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Update nonisographs
authored
Feb 07, 2026
by
Plaszczynski Stephane
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@@ -63,7 +63,4 @@ $`gap(N,W) \simeq 1/W\times 1/W \times 2/N \times 1/W =2/NW^3`$
fit : $
`\gamma=c(W)/N W^3 \quad, c(W=1)=2, c(W>50)=16`
$
## barbell-bistar crossing

