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st bells makes the double change, if the third be behind; but if it be before, the double is on the two first and two last; every bell lieth twice behind, except when the treble goes to lead, if the third be before; and note, when it is 1, 3, 2, there is a single in second and thirds places, which is twice, once at the Three-score end, and Six-score end. 12345 21435 24153 42513 24531 42351 24315 42135 41253 14523 15432 51342 53124 35214 53241 35421 53412 35142 31524 13542 15324 51234 52143 25413 52431 25341 52314 25134 21543 12453 14235 41325 43152 34512 43521 34251 43215 34125 31452 13425 14352 41532 45123 54213 45231 54321 45312 54132 51423 15243 12534 21354 23145 32415 23451 32541 23514 32154 31245 13254 12354 21534 25143 52413 25431 52341 25314 52134 51243 15423 14532 41352 43125 34215 43251 34521 43512 34152 31425 13452 14325 41235 42153 24513 42531 24351 42315 24135 21453 12543 15234 51324 53142 35412 53421 35241 53214 35124 31542 13524 15342 51432 54123 45213 54231 45321 54312 45132 41523 14253 12435 21345 23154 32514 23541 32451 23415 32145 31254 13245 12345 Old Doubles. On five Bells. This Peal call'd _Old Doubles_, is to be rang on five bells, wherein are Six-score changes, which are all Doubles, except only when the whole Hunt leads, and then there is always a single change made. It has a whole Hunt, a half Hunt, and three extream bells; every bell leads twice together all the way, and lies twice behind, except only when the whole Hunt leads, and then the bell behind lies there four times together, unless the extream is made behind, and then but twice. Every bell hunts in a perfect course, until the whole Hunt leads, and then the single is to be made, at which time the bell in seconds place lies there twice (unless the extream is made in second and thirds place) and every single change is made in third and fourths plac
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