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/ √((h^2)+(w^2) = diag
<
\ w/h = rel
‾√((h*rel)^2 + h^2) = diag(h*rel)^2 + h^2 - diag^2 = 0(h^2)*(rel)^2 + h^2 - diag^2 = 0t*rel^2 + t - diag^2 = 0$
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