Phi practice Counting in Phi: the ternary numerals and the four natures

Reading 1 of 11

Workbook

Counting in Phi: the ternary numerals and the four natures

A practice companion to the manual

Phi counts in threes, with three digit words, four scale words, and four optional words for classifying what is counted. The doctrine belongs to the manual (chapter 12 owns the teaching, and documents/grammar/numeral_reference.md is the canonical working reference), so this pamphlet supplies the practice: reading and producing, classifying and judging, estimating and calculating.

Two skills interleave throughout. The first is structural: composing and decomposing quantities on the ternary scale within Phi's exact range of 0-242. The second is contextual and harder: the honest about, choosing among an exact numeral, a bare scale estimate, a quantifier such as sheloi (many) or henoi (enough), and separately preserved source material. No one choice is inherently more honest; accuracy means matching the form to what is known and what the situation requires, and when a scale is all you know, the sentence gets shorter as it gets truer.

By the end of this pamphlet, you will:

  • Read and produce quantities through eight as a foundation, work through twenty-six, and recognize the extended exact range through 242 as needed
  • Choose among himo, lipha, themo, and nophe by the nature-now rule, including the edge cases
  • Say about, many, a great many, and enough, and explain when an estimate or exact source record is appropriate
  • Mark position with nu, date a journal, and order a story's days
  • Do integer arithmetic in full sentences with the mandatory nela boundary and the five verbs, and compare magnitudes with sharoi and thenoi
  • Count a market day from eggs to ideas while treating classifiers as meaningful options rather than guarantees of respect

This pamphlet assumes the particle system (manual ch9) and basic noun phrases (ch11). It is a companion to manual Part IV, chapter 12, and to the numeral reference.

Phi has no way to rattle off figures: a long count is conspicuous, and its length asks what the figures measure. When the figures themselves must survive, exact notation rides beside the Phi passage as source material.