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264

APPENDIX IV. § 1.

Euclid	Legendre		Cuthbertson		Henrici
		Page		Page		Page
13⁠Th 14⁠Th„ 15⁠Th„ 16 (a)Th„ ⁠(b)Th„ 17⁠Th„ 18⁠Th„ 19⁠Th„ 20⁠Th„ 21⁠Th„	Th⁠2 ⁠4 ⁠5 ⁠14 ⁠14„ ⁠8 ⁠9	7 9 „ 15 „ 11 12	Th⁠9 ⁠10 ⁠6 ⁠13 ⁠„ ⁠„ ⁠14 ⁠15 ⁠16 ⁠17	18 19 14 22 „ 23 24 25 26 27	Th Th Th„ Th„	62 108 „ 109
	II
22⁠Th 23⁠Th„	Pr⁠4	51	Pr⁠D ⁠E	30 31
	I
24⁠Th 25⁠Th„ 26 (a)Th„ ⁠(b)Th„	Th⁠10 ⁠Sch ⁠7	12 13 11	Th⁠18 ⁠19 ⁠3 ⁠25 Cor	28 29 6 43	Th Th„ Th„	133 „ 129
27⁠Th 28 (a)Th„ ⁠(b)Th„ 29 (a)Th„ ⁠(b)Th„ ⁠(c)Th„ 30⁠Th	Th⁠24 Sch ⁠Sch„ ⁠22 ⁠24 Cor 2 ⁠Sch ⁠24 ⁠25	28 „ 25 28 „ „ 29	Th⁠20 ⁠20„ ⁠20„ ⁠21 ⁠21„ ⁠21„ ⁠22	36 37 „ 38 „ 39 40	Th Th„ Th„ Th„ Th„ Th„ Th„	71 „ „ „ „ „ 72
	II
31⁠Pr	Pr⁠6	52	Lemma	34

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