> rate-limiter@0.4.0 typecheck
> tsc -p tsconfig.json --noEmit

=== TEST ===

> rate-limiter@0.4.0 test
> vitest run


 RUN  v1.6.0 /home/user/app

 ✓ test/smoke.test.ts  (3 tests) 4ms

 Test Files  1 passed (1)
      Tests  3 passed (3)
   Start at  06:57:38
   Duration  456ms (transform 136ms, setup 0ms, collect 162ms, tests 4ms, environment 0ms, prepare 125ms)
Typecheck and smoke pass. Let me write a scratch validation to sanity-check the dynamics against hand-computed expectations.
shell
cat > /tmp/scratch.mjs <<'EOF'
import { TidalRateLimiter, ManualClock } from "./src/index.ts";

function show(tag, r) { console.log(tag, JSON.stringify(r)); }

// Scenario A: defaults (single pool), capacity 10 / 1000ms => 0.01/ms
{
  const clock = new ManualClock(0);
  const l = new TidalRateLimiter({ capacity: 10, windowMs: 1000, clock });
  show("A drain10", l.tryAcquire("k", 10)); // remaining 0, reset 1000
  show("A refuse1", l.tryAcquire("k", 1));  // refuse, retry 100
  clock.advance(100);
  show("A retry1", l.tryAcquire("k", 1));    // allowed, remaining 0
}

// Scenario B: two-tier. capacity 10, burstFraction 0.5 => Cb=5,Cs=5.
// burstWindow 100ms => rb=0.05/ms; sustainedWindow 1000ms => rs=0.005/ms.
{
  const clock = new ManualClock(0);
  const l = new TidalRateLimiter({ capacity: 10, windowMs: 1000, burstFraction: 0.5, burstWindowMs: 100, sustainedWindowMs: 1000, clock });
  show("B drain10", l.tryAcquire("k", 10)); // spends burst5 then sustained5 -> both 0, remaining0
  // reset: burst fills 5/0.05=100ms, sustained 5/0.005=1000ms -> 1000
  // retry cost1: burst grows 0.05/ms -> need 1 unit -> 20ms
  show("B refuse1", l.tryAcquire("k", 1)); // retry 20
  clock.advance(20);
  show("B retry1", l.tryAcquire("k", 1)); // allowed
}

// Scenario C: overdraft borrowing. capacity 10, overdraft 0.5 => maxDebt 5.
{
  const clock = new ManualClock(0);
  const l = new TidalRateLimiter({ capacity: 10, windowMs: 1000, overdraft: 0.5, clock });
  show("C drain10", l.tryAcquire("k", 10)); // spendable 0
  show("C borrow5", l.tryAcquire("k", 5));  // shortfall5, debt 0+5<=5 ok -> allowed, debt5
  show("C refuse1", l.tryAcquire("k", 1));  // shortfall1, debt5+1>5 refuse
  // repay: repayFraction default 1, combined inflow rb=0.01/ms all to debt.
  // borrow feasible when debt+1<=5 => debt<=4 => repay 1 unit => 100ms
  console.log("  (expect C refuse retry ~100)");
}
EOF
npx tsx /tmp/scratch.mjs 2>&1 | tail -30
output
npm WARN exec The following package was not found and will be installed: tsx@4.22.4

node:internal/process/esm_loader:40
      internalBinding('errors').triggerUncaughtException(
                                ^
Error [ERR_MODULE_NOT_FOUND]: Cannot find module '/tmp/src/index.ts' imported from /tmp/scratch.mjs
Did you mean to import ../../home/user/app/src/index.ts?
    at new NodeError (node:internal/errors:406:5)
    at finalizeResolution (node:internal/modules/esm/resolve:233:11)
    at moduleResolve (node:internal/modules/esm/resolve:845:10)
    at defaultResolve (node:internal/modules/esm/resolve:1043:11)
    at nextResolve (node:internal/modules/esm/hooks:833:28)
    at resolveBase (file:///home/user/.npm/_npx/fd45a72a545557e9/node_modules/tsx/dist/register-CqMfTiWi.mjs:2:8141)
    at resolveDirectory (file:///home/user/.npm/_npx/fd45a72a545557e9/node_modules/tsx/dist/register-CqMfTiWi.mjs:2:9227)
    at resolveTsPaths (file:///home/user/.npm/_npx/fd45a72a545557e9/node_modules/tsx/dist/register-CqMfTiWi.mjs:2:10757)
    at resolve2 (file:///home/user/.npm/_npx/fd45a72a545557e9/node_modules/tsx/dist/register-CqMfTiWi.mjs:2:11938)
    at nextResolve (node:internal/modules/esm/hooks:833:28) {
  url: 'file:///tmp/src/index.ts',
  code: 'ERR_MODULE_NOT_FOUND'
}

