_Grandsire Bob_ _&c._ and twenty four changes in every double Course, as in _Colledg Bob_, _&c._ the change wherein the _Hunt_ leaves leading being the first change of every Course. Now the methods of these peals being well considered, they will be found more easie than at the first view they may seem to be; for the first Course of any Cross Peal being judiciously viewed, the general method of the whole peal will thereby appear: for all the Courses in a Cross peal do agree in these three respects. First, in the motion of the _Hunt_; secondly, in the motion of the rest of the notes; thirdly, in the making of the changes, which will plainly appear in the following peals, (some few changes in each peal only excepted, as hereafter I shall shew in my Directions to the several peals:) for proof of which I will give an instance in the peal of new Doubles upon five bells, these being the three first Courses of the peal. Wherein ’tis observable, that the last change of the first Course which is 13524, I have set down again at the top of the second Course; and likewise the last change of the second Course which is 15432, I have also put at the top of the third course; which I have done for the plainer Demonstration of what I here intend. So that the ten lowermost changes are the ten changes of each Course. First │ 2d │ 3d Course│Course│Course │ │ 12345 │13524 │15432 ──────┼──────┼────── 21354 │31542 │51423 23145 │35124 │54132 32415 │53214 │45312 23451 │35241 │54321 32541 │53421 │45231 23514 │35412 │54213 32154 │53142 │45123 31245 │51324 │41532 13254 │15342 │14523 13524 │15432 │14253 First therefore, as to the motion of the _hunt_, the 1 which is the _hunt_ moves directly up behind, where it lieth twice, and then down again to lead, where it lieth also twice; as appears in each of these three Courses, and the like also throughout the peal.