Make standing cost money to keep, in both settings
Each pack declares a lifestyle tier, bought on the second rung and charged for every cycle after: Corporate Ladder's car and address, the Frontier's bay and the room over the Ellis place. Falling behind what the job expects costs standing, in steps that steepen as standing rises. A Dispatch coordinator keeping up fully nets -21 a week and earns the difference out of the days. No engine change; the only interface change is a tier display format. Sized by measurement, not feel (DECISIONS #36): a -2/week penalty is invisible against Dispatch's standing gains, and a player who chases standing every turn beats any flat penalty — 99 standing while buying nothing, and $2,245 richer than one who kept up. Hence the top step. Two defects fixed on the way. The conformance suite excluded debt from the economic baseline by matching /debt|owed|loan/i on path names, which would have counted every lifestyle tier into it; packs now declare tuning.baselineExcludes. And 'the promotion leaves a player better off' pooled end balances across archetypes that do not spend alike, so it measured the mix — it is now derived from the upkeep arithmetic. Co-Authored-By: Claude Opus 5 <noreply@anthropic.com> Claude-Session: https://claude.ai/code/session_01RxdJFbLq1rBKsUeticGV1g
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co-authored by
Claude Opus 5
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@@ -19,16 +19,40 @@ import { test } from 'node:test';
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import assert from 'node:assert/strict';
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import { corporateLadder as pack } from '../content/corporateladder/index.js';
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import { startGame, currentTurn, takeTurn } from '../src/engine/game.js';
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import { check } from '../src/engine/conditions.js';
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import { play, sweep, median } from './fixtures/strategies.js';
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/**
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* Net money from upkeep per week for a player in a given position: at a stage,
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* at a lifestyle tier, owing nothing.
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*
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* Derived rather than simulated. Comparing simulated end-balances between
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* promoted and unpromoted players looks like the obvious test and is
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* confounded: which archetypes get promoted is not independent of how they
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* spend, so the pooled medians mostly measure the archetype mix. It passed for
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* two releases and then inverted the moment there was something to spend on.
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*/
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function netPerCycle(position) {
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const state = { debt: 0, lifestyle: 0, reputation: 0, ...position };
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const cycle = pack.calendar?.cycleLength ?? 1;
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return (pack.upkeep ?? [])
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.filter((entry) => check(state, entry.requires).passed)
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.reduce((total, entry) => total + entry.effects
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.filter((e) => e.path === 'money' && e.op === 'add')
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.reduce((sum, e) => sum + e.value, 0) * (cycle / (entry.every ?? 1)), 0);
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}
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test('the promotion is worth taking, and reachable by a deliberate player', () => {
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const { byStrategy } = sweep(pack, { seeds: 12, turns: 200 });
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const promoted = Object.values(byStrategy).flat().filter((s) => s.stage === 'dispatch');
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const stayed = Object.values(byStrategy).flat().filter((s) => s.stage === 'mailroom');
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assert.ok(promoted.length > 0 && stayed.length > 0, 'both outcomes should occur');
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assert.ok(median(promoted.map((s) => s.money)) > median(stayed.map((s) => s.money)),
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'the coordinator wage should leave a player better off');
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const mailroom = netPerCycle({ stage: 'mailroom' });
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const coordinator = netPerCycle({ stage: 'dispatch' });
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assert.ok(coordinator > mailroom + 40,
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`dispatch nets ${coordinator} a week against the mailroom's ${mailroom}`);
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// A player actually pursuing it should get there mid-run, not at the very
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// end — the mailroom is a career, not a tutorial.
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@@ -44,6 +68,63 @@ test('the promotion is worth taking, and reachable by a deliberate player', () =
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assert.ok(typical > 40 && typical < 90, `promotion landed at turn ${typical}`);
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});
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/**
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* Play to `turns` chasing standing, buying the lifestyle or refusing to.
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*
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* Two players differing in exactly one habit. The archetype sweep cannot
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* answer this question: which archetypes get promoted is not independent of
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* how they spend, so its pooled medians compare populations, not policies.
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*/
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function chaseStanding({ seed, keepUp, turns = 200 }) {
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const buys = (r) => (r.option.effects ?? []).some((e) => e.path === 'lifestyle');
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const gain = (r) => (r.option.effects ?? [])
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.filter((e) => e.path === 'reputation' && e.op === 'add')
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.reduce((sum, e) => sum + e.value, 0);
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let state = startGame(pack, { seed: `standing-${seed}` });
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for (let t = 0; t < turns; t++) {
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const turn = currentTurn(pack, state);
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const available = turn.options.filter((o) => o.available);
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const buy = available.find(buys);
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const chosen = (keepUp && buy)
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? buy
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: [...available.filter((o) => keepUp || !buys(o))].sort((a, b) => gain(b) - gain(a))[0]
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?? available[0];
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state = takeTurn(pack, state, chosen.option.id).state;
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}
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return state;
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}
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test('standing costs money to keep, and the top of it cannot be worked for', () => {
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// Derived: each tier is a real weekly charge, and a coordinator keeping up
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// fully is running at a loss on upkeep alone. That is the answer to "money
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// stops mattering late" — it stopped mattering because standing was free.
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const plain = netPerCycle({ stage: 'dispatch' });
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const car = netPerCycle({ stage: 'dispatch', lifestyle: 1 });
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const address = netPerCycle({ stage: 'dispatch', lifestyle: 2 });
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assert.ok(car < plain - 25, `the car costs ${plain - car} a week`);
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assert.ok(address < car - 35, `the address costs ${car - address} a week`);
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assert.ok(address < 0,
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`a coordinator keeping up nets ${address} a week and has to earn the difference`);
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// Simulated, controlled: the ceiling. Without the top step a player who
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// chased standing every turn held 99 while buying nothing, which made the
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// whole system a tax on inattention rather than a choice.
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const never = [];
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const keeps = [];
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for (let seed = 0; seed < 8; seed++) {
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never.push(chaseStanding({ seed, keepUp: false }));
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keeps.push(chaseStanding({ seed, keepUp: true }));
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}
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const standing = (runs) => median(runs.map((s) => s.reputation));
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assert.ok(standing(never) <= 90,
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`a coordinator who buys nothing reached ${standing(never)} standing`);
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assert.ok(standing(keeps) >= 95,
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`a coordinator who keeps up reached only ${standing(keeps)} standing`);
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assert.ok(median(keeps.map((s) => s.money)) < median(never.map((s) => s.money)),
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'and the difference is paid for out of the balance');
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});
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test('hard times is uncommon for a careful player and real for a careless one', () => {
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const countHardTimes = (strategy) => {
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let days = 0;
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