Page 214 - Coincidences in the Bible and in Biblical Hebrew
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          CHAPTER 13  METALS AND OTHER SUBSTANCES
          CHAPTER 13   METALS AND OTHER SUBSTANCES                          193

             A further analysis, which excluded tin, is displayed in Figure 13.2. The regres-
          sion correlation jumped from 0.97858 in the previous analysis to 0.99113, though



          the significance of the results is somewhat weaker (for n = 4, the model F-ratio is
          111.2, with p = 0.00875).

             In both analyses, the likelihood of obtaining by chance F-ratio values these
          high (or higher) is smaller than 1%.
          13.4.2  Substances


          This analysis comprised all observations detailed in section 13.3. A first regres-
          sion run stored a surprise. The results of this analysis are displayed in Figure 13.3.
          Apparently, there are two distinct groups here: one group that comprises lime,
                                                                         15

          quicklime,  silica,  and  sodium  (where  the  latter  is  represented  by  borit),   and

          another subset that includes all the other observations (with sodium representable
                      14
                              15
          either by neter  or borit —the former was included in the analysis).
             We will shortly allude to a possible explanation for that bizarre partition of
          observations, which still exhibits an interesting pattern.

             Analyzing separately the first group, we obtain the results displayed in Figure


          13.4. The regression correlation is 0.9998, and for n = 4, the model F-ratio is
          4372, which is highly significant (p = 0.00023).

             Analyzing the second group, we obtain the results displayed in Figure 13.5.


          The regression correlation is -0.9915, and for n = 4, the model F-ratio is 115.6,
          which is highly significant (p = 0.008542).

             Why the partition of the two groups? One possible explanation is that the
          two groups contain elements from different chemical groups, as these are defined


          in the periodic table . Thus, for the first group, we have composites of calcium

          (alkaline metal), silicon (semi-metal), and sodium (alkali metal). For the second

          set of substances, we have sodium (alkali metal), sulfur (nonmetal) and lead (basic

          metal).

             A linguistic explanation may be provided based on the size of the MaNV val-
          ues in the two groups. All substances in the second group have extremely high
          values of MaNV, which have put these substances in a set of their own. The high
          values of the MaNVs still needs elaboration.
             Both explanations are not satisfactory, and some more in-depth exploration is
          needed. The high statistical significance is undebatable.
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