He's now in power at City Hall.

Is there a set that consists exactly of all the ordinal numbers? It is easy to see that the answer must be no. If there were such a set, then we could form the supremum of all ordinal numbers. That supremum would be an ordinal number greater than or equal to every ordinal number. Since, however, for each ordinal number there exists a strictly greater one (for example, its successor), this is impossible; it makes no sense to speak of the set of all ordinals.

During the feast held in Heorot to celebrate Beowulf's mortal wounding of Grendel, the poet has King Hrothgar's scop perform a 'lay' whose theme of death and disaster is clearly meant to act as a sort of balance to the unbridled joy of the hall-people.

Francesca saw the danger of allowing this apathy to increase, and would fain have laid down some determinate scheme, and sought some fixed home and employment, which must have brought its occupations, its habits, and, finally, its interests.