A general theory is developed to analyze Treble Dodging methods, for c
hange ringing extents, on n = 2 (mod4) bells, and then specialized to
six bells, by means of Schreier right coset graphs of comparatively lo
w order. The theory is then applied to the eight Treble Bob Minor meth
ods, the six Delight Minor methods, and the fifteen Surprise Minor met
hods that appear in the book Diagrams. In each case all possible exten
ts of the form [W(P, B)]m are obtained and exhibited, where P and B de
note the plain and bob leads, respectively, and W(P, B) is a word in t
hese two letters. This application is then extended to all 152 Treble
Dodging methods appearing in Collection of Minor Methods, Fifth Editio
n and beyond, to the classification and construction of additional Tre
ble Dodging minor methods, as appearing in Collection of Minor Methods
, Sixth Edition and in Treble Dodging Minor Methods.