| III 2. | |||||
| 1. | 9. | XII Ix | 14. | 102. | I Manik |
| 2. | 14. | IV Cauac | 15. | 115. | I Ahau |
| 3. | 15. | V Ahau | 16. | 126. | XII Chuen |
| 4. | 25. | II Oc | 17. | 127. | XIII Eb. |
| 5. | 31. | VIII Cib | 18. | 135. | VIII Ahau |
| 6. | 33. | X Eznab | 19. | 141. | I Cimi |
| 7. | 44. | VIII Muluc | 20. | 145. | V Oc |
| 8. | 51. | II Cib | 21. | 147. | VII Eb |
| 9. | 54. | V Cauac | 22. | 160. | VII Chicchan |
| 10. | 66. | IV Chuen | 23. | 166. | XIII Chuen |
| 11. | 74. | XII Cauac | 24. | 172. | V Caban |
| 12. | 78. | III Akbal | 25. | 180. | I Chicchan |
| 13. | 91. | III Cib | 26. | 182. | III Manik |
In the same way I will tabulate the second group of 182 days, but in this case I shall place the fourth line before the third, which is probably correct, and which shows for the first time parallelism of the two rows:—
| XIII 20. | |||||
| 1. | 9. | IX Eb | 14. | 102. | XI Chicchan |
| 2. | 14. | I Caban | 15. | 115. | XI Ezanab |
| 3. | 15. | II Ezanab | 16. | 126. | IX Muluc |
| 4. | 25. | XII Lamat | 17. | 127. | X Oc |
| 5. | 31. | V Ix | 18. | 135. | V Ezanab |
| 6. | 33. | VII Cib | 19. | 141. | XI Kan |
| 7. | 44. | V Manik | 20. | 145. | II Lamat |
| 8. | 51. | XII Ix | 21. | 147. | IV Oc |
| 9. | 54. | II Caban | 22. | 160. | IV Akbal |
| 10. | 66. | I Muluc | 23. | 166. | X Muluc |
| 11. | 74. | IX Caban | 24. | 172. | III Men |
| 12. | 78. | XIII Imix | 25. | 180. | XI Akbal |
| 13. | 91. | XIII Ix | 26. | 182. | XIII Chicchan |
It would be very essential now to know what place these days occupy in the year, and what year is meant; the answer to one of these questions would at the same time solve the other.
Now I think I come nearer to the solution of this problem by assuming that the pictures and hieroglyphs refer here only to
the more important of the two days, XIII Akbal, and that III Chicchan is represented only by the numbers of the series. Thus both the pictures and the hieroglyphs of the two sections connect without the interval of 218 days, which must be assumed in the case of the numbers.
Here, as is usually the case of series, we have to begin at the bottom. Now the first group of the lower half of page 65 contains the sign 9 Kan. If, as it seems, this actually denotes the year, then the day XIII Akbal must be the first of the eleventh month, i.e., the 201st day of the year. Hence I will again set down the twenty-six dates, but add to them the position in the year.
| 0. | XIII Akbal I Zac (9 Kan) | 14. | 102. | XI Chicchan 3 Pax | |
| 1. | 9. | IX Eb 10 Zac | 15. | 115. | XI Ezanab 16 Pax |
| 2. | 14. | I Caban 15 Zac | 16. | 126. | IX Muluc 7 Kayab |
| 3. | 15. | II Ezanab 16 Zac | 17. | 127. | X Oc 8 Kayab |
| 4. | 25. | XII Lamat 6 Ceh | 18. | 135. | V Ezanab 16 Kayab |
| 5. | 31. | V Ix 12 Ceh | 19. | 141. | XI Kan 2 Cumhu |
| 6. | 33. | VII Cib 14 Ceh | 20. | 145. | II Lamat 6 Cumhu |
| 7. | 44. | V Manik 5 Mac | 21. | 147. | IV Oc 8 Cumhu |
| 8. | 51. | XII Ix 12 Mac | 22. | 160. | IV Akbal 21 Cumhu |
| 9. | 54. | II Caban 15 Mac | 23. | 166. | X Muluc 2 Pop (10 Muluc) |
| 10. | 66. | I Muluc 7 Kankin | 24. | 172. | III Men 8 Pop |
| 11. | 74. | IX Caban 15 Kankin | 25. | 180. | XI Akbal 16 Pop |
| 12. | 78. | XIII Imix 19 Kankin | 26. | 182. | XIII Chicchan 18 Pop |
| 13. | 91. | XIII Ix 12 Muan |
Let us now prove the correctness of my theory by an examination of groups 22 and 23. In 22 the 160th day of this period, the 361st day of the year is reached, i.e., the first of the five Uayeyab days. The year 9 Kan is ended and the year 10 Muluc is not yet reached. In the corresponding picture we see B occupied in conveying in a bag the image of God K to whom belongs the next year. B is armed with the official staff and the bag also contains water (rain). In the 23d group the 166th day has passed and the second of the year 10 Muluc is reached, which gives the name to this year. The first hieroglyph shows two personages sitting back to back. This representation is repeated on a larger scale below in the Janus picture of B who is sitting on signs of planets. The second hieroglyph, with equal fitness, represents a clamp, which is intended for fastening two