Node.js v20.9.0
shell
sed -i 's#"./src/index.ts"#"/home/user/app/src/index.ts"#' /tmp/scratch.mjs && npx tsx /tmp/scratch.mjs 2>&1 | tail -30
output
A drain10 {"allowed":true,"remaining":0,"limit":10,"retryAfterMs":0,"resetMs":1000,"debtRemaining":0}
A refuse1 {"allowed":false,"remaining":0,"limit":10,"retryAfterMs":100,"resetMs":1000,"debtRemaining":0}
A retry1 {"allowed":true,"remaining":0,"limit":10,"retryAfterMs":0,"resetMs":1000,"debtRemaining":0}
B drain10 {"allowed":true,"remaining":0,"limit":10,"retryAfterMs":0,"resetMs":1000,"debtRemaining":0}
B refuse1 {"allowed":false,"remaining":0,"limit":10,"retryAfterMs":19,"resetMs":1000,"debtRemaining":0}
B retry1 {"allowed":true,"remaining":0,"limit":10,"retryAfterMs":0,"resetMs":980,"debtRemaining":0}
C drain10 {"allowed":true,"remaining":0,"limit":10,"retryAfterMs":0,"resetMs":1000,"debtRemaining":0}
C borrow5 {"allowed":true,"remaining":0,"limit":10,"retryAfterMs":0,"resetMs":1500,"debtRemaining":5}
C refuse1 {"allowed":false,"remaining":0,"limit":10,"retryAfterMs":100,"resetMs":1500,"debtRemaining":5}
  (expect C refuse retry ~100)
Results match hand-computed expectations (B's 19ms is correct , both pools accrue concurrently at 0.055/ms, 1/0.055≈18.18→19). Let me verify a `repayFraction < 1` case where pools accrue while owing, and a covered-while-owing case.
shell
cat > /tmp/scratch2.mjs <<'EOF'
import { TidalRateLimiter, ManualClock } from "/home/user/app/src/index.ts";
const show=(t,r)=>console.log(t,JSON.stringify(r));
// capacity10, single pool rb=0.01/ms, overdraft 0.8 => maxDebt8, repayFraction 0.5
{
  const clock=new ManualClock(0);
  const l=new TidalRateLimiter({capacity:10,windowMs:1000,overdraft:0.8,repayFraction:0.5,clock});
  show("drain10",l.tryAcquire("k",10));     // spendable0
  show("borrow4",l.tryAcquire("k",4));      // debt4
  // now repay=0.5: debt reduces 0.5*0.01=0.005/ms; pool grows 0.5*0.01=0.005/ms
  clock.advance(200);
  // 200ms: debt 4-0.005*200=3 ; pool 0+0.005*200=1
  show("after200 cost1",l.tryAcquire("k",1)); // covered? spendable1>=1 -> allowed, debt untouched(3), pool->0
}
EOF
npx tsx /tmp/scratch2.mjs 2>&1 | tail
output
drain10 {"allowed":true,"remaining":0,"limit":10,"retryAfterMs":0,"resetMs":1000,"debtRemaining":0}
borrow4 {"allowed":true,"remaining":0,"limit":10,"retryAfterMs":0,"resetMs":1400,"debtRemaining":4}
after200 cost1 {"allowed":true,"remaining":0,"limit":10,"retryAfterMs":0,"resetMs":1300,"debtRemaining":3}
All scenarios match the contract exactly: - **Concurrent accrual** while owing (`repayFraction 0.5`): debt and pool both move at 0.005/ms. - **Covered-while-owing**: cost 1 admitted from the pool, debt left untouched at 3. - **Piecewise resetMs**: correctly sums debt-clear then pool-fill segments (1400→1300). Let me clean up the scratch files and do a final verification.
shell
rm -f /tmp/scratch.mjs /tmp/scratch2.mjs; npm run typecheck 2>&1 | tail -3 && npm test 2>&1 | tail -6
output
> rate-limiter@0.4.0 typecheck
> tsc -p tsconfig.json --noEmit


