Axiom

autosave interval

how often the game saves automatically

export save

copy current save data to clipboard

import save

paste save data to restore a previous state

offline production

accumulate N while the game is closed

notation

number display format (suffix / scientific)

reset confirmation

show confirmation dialog before any reset

buy max

buy button purchases as many levels as affordable

reset

clear all progress and start over

dev

enter password to unlock developer tools

[ dev ] N ×2

multiply current N by 2 for testing

[ dev ] production boost

multiply production rate (e.g. 1e6). set 1 to disable

[ dev ] set N

accepts plain numbers or scientific (e.g. 1e50)

[ dev ] axiom count

set axiomCount for current run

[ dev ] theorem count

set theoremCount and force-unlock theorem

[ dev ] reserve pts

set sequence reserve pts (capped at current pts cap)

[ dev ] set τ

set current τ (tau) for orbit testing

[ dev ] τ boost

multiply τ/s rate (e.g. 1e6). set 1 to disable

⚠ this manual contains spoilers

progress may be more rewarding without it.

OPERATIONS

N is the core resource. It accumulates automatically every second and is shown in the top bar. Everything in the game is built around producing N faster and reaching the thresholds required for prestige resets.

Base production starts at 1 N/s. Upgrades form a multiplicative chain — each upgrade amplifies the one before it.

Successor

Adds +1 N/s to base production per level. The starting upgrade, available from the beginning.

cost: 10 N · scales ×1.8 per level

Addition unlocks at Successor lv.3

Introduces base value A = (level+1)^1.2. Production multiplied by A raised to a power set by Multiplication.

cost: 100 N · scales ×2.5 per level

Multiplication unlocks at Addition lv.2

Sets the exponent M applied to A. M = 1 + log₁₀(level+1) × 2.02. Production becomes base × A^M.

cost: 1,500 N · scales ×6 per level

Exponentiation unlocks later

Raises M to exponent E = 1 + log₁₀(level+1) × 0.3. Production becomes base × A^{(M^E)}.

cost: 5,000 N · scales ×95 per level

Upgrade costs rise exponentially with each level. Buy Max mode (Settings) purchases as many levels as affordable in a single click.

PRESTIGE

Prestige resets sacrifice current run progress in exchange for permanent multipliers that carry across all future runs. Each layer resets everything from the layer below it.

AXIOM first prestige layer

Resets N and all upgrade levels. Grants ×1.75 permanent production multiplier per axiom.

req: 10,000 N for the first axiom · scales as 10K × 2^{(n × 1.09ⁿ)}

ax.3base production gains +2 N/s per total axiom (e.g. +8 N/s at ax.4)

ax.5all upgrade costs permanently reduced by 25%

ax.7multiplier retroactively becomes ×1.62 per axiom for all past and future axioms

THEOREM unlocks at ax.10

Resets N, all upgrade levels, and all axioms. Axiom multipliers are lost. Grants ×1.5 permanent production multiplier per theorem.

req: 100B N for the first theorem · scales much faster than axiom

Each theorem unlocks new mechanics. The axiom multiplier is gone after a theorem reset, but the theorem multiplier replaces it at a different scale.

SEQUENCES

Sequences unlock at th.3. They provide a multiplier to all production and operate as the top-level prestige loop — a sequence reset resets everything below it.

Points (pts)

Performing a sequence reset earns pts based on current N, then resets N, axioms, upgrades, and theorems.

formula: floor( log₃(N ÷ 500,000) ) · first pt at 500K N, each next needs 3× more

Pts accumulate in a reserve pool and are never reset by any action. Allocate them to sequence variables via sliders to boost the active sequence's multiplier.

Arithmetic Sequence (a, a+d, a+2d, ...)

Buy 5 terms to complete one cycle. Each completion multiplies production by a growing factor.

term cost: 50M N × 5^{total terms bought} · completion mult: ×1.3 base, increasing by step each cycle

var a+10% to base multiplier per pt

var d+0.025 to per-completion step per pt (base step: 0.1)

Reformulate costs 100 pts

Switches the active sequence from Arithmetic to Geometric. Resets completions. Refunds allocated pts to reserve first.

Each reformulate earns ref pts equal to your reformulate count: 1st = 1 pt, 2nd = 2 pts, 3rd = 3 pts, ...

Geometric Sequence (a, a·r, a·r², ...)

Same 5-term cycle structure as arithmetic, but the multiplier scales exponentially with completions.

term cost: 5B N × 4^{total terms bought}

var a+8% to flat multiplier per pt

var r+0.05 to ratio per pt (base ratio: 1.5) · mult = (1 + a×0.08) × ratio^completions

Ref multiplier

ref pts accumulate as triangular numbers: after n reformulates, total = 1+2+...+n = n(n+1)/2.

ref mult = 2^{ref pts} · applied to all sequence production · never resets under any condition.

example: 3 reformulates → 6 ref pts → ×2⁶ = ×64 on top of sequence mult

???