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χ3 (ℓ) = □ [t (ℓ) - □ t (ℓ) 3 / □ [t (ℓ) - □ t (ℓ) 2 3/2; χ4 (ℓ) = □ [t (ℓ) - □ t (ℓ) 4 / □ [t (ℓ) - □ t (ℓ) 2 2 -3.
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χ3 (ℓ) = □ [t (ℓ) - □ t (ℓ) 3 / □ [t (ℓ) - □ t (ℓ) 2 3/2; χ4 (ℓ) = □ [t (ℓ) - □ t (ℓ) 4 / □ [t (ℓ) - □ t (ℓ) 2 2 -3.
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