List of numbers

This is an editable list of numbers. You can create articles for them. Prime numbers are **bold**, semiprimes *italic*.

## 0-100

* 0- divisible by every number, not positive nor negative, you can't divide anything with it
* 1- the first number, everything is divisible by it
* **2**- first prime number, first even number and only even prime number
* **3**- second prime and first unique prime
* 4-

2
2

{\displaystyle 2^2}

, square of 2 and it's first exponent, first number with more than 2 divisors
* **5**- third prime
* *6*-

2
⋅
3

{\displaystyle 2\cdot3}

, first semi prime, first number not prime nor exponent, first number and only perfect semi prime
* **7**- fourth prime and first normal prime with full period
* 8-

2
3

{\displaystyle 2^3}

, cube of 2
* 9-

3
2

{\displaystyle 3^2}

, square of 3
* *10*-

2
⋅
5

{\displaystyle 2\cdot5}

, divisor of all numbers ending at 0
* **11**- fifth prime and second unique prime
* 12-

2
2

⋅
3

{\displaystyle 2^2\cdot3}

, first abundant number and first normal number
* **13**- sixth prime
* *14*-

2
⋅
7

{\displaystyle 2\cdot7}

, first semi prime with normal privileges
* *15*-

3
⋅
5

{\displaystyle 3 \cdot 5}
* 16-

2
4

{\displaystyle 2^4}

 fourth exponent of 2
* **17**- seventh prime
* 18-

2
⋅

3
2

{\displaystyle 2\cdot3^2}
* **19**- eighth prime
* 20-

2
2

⋅
5

{\displaystyle 2^2\cdot5}
* *21*-

3
⋅
7

{\displaystyle 3\cdot7}
* *22*-

2
⋅
11

{\displaystyle 2\cdot11}
* **23**- ninth prime
* 24-

2
3

⋅
3

{\displaystyle 2^3\cdot3}
* 25-

5
2

{\displaystyle 5^2}

, square of 5
* *26*-

2
⋅
13

{\displaystyle 2\cdot13}
* 27-

3
3

{\displaystyle 3^3}

, cube of 3
* 28-

2
2

⋅
7

{\displaystyle 2^2\cdot7}

, second perfect number
* **29**- tenth prime
* 30-

2
⋅
3
⋅
5

{\displaystyle 2\cdot3\cdot5}

, first number with 3 prime integers
* **31**- eleventh prime
* 32-

2
5

{\displaystyle 2^5}

, fifth exponent of 2
* *33*-

3
⋅
11

{\displaystyle 3\cdot11}
* *34*-

2
⋅
17

{\displaystyle 2\cdot17}
* *35*-

5
⋅
7

{\displaystyle 5\cdot7}
* 36-

2
2

⋅

3
2

{\displaystyle 2^2\cdot3^2}

, square of 6
* **37**- twelveth prime and third unique prime
* *38*-

2
⋅
19

{\displaystyle 2\cdot19}
* *39*-

3
⋅
13

{\displaystyle 3\cdot13}
* 40-

2
3

⋅
5

{\displaystyle 2^3\cdot5}
* **41**- thirteenth prime, with only period of 5
* 42-

