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📅 May 4, 2026 👤 scraface

May 04, 2026

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However, we must subtract configurations that miss at least one of the...
\(A\) = configurations without I,
\(B\) = configurations without F,
\(C\) = configurations without M.
Each of these sets corresponds to assignments using only 2 types: \(2^...
|A| = |B| = |C| = 512
Now, intersections:
\(A \cap B\) = no I and no F → all M: only 1 configuration,
Similarly, \(A \cap C = 1\), \(B \cap C = 1\),
\(A \cap B \cap C = 0\) (impossible to have no types).

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