One becomes two, two becomes three, and by means of the third and fourth achieves unity; thus two are but one.


Quoted in R. Patai, The Jewish Alchemists (1994)


One becomes two, two becomes three, and by means of the third and fourth achieves unity; thus two are but one.

One becomes two, two becomes three, and by means of the third and fourth achieves unity; thus two are but one.

One becomes two, two becomes three, and by means of the third and fourth achieves unity; thus two are but one.

One becomes two, two becomes three, and by means of the third and fourth achieves unity; thus two are but one.