2
⋅
3
⋅
7

{\displaystyle 2\cdot3\cdot7}
* **43**- fourteenth prime
* 44-

2
2

⋅
11

{\displaystyle 2^2\cdot11}
* 45-

3
2

⋅
5

{\displaystyle 3^2\cdot5}
* *46*-

2
⋅
23

{\displaystyle 2\cdot23}
* **47**- fifteenth prime
* 48-

2
4

⋅
3

{\displaystyle 2^4\cdot3}
* 49-

7
2

{\displaystyle 7^2}

, square of 7
* 50-

2
⋅

5
2

{\displaystyle 2\cdot5^2}
* *51*-

3
⋅
17

{\displaystyle 3\cdot17}
* 52-

2
2

⋅
13

{\displaystyle 2^2\cdot13}
* **53**- sixteenth prime
* 54-

2
⋅

3
3

{\displaystyle 2\cdot3^3}
* *55*-

5
⋅
11

{\displaystyle 5\cdot11}
* 56-

2
3

⋅
7

{\displaystyle 2^3\cdot7}
* *57*-

3
⋅
19

{\displaystyle 3\cdot19}
* *58*-

2
⋅
29

{\displaystyle 2\cdot29}
* **59**- seventeenth prime
* 60-

2
2

⋅
3
⋅
5

{\displaystyle 2^2\cdot3\cdot5}
* **61**- eighteenth prime
* *62*-

2
⋅
31

{\displaystyle 2\cdot31}
* 63-

3
2

⋅
7

{\displaystyle 3^2\cdot7}
* 64-

2
6

{\displaystyle 2^6}

, sixth exponent of 2
* *65*-

5
⋅
13

{\displaystyle 5\cdot13}
* 66-

2
⋅
3
⋅
11

{\displaystyle 2\cdot3\cdot11}
* **67**- nineteenth prime
* 68-

2
2

⋅
17

{\displaystyle 2^2\cdot17}
* *69*-

3
⋅
23

{\displaystyle 3\cdot23}
* 70-

2
⋅
5
⋅
7

{\displaystyle 2 \cdot 5 \cdot 7}
* **71**- twentieth prime
* 72-

2
3

⋅

3
2

{\displaystyle 2^3\cdot3^2}
* **73**- twenty first prime, has got only period lenght of 8
* *74*-