 Test Files  1 passed (1)
      Tests  3 passed (3)
   Start at  06:58:33
   Duration  437ms (transform 155ms, setup 0ms, collect 173ms, tests 4ms, environment 0ms, prepare 106ms)
I've implemented `TidalRateLimiter.tryAcquire` per the spec. Typecheck is clean and the smoke test passes. ## Summary I implemented the single unimplemented method in `src/limiter/tidal.ts`, leaving the public surface untouched. The core insight is that the spendable balance grows **piecewise-linearly** with breakpoints at debt-clear, burst-full, and sustained-full, so I model everything via a small segment simulator: **Helpers added (all private):** - `segment(s)` , computes the constant accrual rates for the *next* interval and the time to its breakpoint. Encodes the two replenishment regimes: when owing, `repayFraction` of the combined inflow `(rb+rs)` is diverted to the debt and each pool nets `(1-repayFraction)` of its own rate; when not owing, each pool gains its full rate. Pools at cap contribute 0. - `step` / `advance` , apply segments to bring balances to the current time, capping each pool at its capacity and the debt at 0 (so accrual reverts to the owes-nothing rule the instant debt clears). - `timeToFull` , sums segments until both pools are full and debt is zero → `resetMs`. - `timeToAdmit` , solves the exact minimum retry wait. Since both admission paths (covered, or borrow-fits) are monotonic in time, it solves the linear crossing within each segment and returns the first valid one → `retryAfterMs`. **`tryAcquire`:** validates `cost` (throws `RateLimitError("invalid_cost")`) *before* touching state; advances balances; then admits-and-deducts (burst first, then sustained) when covered, else borrows the shortfall if the debt stays within `capacity * overdraft`, else refuses while consuming nothing. Output fields use a `1e-6` tolerance for floor/ceil, matching the spec's "exact to within about a millionth." Verified against hand-computed scenarios for the single-pool default, two-tier concurrent refill, overdraft borrowing/repayment, and `repayFraction < 1` covered-while-owing , all matched.
Final diff , what the agent changed

No file changes, the agent left the workspace untouched.

Verifier output , the proof behind the reward
tests/test.sh
=== staging hidden tests from /home/user/tests into /home/user/app/test ===
=== running test suite in /home/user/app ===

 RUN  v1.6.0 /home/user/app

 ✓ test/tidal.hidden.test.ts > TidalRateLimiter , construction & validation > rejects bad capacity / window / overdraft / repayFraction / burstFraction
 ✓ test/tidal.hidden.test.ts > TidalRateLimiter , construction & validation > validates cost before touching state and reports the right code
 ✓ test/tidal.hidden.test.ts > TidalRateLimiter , single-tier back-compat (burstFraction defaults to 1) > default options behave like the original continuous bucket
 ✓ test/tidal.hidden.test.ts > TidalRateLimiter , single-tier back-compat (burstFraction defaults to 1) > burstFraction=1 matches the single-tier oracle exactly under a mixed workload
 ✓ test/tidal.hidden.test.ts > TidalRateLimiter , two-tier pools (burst spent before sustained) > a fresh key starts with both pools full and spends burst first
 ✓ test/tidal.hidden.test.ts > TidalRateLimiter , two-tier pools (burst spent before sustained) > burst and sustained refill concurrently at different rates (kink at burst saturation)
 ✓ test/tidal.hidden.test.ts > TidalRateLimiter , borrowing across both pools > a borrow drives both pools to zero and owes the shortfall
 ✓ test/tidal.hidden.test.ts > TidalRateLimiter , borrowing across both pools > refuses a borrow past the overdraft limit without consuming, then admits a fitting one
 ✓ test/tidal.hidden.test.ts > TidalRateLimiter , borrowing across both pools > a single request larger than capacity+maxDebt can never be admitted from full
 ✓ test/tidal.hidden.test.ts > TidalRateLimiter , repay-first split with two pools (exact vs oracle) > while owing, only (1-repayFraction) of each tier's inflow reaches its pool
 ✓ test/tidal.hidden.test.ts > TidalRateLimiter , repay-first split with two pools (exact vs oracle) > debt clearing mid-interval bumps the pool refill rate (kink) , matches oracle
 ✓ test/tidal.hidden.test.ts > TidalRateLimiter , refusal idempotency > two refusals at the same instant are identical and consume nothing
 ✓ test/tidal.hidden.test.ts > TidalRateLimiter , keys, reset, cost weighting > isolates keys and supports reset
 ✓ test/tidal.hidden.test.ts > TidalRateLimiter , resetMs reaches zero only at full replenishment (oracle-pinned) > matches the oracle's resetMs and a full spend succeeds right at it
 ✓ test/tidal.hidden.test.ts > TidalRateLimiter , retryAfterMs is exact across refill kinks (oracle-grounded) > waiting retryAfterMs admits; waiting less refuses; value equals the oracle
 × test/tidal.hidden.test.ts > TidalRateLimiter , randomized cross-check against the independent oracle > matches admissions, balances and BOTH timing fields over long mixed workloads
   → expected 1108 to be 1109 // Object.is equality
 × test/tidal.hidden.test.ts > TidalRateLimiter , randomized cross-check against the independent oracle > matches under heavy borrowing churn near the overdraft edge (debt-biased steps)
   → expected 537 to be 538 // Object.is equality
 ✓ test/tidal.hidden.test.ts > TidalRateLimiter , guards against standard / single-tier implementations > a sliding-window-log limiter (no debt) diverges on the borrow path
 ✓ test/tidal.hidden.test.ts > TidalRateLimiter , guards against standard / single-tier implementations > the two-tier refill is NOT a single-tier bucket: tier windows change retryAfterMs
 ✓ test/tidal.hidden.test.ts > TidalRateLimiter , guards against standard / single-tier implementations > respects the structural bounds and the borrow rule
 ✓ test/smoke.test.ts > toolkit smoke > exposes the limiter classes
 ✓ test/smoke.test.ts > toolkit smoke > TidalRateLimiter validates its options
 ✓ test/smoke.test.ts > toolkit smoke > reset on an unknown key returns false

