************************************************************************ * * * This method collection is the copyright of Anthony P. Smith. * * * * You are welcome to make copies of the material for your own use. * * * * You may distribute copies to others provided that you do not do so * * for profit and provided that you include this copyright statement. * * * * If you modify the material before distributing it, you must * * include a clear notice that the material has been modified. * * * ************************************************************************ Anthony P. Smith ------------ COLLECTION OF TREBLE PLACE METHODS ------------- December 2024 ------------- CONTENTS Introduction INTRO.TXT Minimus methods TPL4.TXT Doubles methods TPL5.TXT Minor methods TPL6.TXT Triples and higher stage methods TPL7.TXT Alphabetical Index TPLIND.TXT INTRODUCTION This collection contains rung Treble Place methods for all stages from Minimus upwards. Each method entry consists of an index number, the name, place notation, lead head produced, date and place of the first peal and references. The index number is only significant within this edition of this collection. Double-hunt methods are grouped according to the symmetry of their place notations. This symmetry is indicated by (a), (b) or (c) in the table headings, where (a) means symmetric like Grandsire, (b) means symmetric like Plain Bob and (c) means asymmetric. For palindromic single-hunt and double-hunt (b) methods the place notation is given up to and including the half lead place, followed by the lead end place. For double-hunt (a) methods the place notation is given up to and including the places made while the hunt bells cross behind. For double-hunt (c) and non-palindromic methods the entire place notation is given. For methods with Plain Bob lead heads, the lead head produced is given by a code from the following table. Lead heads for single-hunt methods are in the top left and bottom right hand sections, codes a - f and p - q are for seconds place lead ends and codes g - m and r - s for lead ends with no internal places. Lead heads for double-hunt methods are in the top right and bottom left hand sections. For methods with non-Plain Bob lead heads the actual lead head is given. TABLE OF PLAIN BOB LEAD HEAD CODES ----------------------------------------------------------------------------------------------------- | Minimus Minor Major Royal Maximus | Doubles Triples Caters Cinques | |----------------------------------------------------|----------------------------------------------| | a 1342 135264 13527486 1352749608 13527496E8T0 g | a 12534 1253746 125374968 12537496E80 g | | b - 156342 15738264 1573920486 157392E4T608 h | b - 1275634 127593846 127593E4068 h | | c - - 17856342 * 1795E3T20486 j | c - - 129785634 * j | | c1 - - - 1907856342 19E7T5038264 j1 | c1 - - - 12E90785634 j1 | | c2 - - - - 1ET907856342 j2 | | | d2 - - - - 1T0E89674523 k2 | | | d1 - - - 1089674523 108T6E492735 k1 | d1 - - - 120E8967453 k1 | | d - - 18674523 * 18604T2E3957 k | d - - 128967453 * k | | e - 164523 16482735 1648203957 1648203T5E79 l | e - 1267453 126849375 1268403E597 l | | f 1423 142635 14263857 1426385079 142638507T9E m | f 12453 1246375 124638597 124638507E9 m | |----------------------------------------------------|----------------------------------------------| | p - 125364 12537486 1253749608 12537496E8T0 r | p 13524 1352746 135274968 13527496E80 r | | p1 - - - 1297058364 1297E5T30486 r1 | p1 - - 179583624 1795E302846 r1 | | q1 - - - 1280694735 12806T4E3957 s1 | q1 - - 186947253 18604E29375 s1 | | q - 124635 12463857 1246385079 124638507T9E s | q 14253 1426375 142638597 142638507E9 s | ----------------------------------------------------------------------------------------------------- Entries for methods which appeared in the Collection of Minor Methods, 6th edition, 1984, include a method number in a column headed CCC. So far as possible method entries include a Ringing World reference of the form year/page or, for the years 1911 to 1916, volume/page preceded by the letter V. Collection created and maintained by Anthony P. Smith Email smith_a_p@btinternet.com