H==H===============H===============H===============H===============H==H H H | H | H | H | H H H H ·--|--· H ·--|--· H ·--|--· H ·--|--· H H H H | | | H | | | H | | | H | | | H H H H ·--|--|--|--· H ·--|--|--|--· H ·--|--|--|--· H ·--|--|--|--· H H H H | | | | | H | | | | | H | | | | | H | | | | | H H H H-|--|--|--|--|-H-|--|--|--|--|-H-|--|--|--|--|-H-|--|--|--|--|-H H H H | | | | | H | | | | | H | | | | | H | | | | | H H H H ·--|--|--|--· H ·--|--|--|--· H ·--|--|--|--· H ·--|--|--|--· H H H H | | | H | | | H | | | H | | | H H H H ·--|--· H ·--|--· H ·--|--· H ·--|--· H H H H | H | H | H | H H H #===============H===============H===============H===============# H H | H | H | H | H H ·--|--· H ·--|--· H ·--|--· H ·--|--· H H | | | H | | | H | | | H | | | H H ·--|--|--|--· H ·--|--|--|--· H ·--|--|--|--· H ·--|--|--|--· H H | | | | | H | | | | | H | | | | | H | | | | | H H----|--|--|--|--|-H-|--|--|--|--|-H-|--|--|--|--|-H-|--|--|--|--|----H H | | | | | H | | | | | H | | | | | H | | | | | H H ·--|--|--|--· H ·--|--|--|--· H ·--|--|--|--· H ·--|--|--|--· H H | | | H | | | H | | | H | | | H H ·--|--· H ·--|--· H ·--|--· H ·--|--· H H | H | H | H | H H | #===============H===============# | H H | H | H #=====================================================================# Finally, for _ten_ letters, I arrange 4 Octoliteral Diagrams, like the above, in a square, assigning them to the 4 Classes mn, mn', m'n, m'n'. We have now got 1024 Cells. § 8. _Solution of a Syllogism by various Methods._ The best way, I think, to exhibit the differences between these various Methods of solving Syllogisms, will be to take a concrete example, and solve it by each Method in turn. Let us take, as our example, No. 29 (see p. 102). "No philosophers are conceited; Some conceited persons are not gamblers. .'. Some persons, who are not gamblers, are not philosophers." pg180 (1) _Solution by ordinary Method._ These Premisses, as they stand, will give no Conclusion, as they are both negative. If by 'Permutation' or 'Obversion', we write the Minor Premiss thus, 'Some conceited persons are not-gamblers,' we can get a Conclusion in _Fresison_, viz.