20 Amino Acids

20-amino-acid video | 2738 calculation and supporting details | Reproducible Java test

The original amino-acid arrangement and its nine reported relationships are credited to Alexander Marcussen (“Desmild”), “Bible Codes & 777,” published August 13, 2015. They are reproduced here in a newly formatted presentation for criticism, verification, and educational analysis. This page adds independent calculations, dependency disclosures, a reproducible computer test, and a revised statement of what the evidence supports.

Requirement counted: one composite pattern.
The 20 displayed molecular weights total 2738.00, and this particular 5-by-4 arrangement produces four complementary partitions whose decimal endings display coordinated 37/73 relationships. The table and its nine reported results are treated together as one functioning pattern—not as nine independent requirements.
Requirement for disproving the theory.
In addition to meeting all of the theory's other published requirements, the challenger must produce a comparable amino-acid result using the secular prime pair 25 and 52 in place of 37 and 73. The comparison must use the same 20 disclosed molecular-weight values and the same 5-by-4 table and partition rules. It must satisfy the complete 25/52 control-ending pattern defined and tested in amino.java. This is one composite requirement, and the judges will decide whether the submitted result is equivalent under these published rules.

2738.00 = 2701 + 37 = 37 × 73 + 37 = 2 × 37 × 37

Weights1234Totals
A Aspartate
133.10
Asparagine
132.12
Alanine
89.09
Leucine
131.17
485.48
B Arginine
174.20
Phenylalanine
165.19
Proline
115.13
Isoleucine
131.17
585.69
C Lysine
146.19
Tyrosine
181.19
Threonine
119.12
Methionine
149.21
595.71
D Histidine
155.15
Tryptophan
204.23
Serine
105.09
Cysteine
121.16
585.63
E Glutamate
147.13
Glutamine
146.14
Glycine
75.07
Valine
117.15
485.49
Totals755.77828.87 503.50649.862738.00

The nine displayed results

  1. Total = 2701 + 37 = 2 × 37 × 37 = 37 × 73 + 37.
  2. Column 1 + column 4 = 1405.63 = 2 × 703 − 0.37.
  3. Column 2 + column 3 = 1332.37 = 2 × 666 + 0.37.
  4. Column 1 + column 3 = 1259.27 = 2 × 703 − 2 × 73 − 0.73.
  5. Column 2 + column 4 = 1478.73 = 2 × 666 + 2 × 73 + 0.73.
  6. Red cells = 1406.55 = 2 × 703 + (0.73 + 0.37) ÷ 2.
  7. Blue cells = 1331.45 = 2 × 666 − (0.73 + 0.37) ÷ 2.
  8. Row A + row B + row C ÷ 2 = 1369.025 = 37 × 37 + 0.025.
  9. Row D + row E + row C ÷ 2 = 1368.975 = 37 × 37 − 0.025.
Dependency disclosure. Results 2–9 form four complementary pairs: 2+3, 4+5, 6+7, and 8+9. Each pair adds to 2738.000. Therefore, after the total is fixed, the two members of a pair are not independent. This is why the complete display is counted as one composite requirement.

Reproducible arrangement test

The revised amino.java stores every weight in exact thousandths, uses an unbiased Fisher–Yates shuffle, and tests the complete set of required decimal endings. It also tests a 25/52 comparison using the same procedure. A fixed seed makes the experiment reproducible.

Recorded test: 1,000,000 shuffled arrangements with seed 20260805 produced zero complete 37/73 matches and zero complete 25/52 control matches. The original displayed arrangement passes the complete 37/73 test.

Compile and run the program with:

javac amino.java
java amino 1000000 20260805

This result shows that no additional complete match appeared in that million-trial experiment. It is an empirical result, not an exact probability. In particular, the earlier “one in a billion billion” claim based on dividing by 20! is not used here.

Genesis 1:1 connections used in the display

2701 is the traditional Hebrew gematria total of Genesis 1:1 and is the 73rd triangular number. It can be partitioned as three 36th triangular numbers (3 × 666) plus the 37th triangular number (703). In the traditional word-value calculation, the first five words total 1998 = 3 × 666, while the last two words total 703.

Scope and source note

The molecular weights shown here are the rounded values used in the original presentation. Molecular-weight tables can vary slightly with chemical form, isotope convention, and rounding; therefore, the claim on this page concerns this disclosed dataset and this disclosed arrangement.

Original presentation consulted for critique and educational discussion: “The Amino Acids Encoded”. Related video discussion: beginning near 6:45. The column totals used here are 828.87 for column 2 and 649.86 for column 4.