by turns, and lies there twice together and then _hunts_
up again: The 1, 2 and 3 goes the _six changes_, one of
which is made every time, either of the _whole Hunts_ lies
before the Bells, as in the following _Changes_, where the
_fifth_ hunts down the _first_; and lying before the Bells,
there is a _change_ made between the 1 & 2, which is one of
the _six changes_; and then the _fifth_ _hunts_ up again
into its place, and the _fourth_ _hunts_ down, which lying
before the Bells, there is another of the _six changes_
made between the 1 and 3, and then the _fourth_ _hunts_ up
again, and the _fifth_ _hunts_ down next; in which course
it continues to the end of the _Peal_, each of the _whole
Hunts_ lying but twice at one time before the Bells, as in
these following _changes_.

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