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Brazen Sea

Wondering why the letters Tet and Taw, in spite of their obvious graphic and phonetic similarity in the Hebrew- Phoenician language and script, are numbers 9 and 22 in the alphabetical order, and likewise why He and Chet are numbers 5 and 8, is the decisive question, which in spring of 1983 led to my discovery of the "Two-Dimensional Structure of the Alphabetical Order".

Like a string of pearls, the one-dimensional alphabetical order must be laid out or coiled up in a two-dimensional pattern in such a way as to bring out the similarities of remote letters by their nearness on a tablet. Maybe the remote letters were close to each other originally in a two-dimensional pattern, which was destroyed, later-on, by the one-dimensional alphabetical order?

Reprinted from Archives for Mosaical Metrology and Mosaistics (AMMM) vol. 1, no. 3 (1987) pp. 10 and 11
by courtesy of BAALSCHEM PRESS Verlag,
Bahnhofstr. 19, D-35745 Herborn 1,
GERMANY.

The first step in this direction was dictated by the prime numbers of the 22 letters of the Hebrew-Phoenician alphabet, which resulted in a column of 11 consecutive letter-pairs (see the adjoining diagrams), or pairs of odd and even (male and female) numbers, since the firmness of the alphabetical order has always permitted their numerical use.

The next step was to split this oblong column of letter-pairs into two nearly equal halves, and to place them next to each other (see the adjoining diagrams), so that the letters Tet and Taw, automatically, stand in the same horizontal four-letter block. This yields a better distribution of letters on a didactic tablet of 6 by 4. My didactic table of alphabetical letters is a 6-day course with 4 one-letter lessons a day, in which the letters Tet-Yod-Shin-Taw are the turning quaternity in the boustrophedon arrangement of four-letter blocks.

Similarly, the letters He and Chet are in the same square four-letter block on top of each other, if its two lines are written in alternating directions (boustrophedon). For consistency, all 16 letters above the Tet-Yod-Shin-Taw quaternity have also been arranged boustrophedon in square four-letter blocks, while the two empty spaces at the end are filled with the letters Aleph and Bet, forming a bottomline four-letter block, that reads Kol Aleph-Bet - all of the alphabet (see the adjoining diagrams).

Reprinted from Archives for Mosaical Metrology and Mosaistics (AMMM) vol. 2, no. 4 (1997) pp. 7 and 9
by courtesy of BAALSCHEM PRESS Verlag,
Bahnhofstr. 19, D-35745 Herborn 1,
GERMANY.



Reprinted from Archives for Mosaical Metrology and Mosaistics (AMMM) vol. 2, no. 4 (1997) p. 10
by courtesy of BAALSCHEM PRESS Verlag,
Bahnhofstr. 19, D-35745 Herborn 1,
GERMANY.

The order of the original 22-letter Hebrew-Phoenician alphabet fits into a tablet of 6 by 4, which coincides with the biblical measurements of the Ark of the Covenant. According to Exodus 37, 1 it is 2.5 (= 10 * 0.25) cubits long, and 1.5 (= 6 * 0.25) cubits wide, i. e. 10 by 6 quarter-cubits. There is room in it for 2 tablets of 6 by 4 quater-cubits each, with 6 by 2 quarter-cubits left empty. Half of the alphabet, if painted on the bottom of the Ark, would then be visible at a time. By moving the first tablet (marked red), the empty space (marked green) shows on the right, in the middle or at the bottom and/or top.

Reprinted from Archives for Mosaical Metrology and Mosaistics (AMMM) vol. 2, no. 4 (1997) pp. 9 and 10
by courtesy of BAALSCHEM PRESS Verlag,
Bahnhofstr. 19, D-35745 Herborn 1,
GERMANY.

Books in Print by the same Author (Verzeichnis lieferbarer Bücher):

BAALSHEM


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