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The Heat: World Food Day | Hunger and food insecurity

1K views • 2wk ago
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@Realme-s2w1e
@@Realme-s2w1eImported2wk ago
mathemetica<br><br>The 240 roots of E8 sit inside Pascal’s eighth row. Golden-ratio powers are built from consecutive Fibonacci numbers, which also appear as the triangle’s diagonal sums. The row sums to 2^8 = 256. Removing the two 8’s leaves 128 + 112, the exact partition of E8 roots into half-integer and integer vectors. Binary matching then identifies the remaining signed permutations with those roots. One counting argument links the golden ratio, binomial coefficients, and E8.