Page 196 - Coincidences in the Bible and in Biblical Hebrew
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          CHAPTER 12  THE COLORS
          CHAPTER 12   THE COLORS                                           175
              red), a near-middle letter in the Hebrew alphabet (yod, the tenth letter in the
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              Hebrew alphabet, first letter of yerakon,  or green), and the last letter in the
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              Hebrew alphabet (tav, first letter of techelet,  blue).

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          4.  In Isaiah 44:13, a strange word appears, sered.  It shows up nowhere else in
              the Bible. In most English translations, the word is translated as “marker.”
              However, Jewish interpreters (including the Malbim, 1809–79) refer to this

              word as an unknown color. To find out what this name implies, let us apply
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              the color model derived in this chapter. The CNV of sered  is
                          504 = (4 = ד) + (200 = ר) + (300 = ש)


              This value is recognized to be well within the range of CNV values for the
              visible colors, thereby implying that the interpretation of the Jewish sages,
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              referring to sered  as a certain unknown color, was probably correct.
              Introducing  into  the  most  accurate  prediction  equation  (Figure  12.3),  we
              obtain for the expected wave frequency , corresponding to this CNV  :

                             WF  = 502.62 + 0.173(504) = 589.8.

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              This locates sered  near the midvalue for the green zone (565).
          5.  An additional analysis associated with colors perceived by receptors in the
              human eye (that is, the RGB  colors) is given in subsection 10.3.3.


          12.3.4  Wavelength as the Response

          In the earlier statistical analyses, we used wave frequency (WF ) as the response (the


          dependent variable) for our analyses. Since wave frequency is a reciprocal number
          of wavelength (refer to the formula given at the beginning of this  chapter), one
          may suspect that applying the same statistical analysis for wavelength would result
          in a nonlinear curve.
             This is not the case. An example for a repeat of the analysis referring to the
          basic set (without red), where wavelength is the response , is displayed in Figure
          12.5. We realize that the linear relationship is unexpectedly preserved.
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