1. A chain 2x², (x = 5-1) :    50 - 32 - 18 - 8 - 2,   x lg 2:

Compare with the triplet series.

Abbreviated numbers:

2. Dimension steps as products of the type Force x Distance:

   (Sum of squares: 20² + 12² + 6² + 2² = 584, = 2 x the number 292,
   cf. the "Exponent series".)

The series 20 - 12 - 6 - 2, a) squared, b) times 2:

400 — 144 — 36 — 4: Sum 584
      544

x 2: 800 —/ \— 288 — 72 — 8
                512
     from 4 x 4 Cf. 16 times first 3 numbers of the 2x2 chain.

3. 1504 as product sums from 2-figure reading in "two--level chain":

  C1 + A1-coded ams = 850        (U2 + G2-coded = 848) R-chains
  U1 + G1-coded ams = 654        (C2 + A2-coded = 656) "

         (Cf. on menu Biochemistry "Numbers: DNA-RNA", point 1:
         In a corresponding way one gets the mass sums for DNA- and RNA-bases.)

Footnote:

Compare the square with numbers 1-9 placed to give the sum 15 in each row vertically, horizontally and diagonally:

- Diagonals rightwards   = 654 / 852.
- Middle vertical row      = 753, ½ x 24 ams R-chains +1.
- Middle horizontal row = 159 = ams with pure G-C-codon, R: GG+GC+CG+CC.

Cf. also Uranium, N-Z-numbers from such a square.

4. 2^x-series and the number for the total sum, 3276:

5. One suspect hypothesis in background papers:

   The sum of outer poles in d-degree 4 = 10, eventually appearing as log base in outward direction, the sum of poles in d-degree 0/00 = 2 appearing as log-base in inward direction: 2 the principle number for divisions, polarizations.

   Sum of a dimension chain: 5+4+3+2+1 = 15:

2¹⁵ = 32³ = 3276,8 x 10

6. 544 as sum of 1st, 2nd and 3rd derivative of 4 with exponent 4:

y = 4⁴ = 256
y' = 4 x 4³ = 256
y"= 12 x 4² = 192
y'" = 24 x 4¹ = 96.... Sum 544