The History of Mathematical Proof in Ancient Traditions

418 Christine proust

Obverse

Column i 1–8 Column ii 9–13 Column iii 13–16

2. 5 12
   25 2.24


3. 48 1.15
   36 1.40
   2.5


4. 10 6
   25 2.24


5. 24 2.30
   36 1 .40
   4.10


6. 20 3
   25 2.24


7. 12 5
   36 1.40
   8.20
   1 6.40 9
   2.30 24
   3.[ 36 ] [1.40]
   6 10
   15 sic.40
   3 3.20 18
   10 6


8. 48 1.15


9. 15 4
   8 sic 6.40
   26.40
   33.20
   1.6.40 9
   10 6
   54 1.6.40
   [2].13.20 18
   [ 40 ] 1.30
   [ 27 ] 2.13.20
   4.26.40 9
   40 1.30


10. 30 2
    27 2.13.20
    4.26.40

8.53.20 18

2.40 22.30

6. 45 1.20
   9 6.40
   8.53.20
   17.46.40 9
   2.40 22.30
   3.22. 30 2


7. 45 1.20
   9 6.40
   8.53.20
   17.46.40
   36 sic.2sic3.20 18


8. 40 1.[30]
   [ 16 ] 3.4[5]
   5.37.30
   [1.41.1]5 4
   [6. 45 ] 1.20
   [ 9 ] 6.40
   [8.53].20
   [35.33].20
   [1].11.6.[40] 9


9. 40 1.[30]
   16 3.4[5]
   5.37.30
   50.37. 30 2
   1.41. 15 4
   6.4[5] 1.20
   9 6.40
   [8.5]3.[20]
   35.33.20
   1.11.6.40
   2.22.13.20 [18]


10. 40 22.30
    16 3.45
    1.24.22.30
    25.18.45 [16]
    6. 45 1.20
    9 [6.40]
    8.53.20
    [2.2]2.13.[20]
    4.44.26.40 [9]
    4 2.40 2[2.30]
    16 3.[45]
    1.24.22.30
    [12.3]9.22. 30 [2]
    [25.18].45 [16]
    [6. 45 ] [1.20]
    [ 9 ] [6.40]
    [8].53.20
    [2.22.13. 20]
    [4.44.26.40]
    [9.28].53.[20] [18]
    2.50. 40 [1.30]
    [4. 16 ] [3.45]
    [16] [3.45]
    14.3.[45]
    [2]1.5.3[7.30]
    [6.19.4]1. 15 [4]
    [25.18.45]* [16]
    [6. 45 ] [1.20]
    [ 9 ] [6.40]
    [8.53.20]
    2.[22.13.20]
    9.[28.53.20]
    18.57.[46.40] [9]
    [2.50. 40 ] [1.30]
    4.[ 16 ] [3.45]
    16 [3.45]
    [14].3. [45]
    [21.5.37.30]
    [3.9.50.37. 30 ] [2]
    [6.19.41. 15 ] [4]

(continued on the reverse)