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Symmetrically Designed Sifrei Torah: A Quantitative Analysis - Hakirah

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212 : Hạkirah, the Flatbush Journal of Jewish Law and Thought<br />

We have thus far attributed the 160-verse discrepancy to:<br />

• The Gemara’s using the last page as if it were full of verses.<br />

• The Gemara’s looking for the middle verse of this virtual <strong>Torah</strong>.<br />

• The Gemara’s verse is on the top of a page.<br />

• The Gemara’s verse is exactly 3 pages (138 verses) after it should be.<br />

• The Gemara includes the 6 blank pages placed at the end of the<br />

S”T.<br />

We now turn our attention to the middle-letter and middleword<br />

discrepancy. As previously discussed, the number of letters and<br />

number of words in the <strong>Torah</strong> are respectively about 304,805 and<br />

79,980. While we have until now discussed the idea of dividing the<br />

<strong>Torah</strong> into pages with an equal number of verses, we could also<br />

construct a S”T that had an equal number of letters or words per<br />

page. Being that verses have a variable number of words, and words<br />

have a variable numbers of letters, it is reasonable to assume that the<br />

pages’ “layout” for a S”T constructed to have an equal number of<br />

words per page will be more similar than one with an equal number<br />

of verses per page; and that a S”T with pages that have an equal<br />

number of letters will have the most visually similar pages of all. 65 It<br />

is therefore reasonable to assume that if the soferim experimented with<br />

an equal number of verses per page, they also considered the word<br />

and letter options. It is our feeling that the soferim’s choice of middle<br />

letter and middle word supplies the evidence of how they produced<br />

each of these alternatives.<br />

Dividing the S”T into Pages with an Equal Number of<br />

Letters<br />

To create the 46-verses-per-page S”T, the soferim added 43 “virtual”<br />

verses and worked with the number 5,888. When creating a S”T with<br />

an equal number of letters per page, no such major correction is<br />

needed. A simple spreadsheet analysis (Table 7) shows that for such a<br />

65 Note that the fact that all pages have the same number of letters does<br />

not mean their “layouts” are carbon copies of each other. As we have<br />

previously discussed, different letters take up different amounts of<br />

horizontal space, and additional spaces due to Pesuchas, Setumos, Chumash<br />

separators, etc. must be considered.

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