# Prime Numbers (and whole numbers)

An initial study of the meaning and value of prime numbers began very casually on December 31, 2017 within this website.

This study will be done in concert with current work within number theory. In the first column is Wikipedia’s analysis of a prime number. The second column is our analysis in light of the Big Board – little universe charts. The third column will become our analysis of the whole numbers. This page marks the beginning (March 30, 2018) of a more intentional study.  The exercise is important to get a feeling for numbers, flow, and multiplication so we begin to get a deeper sense of the potential applications (purpose and function) of prime numbers.

There are 46 prime numbers within the 202 notations. Today it is our assumption that each prime opens a secondary mathematical system within the overall doubling progression.  Our very preliminary analysis of that concept will unfold within the discussions about each individual notation. Within the first notation it is hypothesized that this domain if the beginning of projective geometries.  Within the second notation it is hypothesize it is then beginning of Euclidean geometries. That analysis was also a homepage.

Wikipedia Primes Quiet Expansion analysis Whole numbers (not prime)
2
3
5
7
0- Planck scale
1st notation
2nd notation
3rd notation
5th notation
7th notation
0, 1

4
6
8, 9, 10
11
13
17
19
11th notation
13th notation
17th notation
19th notation
12
14, 15, 16
18
20, 21, 22
23
29
31
37
41
43
47
23rd notation

31st notation

41st notation
43rd notation
47th notation
24, 25, 26, 27, 28
30
32, 33, 34, 35, 36,
38, 39, 40
42
44, 45, 46
48, 49, 50, 51, 52
53
59
61
67
53rd notation
59th notation
61st notation
67th notation
54, 55, 56, 57, 58
60
62, 63, 64, 65, 66,
68, 69, 70
71
73
79
83
89
97
71st notation
73th notation
79th notation

and so on

^

101
103
107
109
113
127
131
137
139
149

^

^
151
157
163
167
173
179
181
191
193
197
199

###### Total: 21 primes from 101 to 199

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^
1 to 202 46 primes from 1-202 ^