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The _Plain Changes_ on five Bells.


There are _Six-score Changes_ to be _Rang_ on _five
Bells_, which are to be _Rang_, by observing a _whole
Hunt_, a _half Hunt_, and _three Extream Bells_; the
course of the _whole Hunt_, is the same with the _Hunt_
in the _Twenty-four Changes_, and _hunts_ up and down
in the same manner. The _half Hunt_ moves once, that
is, over one Bell every time, the _whole Hunt_ comes
before and behind the Bells; but when the _half Hunt_
is removed either before or behind the _Extream Bells_,
then there is an _Extream Change_ to be made. For Example,
I make the _Treble_ the _whole Hunt_, and _hunt_ it up;
and the _Second_ the _half Hunt_ and _half hunt_ it up,
making every _Extream Change_ between the two farthest
_Extream Bells_ from the _half Hunt_; the _Extream Bells_
are the _Third_, _Fourth_, _Fifth_: Now observe, that whereas
in the _Twenty-four Changes_, an _Extream Change_ was alwayes
made, when the _whole Hunt_ came before or behind the _Bells_,
in these _Six-score_ _Changes_ an _Extream_ is alwayes to be
made, when the _Half Hunt_ comes before or behind the _Extream