APPENDIX IV. § 1.
265
Euclid | Wilson | Pierce | Willock | |||
Page | Page | Page
| ||||
13Th 14Th„ 15Th„ 16 (a)Th„ (b)Th„ 17Th„ 18Th„ 19Th„ 20Th„ 21Th„ |
Th1 „ „ Th7 Cor 4 Cor„ 9 11 13 Th |
8 „ 9 20 „ 21 22 24 35 |
§24 23 62 „ 40 |
8 7 18 „ 12 |
Th4 2 12 „ 6 6 (2) 7 |
11 10 13 „ 43 „ 44 |
22Th 23Th„ |
Pr5 5 Cor 1 |
43 44 |
143 136 |
40 39 |
1 9 |
54 37 |
24Th 25Th„ 26 (a)Th„ (b)Th„ |
Th17 19 16 |
27 29 26 |
63 54 |
19 16 |
12 12„ 10 11 |
47 „ 46 „ |
27Th 28 (a)Th„ (b)Th„ 29 (a)Th„ (b)Th„ (c)Th„ 30Th„ |
||||||
31Pr |