Ontology:Q2681

1. S2–617 (pronounced 617. (S2))[S2] (pronounced (S2):) Two flames plus two ice cubes does not equal four ice cubes 1:(-)1:(-)1

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Properties

item type

S2 (C (pronounced Category)) 1:(-)1:(-)1

label (en)

S2–617 (pronounced 617. (S2))[S2] (pronounced (S2):) Two flames plus two ice cubes does not equal four ice cubes 1:(-)1:(-)1

alias (en)

Does two flames plus two ice cubes equal four ice cubes? (rhetorical question)

QID references [Item] 1:(-)1:(-)1

Q2680 Mathematics is an arbitrary painting from deterministic brushstrokes

color swatch references [Item]

jamming proposition or question 1:(-)1:(-)1

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instance of

jamming proposition or question 1:(-)1:(-)1

Item taking swatch from "instance of"

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prototype notes

jamming question to trip up philosophers who say that "two plus two must necessarily equal four" rather than realizing that mathematics is true according to definitions of regular rules. mathematics is one big field of multivariable equations, such as "z = x + y", which always work the way they have been defined to work, but cease to work that way as soon as we use a different definition, which is rather frequent. if we assume one flame melts exactly one ice cube, the flames and ice cubes problem can be phrased with negative numbers, and we have changed the definition of adding objects into subtracting objects just by saying that the same integer that can contain 2 can contain -2.

Components

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Wavebuilder combinations

[P] (pronounced P:) Wavebuilder (pronounced Wave-builder): forms result [Item]

[S2] If mathematics is purely arbitrary, Krillin can punch Chiaotzu for any answer

along with [Item]

Vegeta effect