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[^5]: If one uses the true SFRs instead of the empirically derived ones, the best fitting value is $h = 1.0$ (ESF01).

[^6]: This case is analogous to the URCA process for $\gamma$-rays where $\gamma$-rays produced by the decay of neutral pions take away electrons from the target.

[^7]: The compactness of the cloud at $1~{\rm kpc}$ is assumed to be similar to the bulge gas in our Galaxy (Habing, priv. comm.).

[^8]: The specific luminosity is defined as the luminosity emitted per unit H-atom.

[^9]: The anisotropy of the velocity field of the bulge gas is much larger than that of the disk gas.

[^10]: These values are obtained by deriving the local values for the $\alpha’$ parameter within the expanding shell of the preceding SNe in accordance with the local values for the ambient ISM densities. In the case of the HCN and HNC transitions, the maximum value of the $\alpha’$ parameter corresponds to the $\Delta v$-value of the HCN J=11$\rightarrow$10 line.
Aqueous dilution test for the prediction of the volatile mercury fraction in human blood.
Estimation of the bioavailable concentration of mercury in blood is the most useful method of assessing the health risk caused by mercury. The volatile mercury fraction in blood is estimated using the aqueous dilution test. The method involves mixing blood with an excess amount of aqueous HgCl2 solution, followed by the introduction of CH3HgBr as a reagent. The Hg2+ complex of methyl mercury is determined by atomic absorption spectrophotometry. The kinetics of the dilution process is evaluated by the natural logarithm of the blood/aqueous solution volume ratio (L

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