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la propriété précédente. Pour les mêmes raison : $\ce{U\&Pa\&Th} \in C_{t_0+302},\quad$ $\ce{U\&Pa\&Th\&Ac} \in C_{t_0+303},\quad$ $\ce{U\&Pa\&Th\&Ac\&Ra} \in C_{t_0+303},\dots$ et ainsi de suite. +3. Soit $L$ une chaîne différente de $[\;]$ ou $[22]$. - = $\ce{He -> Hf.Pa.H.Ca.Li}$ # Exemples -