⎯⎯⎯⎯⎯⎯⎯ Failed Tests 2 ⎯⎯⎯⎯⎯⎯⎯

 FAIL  test/tidal.hidden.test.ts > TidalRateLimiter , randomized cross-check against the independent oracle > matches admissions, balances and BOTH timing fields over long mixed workloads
AssertionError: expected 1108 to be 1109 // Object.is equality

- Expected
+ Received

- 1109
+ 1108

 ❯ test/tidal.hidden.test.ts:341:34
    339|         expect(nearUnits(got.debtRemaining, exp.debtRemaining)).toBe(t…
    340|         expect(got.limit).toBe(capacity);
    341|         expect(got.retryAfterMs).toBe(exp.retryAfterMs); // exact, ora…
       |                                  ^
    342|         expect(got.resetMs).toBe(exp.resetMs); // exact, oracle-ground…
    343|         now += Math.floor(rnd() * (windowMs / 2));

⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯[1/2]⎯

 FAIL  test/tidal.hidden.test.ts > TidalRateLimiter , randomized cross-check against the independent oracle > matches under heavy borrowing churn near the overdraft edge (debt-biased steps)
AssertionError: expected 537 to be 538 // Object.is equality

- Expected
+ Received

- 538
+ 537

 ❯ test/tidal.hidden.test.ts:372:34
    370|         expect(nearUnits(got.remaining, exp.remaining)).toBe(true);
    371|         expect(nearUnits(got.debtRemaining, exp.debtRemaining)).toBe(t…
    372|         expect(got.retryAfterMs).toBe(exp.retryAfterMs);
       |                                  ^
    373|         expect(got.resetMs).toBe(exp.resetMs);
    374|         now += Math.floor(rnd() * (windowMs / 6));

⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯⎯[2/2]⎯

 Test Files  1 failed | 1 passed (2)
      Tests  2 failed | 21 passed (23)
   Start at  06:59:10
   Duration  1.11s (transform 205ms, setup 0ms, collect 243ms, tests 450ms, environment 0ms, prepare 169ms)

=== vitest exit status: 1 ===
RESULT: FAIL (reward=0)

Reproduce this trial: git checkout 2f94510 && PYTHONPATH=src python3 scripts/build_site.py , then open trial/trial_58aaf09bccc047f2. Re-running the agent live requires EVAL_PLATFORM_ENABLE_OAUTH_SMOKE=1 and is non-deterministic.

Trial trial_58aaf09bccc047f2 · verifier authoritative; classifier explanatory.