Placeholder: \partial T_*^e / \partial (100 C_M) = -3.9 (SR)_*^T + (DLR)_*^T = \sigma (T_*^{Re})^4 e_s(T) = 6.11 \times 10^{\left(\frac{7.5 T}{237.3 + T}\right)} r(T, h) = \left(\frac{0.622\, h\, e_s(T)}{p - h\, e_s(T)}\right) < r_{\min} \partial T_*^e / \partial (100 C_M) = -3.9 (SR)_*^T + (DLR)_*^T = \sigma (T_*^{Re})^4 e_s(T) = 6.11 \times 10^{\left(\frac{7.5 T}{237.3 + T}\right)} r(T, h) = \left(\frac{0.622\, h\, e_s(T)}{p - h\, e_s(T)}\right) < r_{\min}

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\partial T_*^e / \partial (100 C_M) = -3.9 (SR)_*^T + (DLR)_*^T = \sigma (T_*^{Re})^4 e_s(T) = 6.11 \times 10^{\left(\frac{7.5 T}{237.3 + T}\right)} r(T, h) = \left(\frac{0.622\, h\, e_s(T)}{p - h\, e_s(T)}\right) < r_{\min}

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