The point of departure was 230, the interval between IV Ahau and XIII Oc, to this was added 98 × 260 = 25,480, the sum being 25,710. The result of this number added to 11 Ahau-Katuns = 1,252,680, was 1,278,390, which number is not

revealed in the Manuscript. It is concealed in XIII Oc 3 Mol (2 Muluc). But 1,278,390 = 42,613 × 30, i.e., it is divisible by the interval XIII Oc-IV Ahau.

Now if we add to this large number the 30 set down in the Manuscript, the result will be the above-mentioned 1,278,420. This number in the Manuscript has the date IV Ahau 13 Chen. (2 Muluc). It is, of course, divisible by 30 and by 260, hence = 42,614 × 30 and 4917 × 260. It corresponds not merely in this respect with the largest number on page 31a, viz:—2,804,100, but also with regard to its divisibility by 78, 156, 195, which are all multiples of 13.

On page 45a, top left, there were doubtless five hieroglyphs, of which the two topmost ones are effaced. First we see only the sign of the eleventh or twelfth month, Zac or Ceh, with an uncertain number prefixed, then the signs for beginning and end are distinctly legible. Ceh begins and Zac ends the year of 364 days; see page 4 of my treatise "Zur Entzifferung V."

Pages 29b—30b.

We come now to the middle section of pages 29-45, in which we shall not be so hampered by obliteration in our attempts at interpretation, as we were in the upper section.

We have here first a Tonalamatl of the usual kind, arranged as follows:—

III 13 III 13 III 13 III 13 III
Ix
Cimi
Ezanab
Oc
Ik.

That is to say, the 52 days divided into four equal parts.

To these four divisions, as on page 23b, belong the four usual forms of animal food, which are joined in three places to Kan (bread) and probably denote sacrifice. They are, first a mammal, which, however, is erroneously represented by a fish; second, a fish, third an iguana and lastly a bird. I would add, that in the hieroglyphs above, the east, north, west and south correspond in turn with these representations of food.