I arranged the code into an easier viewing format:

Code:

11112233444
235713793917137
0 000000000000000 This binary table indicates that the row
1 000000000000000 is prime when the binary number in that
2 100000000000000 row is a repeat of the number in the row
3 110000000000000 before it, ignoring the column marked the
4 010000000000000 same as the row with the prime number, as
5 011000000000000 the column number indicates ½ of the len-
6 101000000000000 gth of the square wave in each respective
7 101100000000000 column. Producing this table by hand is
8 001100000000000 time consuming and painstakingly meticulo-
9 011100000000000 us work. A faster method would involve a
10 110100000000000 bank of repeater circuits with on/off int-
11 110110000000000 ervals of equivalent ratios to the first
12 000110000000000 output here labeled as 2, and a counter
13 000111000000000 circuit with a count rate equal to twice
14 100011000000000 the rate of the fastest repeater.
15 111011000000000 These circuits would then output into an
16 011011000000000 analyzer circuit to check parity between
17 011011100000000 the current input with the previous input
18 101011100000000 that was fed into the analyzer circuit.
19 101011110000000 If parity (physical not mathematical)is
20 000011110000000 true then the circuit will output the
21 010111110000000 prime number calculated with this matrix
22 110101110000000 into a computer for recording purposes.
23 110101111000000
24 000101111000000
25 001101111000000
26 101100111000000
27 111100111000000
28 011000111000000
29 011000111100000
30 100000111100000
31 100000111110000
32 000000111110000
33 010010111110000
34 110010011110000
35 111110011110000
36 001110011110000
37 001110011111000
38 101110011111000
39 111111011111000
40 010111011111000
41 010111011111100
42 100011011111100
43 100011011111110
44 000001011111110
45 011001011111110
46 111001011111110
47 111001011111111
48 001001011111111
49 001101011111111
50 100101011111111
51 110101111111111
52 010100111111111
53 010100111111111
54 100100111111111
55 101110111111111
56 001010111111111
57 011010101111111
58 111010101111111
59 111010101111111
60 000010101111111
61 000010101111111
62 100010101111111
63 110110101111111
64 010110101111111
65 011111101111111
66 101101101111111
67 101101101111111
68 001101001111111
69 011101000111111
70 110001000111111
71 110001000111111
72 000001000111111
73 000001000111111
74 100001000111111
75 111001000111111
76 011001010111111
77 011111010111111
78 101110010111111
79 101110010111111
80 000110010111111
81 010110010111111
82 110110010111111
83 110110010111111
84 000010010111111
85 001010110111111
86 101010110111111
87 111010110011111
88 011000110011111
89 011000110011111
90 100000110011111
91 100101110011111
92 000101111011111
93 010101111011111
94 110101111011111
95 111101101011111
96 001101101011111
97 001101101011111
98 101001101011111
99 111011101011111
100 010011101011111
101 010011101011111
102 100011001011111
103 100011001011111