Generator

arrangements-by-exponent

One row per counted pair, with a mark under each exponent that reaches it. Indexed this way the table has 20 arrangements rather than 15 destinations, because the same pair occurs at several divergences as the rise moves along its own rung and the same divergence occurs with several pairs. four arrangements are reached only by the two steep falloffs and two only by the two shallow ones, which is the same question asked in both directions.

The 20 arrangements the settling table reaches, and which falloffs reach them. One row per counted pair, with a mark under each exponent that reaches it. Indexed this way the table has 20 arrangements rather than 15 destinations, because the same pair occurs at several divergences as the rise moves along its own rung and the same divergence occurs with several pairs. four arrangements are reached only by the two steep falloffs and two only by the two shallow ones, which is the same question asked in both directions.

Drawn at its defaults, in every destination, counted. It takes no options at all, so every essay calling it gets this exact drawing.

Called by 1 essay

the blast radius of changing it

Where the angle comes from

A list that was a rounding

Three destinations only a steep falloff reaches, read at two grid steps. Thirteen, read at a tenth of a degree. And four arrangements, read by what the counter returns rather than by the angle — a different four, with one the angle reading hides.

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