The hieroglyphic inscriptions on the first tablet include a list of servants, which is followed by a mathematical text.
[5] The first half of the tablet details five multiplications of a hekat, a unit of volume made up of 64 dja, by 1/3, 1/7, 1/10, 1/11 and 1/13.
The answers were written in binary Eye of Horus quotients and exact Egyptian fraction remainders, scaled to a 1/320 factor named ro.
In 2002, Hana Vymazalová obtained a fresh copy of the text from the Cairo Museum, and confirmed that all five two-part answers were correctly checked for accuracy by the scribe that returned a 64/64 hekat unity.
Minor typographical errors in Daressy's copy of two problems, the division by 11 and 13 data, were corrected at this time.
Checking the work required the scribe to multiply the two-part number by 11 and showed the result 63/64 + 1/64 = 64/64, as all five proofs reported.
The mistake takes place in exactly the same place in each of the versions of this problem, but the scribe manages to find the correct answer in spite of this error since the 64/64 hekat unity guided his thinking.
The fourth copy of the 1/7 division contains an extra minor error in one of the lines.
Some examples include: The Ebers Papyrus is a famous late Middle Kingdom medical text.
Its raw data were written in hekat one-parts suggested by the Akhim wooden tablets, handling divisors greater than 64.