Data from: Shifting milestones of natural sciences: the ancient Egyptian discovery of Algol's period confirmed

The Ancient Egyptians wrote Calendars of Lucky and Unlucky Days that assigned astronomically influenced prognoses for each day of the year. The best preserved of these calendars is the Cairo Calendar (hereafter CC) dated to 1244–1163 B.C. We have presented evidence that the 2.85 days period in the lucky prognoses of CC is equal to that of the eclipsing binary Algol during this historical era. We wanted to find out the vocabulary that represents Algol in the mythological texts of CC. Here we show that Algol was represented as Horus and thus signified both divinity and kingship. The texts describing the actions of Horus are consistent with the course of events witnessed by any naked eye observer of Algol. These descriptions support our claim that CC is the oldest preserved historical document of the discovery of a variable star. The period of the Moon, 29.6 days, has also been discovered in CC. We show that the actions of Seth were connected to this period, which also strongly regulated the times described as lucky for Heaven and for Earth. Now, for the first time, periodicity is discovered in the descriptions of the days in CC. Unlike many previous attempts to uncover the reasoning behind the myths of individual days, we discover the actual rules in the appearance and behaviour of deities during the whole year.data2.txtThe selected word (SW) identified on day (D) of month (M) in CC. The daily prognosis (Prog) combinations are "GGG" (All lucky), "SSS" (All unlucky), "---" (All unknown) or "HET" (Heterogeneous). The same SW identifed at the same date by Leitz (1994) (Ltz="Yes" or "No") and Bakir (1966(Bkr="Yes" or "No").data3.txtThe n = 6x564 time point t_i values of SSTP=1, 3, 5, 7, 9 and 11 of Table 3 in Jetsu et al. (2013).data4.txtThe day (D) and month (M) values in CC used in computing the time points (t_i) for the days with the prognoses "GGG" and "SSS". These t_i are needed in computing the binomial distribution probabilities Q_B. There are N_G=177 and N_S=105 days with a "GGG" and "SSS" combination.tableS1.pyThis is a Python 3 program tableS1.py. The input files are data2.txt and data4.txt. This program can be used to reproduce and replicate all results in S1 Table. Copy the files data2.txt, data4.txt and tableS1.py to the same directory. Give the command "python3 tableS1.py". The program asks three questions. Answer these questions and the results are displayed on the screen