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The Gentile Times Reconsidered Chronology Christ

An historical and biblical refutation of 1914, a favorite year of Jehovah's Witnesses and other Bible Students. By Carl Olof Jonsson.

An historical and biblical refutation of 1914, a favorite year of Jehovah's Witnesses and other Bible Students. By Carl Olof Jonsson.

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Furuli’s First Book 439<br />

chronological statements as truth and nothing but the truth. This is the reason<br />

why Ptolemy’s statements are the very backbone of the modern New<br />

Babylonian chronology.” (p. 73) But Furuli admits that the chronology of<br />

Ptolemy’s Canon existed hundreds of years before Ptolemy, so how can<br />

accusations against Ptolemy be a problem? Whether he was a fraud or not is<br />

irrelevant to the evaluation of the reliability of the Ptolemaic Canon, which also, and more<br />

correctly, is called the Royal Canon. (See GTR 4 , Ch. 3, A-2, ftn. 21.)<br />

Ptolemy’s Canon—the foundation of ancient chronology?<br />

So what about Neugebauer’s statement that “the data from the Almagest<br />

provide the backbone for all modern chronology of antiquity?” <strong>The</strong> answer is<br />

that Furuli quotes it out of context. It appears in Neugebauer’s work, A History<br />

of Ancient Mathematical Astronomy, Part Three (Berlin/Heidelberg,/New York:<br />

Springer-Verlag, 1975, p. 1071), in a section in which Neugebauer describes<br />

“<strong>The</strong> Foundations of Historical <strong>Chronology</strong>.” In this section, he uses the word<br />

“modern” in the broader sense (i.e., the period since the breakthrough of<br />

modern astronomy in the 16th century). In the very next sentence, Neugebauer<br />

mentions the “modern scholars” who he says used Ptolemy’s dates as a basis<br />

for their chronology: Copernicus (1473-1543), Scaliger (1540-1609), Kepler<br />

(1571-1630), and Newton (1643-1727).<br />

Neugebauer’s statement, then, refers to the situation that has prevailed<br />

during the past 400 years. But he further explains that, more recently, securely<br />

established chronological data of ancient observations have been obtained from<br />

the “great wealth of observational records assembled in Babylonia during the<br />

last three or four centuries B.C.” <strong>The</strong>se data have enabled scholars to check the<br />

Canon and confirm its reliability. (Neugebauer, pp. 1072, 1073)<br />

Some years earlier, in a review of A. J. Sachs (ed.), Late Babylonian<br />

Astronomical and Related Texts (LBAT) (1955), Neugebauer emphasized the<br />

importance of the Babylonian astronomical texts for the Mesopotamian<br />

chronology. Of their value for establishing the chronology of the Seleucid era,<br />

for example, he explained:<br />

“Since planetary and lunar data of such variety and abundance define<br />

the date of a text with absolute accuracy—lunar positions with respect to<br />

fixed stars do not even allow 24 hours of uncertainty which is otherwise<br />

involved in lunar dates—we have here records of Seleucid history which<br />

are far more reliable than any other historical source material at our<br />

disposal.” (Orientalistische Literaturzeitung, Vol. 52, Berlin, 1957, p. 133)<br />

A similar confirmation of the Ptolemaic chronology has been established for<br />

earlier periods. <strong>The</strong> editor of the above-mentioned work, Professor Abraham J.<br />

Sachs, who was a leading authority on the astronomical texts and also a close<br />

friend and colleague of Neugebauer, explains how the cuneiform sources have<br />

provided an independent confirmation of Ptolemy’s kinglist back to its very<br />

beginning, thus establishing the absolute chronology of the Babylonian,<br />

Persian, and Seleucid eras. In the statement quoted below, Sachs speaks of<br />

Ptolemy’s kinglist as “<strong>The</strong>on’s royal list” because it has traditionally been held<br />

that the mathematician <strong>The</strong>on (4th century CE) included the kinglist in his<br />

revision of Ptolemy’s Handy Tablets. This view has recently been questioned, so

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