atametsaGodimo

atametsaGodimo(palo)

The difference between atametsaGodimo and atametsa is that atametsaGodimo does not care about being near. However small the step above a whole number, it goes on to the next one:

• atametsaGodimo(9.03) is 10
• atametsaGodimo(9.97) is 10
• atametsaGodimo(9) is 9 — already whole

Below zero, “up” means toward 0: atametsaGodimo(-4.2) is -4.

Use it when a thing cannot be split: if you need enough rows to hold everything, atametsaGodimo gives you the number of rows.

Parameters

Name	Type	Description
palo	palo	The number to round up.

Examples

Enough rows to hold everything

Rerun ↻Open in editor ↗

tiro setaLoeto() {
  thalaKanefase(400, 400);
  bokamorago(242);
  tlogelaMothalo();

  metlha dilo = 23;
  metlha moMoleng = 6;

  // 23 / 6 ke 3.83 — mme go tlhokega mela e le 4
  metlha mela = atametsaGodimo(dilo / moMoleng);
  kwala(mela);

  diri eThadilweng = 0;

  gopheta (diri m = 0; m < mela; m = m + 1) {
    gopheta (diri k = 0; k < moMoleng; k = k + 1) {
      fa (eThadilweng < dilo) {
        tlatsaMmala(60, 140 + m * 20, 210);
        thalaSediko(70 + k * 52, 90 + m * 70, 34);
        eThadilweng = eThadilweng + 1;
      }
    }
  }
}

Steps — every number goes up

Rerun ↻Open in editor ↗

tiro setaLoeto() {
  thalaKanefase(400, 400);
  bokamorago(22, 26, 36);
  tlogelaMothalo();

  gopheta (diri x = 0; x < 400; x = x + 4) {
    // 0..400 go ya go 0..5, e bo e ya kwa godimo
    metlha tepisi = atametsaGodimo(x / 80);

    tlatsaMmala(70 + tepisi * 30, 150, 220 - tepisi * 20);
    thalaKhutlonne(x, 360 - tepisi * 60, 4, tepisi * 60);
  }
}

See also

atametsa, atametsaTlase, sesala, palotlalo