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In the Beginning was Information

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a degree of integration of 11.72 million Kbits, which is 180 times as muchas <strong>the</strong> above-mentioned 64 Megabit chip. The density of integration is discussedmore fully in <strong>the</strong> next section.This comparison makes it patently clear that <strong>the</strong> evolutionary viewrequires us to believe things which are totally unreasonable. Thousands ofman-years of research as well as unprecedented technological developmentswere required to produce a Megabit chip. But we are expected tobelieve that <strong>the</strong> storage principles embodied in DNA, with <strong>the</strong>ir muchhigher degree of integration, developed spontaneously in matter which<strong>was</strong> left to itself. Such a “<strong>the</strong>ory” is, to say <strong>the</strong> least, absurd in <strong>the</strong> highestdegree!A1.2.3 The Highest Packing Density of <strong>In</strong>formationThe greatest known density of information is that in <strong>the</strong> DNA of livingcells. The diameter of this chemical storage medium, illustrated in Figure35, is 2 nm = 2 x 10 -9 m, and <strong>the</strong> spiral increment of <strong>the</strong> helix is 3.4 nm(Greek hélix = winding, spiral). The volume of this cylinder is V = h x d 2 xπ /4V = 3.4 x 10 -7 cm x (2 x 10 -7 cm) 2 x π/4 = 10.68 x 10 -21 cm 3 per winding.There are 10 chemical letters (nucleotides) in each winding of <strong>the</strong> doublespiral, giving a statistical information density ofÚ = 10 letters/(10.68 x 10 -21 cm 3 ) = 0.94 x 10 21 letters per cm 3 .If we limit <strong>the</strong> average information content of 4.32 bits for an amino acid(see Chapter 6) to one letter (nucleotide) of <strong>the</strong> genetic code, <strong>the</strong>n we findit to be 4.32:3 = 1.44 bits per letter. We can now express <strong>the</strong> statisticalinformation density of DNA as follows, where 2 bits are taken as <strong>the</strong>information content of one letter (also see Table 3, genetic code, case a):Ú = (0.94 x 10 21 letters/cm 3 ) x (2 bits/letter) = 1.88 x 10 21 bits/cm 3This packing density is so inconceivably great that we need an illustrativecomparison. The photographic slide A in Figure 35 contains <strong>the</strong> entireBible from Genesis to Revelation on its 33 mm x 32 mm surface, reproducedby means of special microfilm processes [M5]. From <strong>the</strong> computationgiven in [G11, p 78 – 81], it follows that <strong>the</strong> DNA molecule entails astorage density 7.7 million million times as great as that of slide A whichcontains <strong>the</strong> entire Bible. If we want to obtain <strong>the</strong> DNA packing densityon a photographic slide B, we would have to divide its surface into 2.77192

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