2
⋅
37

{\displaystyle 2\cdot37}
* 75-

3
⋅

5
2

{\displaystyle 3\cdot5^2}
* 76-

2
2

⋅
17

{\displaystyle 2^2\cdot17}
* *77*-

7
⋅
11

{\displaystyle 7\cdot11}

, first semi-prime divisible only by normal primes (higher that 2, 3 or 5)
* 78-

2
⋅
3
⋅
13

{\displaystyle 2\cdot3\cdot13}
* **79**- twenty second prime
* 80-

2
4

⋅
5

{\displaystyle 2^4\cdot5}
* 81-

3
4

{\displaystyle 3^4}

, fourth exponent of 3
* *82*-

2
⋅
41

{\displaystyle 2\cdot41}
* **83**- twenty third prime
* 84-

2
2

⋅
3
⋅
7

{\displaystyle 2^2\cdot3\cdot7}
* *85*-

5
⋅
17

{\displaystyle 5\cdot17}
* *86*-

2
⋅
43

{\displaystyle 2\cdot43}
* *87*-

3
⋅
29

{\displaystyle 3\cdot29}
* 88-

2
3

⋅
11

{\displaystyle 2^3\cdot11}
* **89**- twenty fourth prime
* 90-

2
⋅

3

3

⋅
5

{\displaystyle 2\cdot 3^{3}\cdot 5}
* *91*-

7
⋅
13

{\displaystyle 7\cdot13}
* 92-

2
2

⋅
23

{\displaystyle 2^2\cdot23}
* *93*-

3
⋅
31

{\displaystyle 3\cdot31}
* *94*-

2
⋅
47

{\displaystyle 2\cdot47}
* *95*-

5
⋅
19

{\displaystyle 5\cdot19}
* 96-

2
5

⋅
3

{\displaystyle 2^5\cdot3}
* **97**- twenty fifth prime
* 98-

2
⋅

7
2

{\displaystyle 2\cdot7^2}
* 99-

3

2

⋅
11

{\displaystyle 3^{2}\cdot 11}
* 100-

2
2

⋅

5
2

{\displaystyle 2^2\cdot5^2}

, square of 10

## 101-200

* 101- twenty sixth prime, has got only period lenght of 8
* 102-

2
⋅
3
⋅
17

{\displaystyle 2\cdot3\cdot17}
* 103- twenty seventh prime
* 104-

2
3

⋅
13

{\displaystyle 2^3\cdot13}
* 105-

3
⋅
5
⋅
7

{\displaystyle 3\cdot 5\cdot 7}

, first number divisible by three different odd prime numbers
* 106-

2
⋅
53

{\displaystyle 2\cdot 53}
* 107- twenty eighth prime
* 108-

2

2

⋅

3

3

{\displaystyle 2^{2}\cdot 3^{3}}
* 109- twenty ninth prime
* 110-

2
⋅
5
⋅
11

{\displaystyle 2\cdot5\cdot11}
* 111-

3
⋅
37

{\displaystyle 3\cdot 37}
* 112-

2

4

⋅
7

{\displaystyle 2^{4}\cdot 7}
* 113- thirtieth prime
* 114-

2
⋅
3
⋅
19

{\displaystyle 2\cdot 3\cdot 19}
* 115-

5
⋅
23

{\displaystyle 5\cdot 23}
* 116-

2

2

⋅
29

{\displaystyle 2^{2}\cdot 29}
* 117-

3

2

⋅
13

{\displaystyle 3^{2}\cdot 13}
* 118-

2
⋅
59

{\displaystyle 2\cdot 59}
* 119-

7
⋅
17

{\displaystyle 7\cdot 17}
* 120-

2
3

⋅
3
⋅
5

{\displaystyle 2^3\cdot3\cdot5}
* 121-

11
2

{\displaystyle 11^2}

, square of 11
* 122-

2
⋅
61

{\displaystyle 2\cdot 61}
* 123-

3
⋅
41

{\displaystyle 3\cdot41}
* 124-

2
2

⋅
31

{\displaystyle 2^2\cdot31}
* 125-

5
3

{\displaystyle 5^3}

, cube of 5
* 126-

2
⋅

3

2

⋅
7

{\displaystyle 2\cdot 3^{2}\cdot 7}
* 127- thirty first prime
* 128-

2
7

{\displaystyle 2^7}

, seventh exponent of 2
* 129-

3
⋅
43

{\displaystyle 3\cdot 43}
* 130-

2
⋅
5
⋅
13

{\displaystyle 2\cdot5\cdot13}
* 131- thirty second prime
* 132-

2

2

⋅
3
⋅
11

{\displaystyle 2^{2}\cdot 3\cdot 11}
* 133-

7
⋅
19

{\displaystyle 7\cdot 19}
* 134-

2
⋅
67

{\displaystyle 2\cdot 67}
* 135-

3

3

⋅
5

{\displaystyle 3^{3}\cdot 5}
* 136-

2

3

⋅
17

{\displaystyle 2^{3}\cdot 17}
* 137- thirty second prime
* 138-

2
⋅
3
⋅
23

{\displaystyle 2\cdot 3\cdot 23}
* 139- thirty third prime
* 140-

2

2

⋅
5
⋅
7

{\displaystyle 2^{2}\cdot 5\cdot 7}
* 141-

3
⋅
47

{\displaystyle 3\cdot 47}

, together with 142, 143, 145 and 146 first semi-prime quintuplets
* 142-

2
⋅
71

{\displaystyle 2\cdot 71}
* 143-

11
⋅
13

{\displaystyle 11 \cdot 13}

, first semi-prime divisible only by primes higher than 10
* 144-

2
4

⋅

3
2

{\displaystyle 2^4 \cdot 3^2}
* 145-

5
⋅
29

{\displaystyle 5 \cdot 29}
* 146-

2
⋅
73

{\displaystyle 2\cdot 73}
* 147-

3
⋅

7

2

{\displaystyle 3\cdot 7^{2}}
* 148-

2

2

⋅
37

{\displaystyle 2^{2}\cdot 37}
* 149- thirty fourth prime
* 150-

2
⋅
3
⋅

5

2

{\displaystyle 2\cdot 3\cdot 5^{2}}
* 151- thirty fifth prime
* 152-

2

3

⋅
19

{\displaystyle 2^{3}\cdot 19}
* 153-

3

2

⋅
17

{\displaystyle 3^{2}\cdot 17}
* 154-

2
⋅
7
⋅
11

{\displaystyle 2\cdot 7\cdot 11}
* 155-

5
⋅
31

{\displaystyle 5\cdot 31}
* 156-

2

2

⋅
3
⋅
13

{\displaystyle 2^{2}\cdot 3\cdot 13}
* 157- thirty sixth prime
* 158-

2
⋅
79

{\displaystyle 2\cdot 79}
* 159-

3
⋅
53

{\displaystyle 3\cdot 53}
* 160-

2

5

⋅
5

{\displaystyle 2^{5}\cdot 5}
* 161-

7
⋅
23

{\displaystyle 7\cdot 23}
* 162-

2
⋅

3

4

{\displaystyle 2\cdot 3^{4}}
* 163- thirty seventh prime
* 164-

2

2

⋅
41

{\displaystyle 2^{2}\cdot 41}
* 165-

3
⋅
5
⋅
11

{\displaystyle 3\cdot 5\cdot 11}
* 166-

2
⋅
83

{\displaystyle 2\cdot 83}
* 167- thirty eighth prime
* 168-

2

3

⋅
3
⋅
7

{\displaystyle 2^{3}\cdot 3\cdot 7}