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User:Vincentwant

Revision as of 19:24, 2 October 2024 by Andliu766 (talk | contribs)
(diff) ← Older revision | Latest revision (diff) | Newer revision → (diff)

Please do not spam on this page. Otherwise, you are free to edit.

Part 0

User Count

If this is your first time visiting this page, edit it by incrementing the user count (the number below) by one. Also, add one to the numbers right here and here.

9

Goals

Edits: Lvl 2 (100-200)

 

 

132 edits (32%), if counting previous levels then (66%)

External Edits (not including this page): Lvl 1 (80)

 

56 external edits (70%)

Total number of edits of this page: Lvl 2 (50-100)

 

 

73 edits of this page (40%), if counting previous levels then (70%)

New Pages (not including user (sub)page(s) and talk pages): Lvl 1 (10)

 

4 new pages (40%)

User Count: Lvl 1 (40)

 

User Count 8 (7.5%)

Subpages: Lvl 1 (5)

 

2 subpages (40%)

Forum Posts: Lvl 4 (100-250)

 

 

 

 

240 forum posts (93.333%), if including previous levels then (96%)

Number of posts in TCF: Lvl 2 (1000-3000)

 

 

2884 posts (94.2%), if counting previous levels then (96.133%)

Number of years listed: Lvl 1 (50)

 

41 years listed in part 1 (82%)

Number of parts: Lvl 1 (7)

 

3 parts (42.857%)

Number of goals listed (incl. this one): Lvl 3 (16-24)

 

 

 

16 goals listed (0%), if including previous levels then (66.667%)

Number of times goal achieved (not incl. this one): Lvl 2 (3-8)

 

 

7 times goal achieved (80%), if including previous levels then (87.5%)

Highest number of factors in a number listed in succeeding parts: Lvl 1 (40)

 

Highest number of factors: 32 (80%)

Number of solution posts for math competitions: Lvl 1 (5)

 

4 solutions posted (80%)

Number of edits of this page not by me: Lvl 1 (20)

 

7 edits of this page not made by me

# posts in College math: Lvl 1 (20)

 

7 posts in College Math (35%)

List of subpages:

Pages created by me

Progress bar

Part 1

I am listing the prime factorizations of upcoming years. I am doing this because some math competitions often involve the factorization of the year it was assessed. Thanks to Po-Shen Loh for giving me this idea. (Factors include 1 and the number itself.)

$2021 = 43\cdot 47 \text{ (has 4 factors)}$

$2022 = 2\cdot 3\cdot 337 \text{ (has 8 factors)}$

$2023 = 7\cdot 17^2 \text{ (has 6 factors)}$

$2024 = 2^3\cdot 11\cdot 23 \text{ (has 16 factors)}$

$2025 = 3^4\cdot 5^2 \text{ (has 15 factors)}$

$2026 = 2\cdot 1013 \text{ (has 4 factors)}$

$2027 = \text{2027 is prime (has 2 factors)}$

$2028 = 2^2\cdot 3\cdot 13^2 \text{ (has 18 factors)}$

$2029 = \text{2029 is prime (has 2 factors)}$

$2030 = 2\cdot 5\cdot 7\cdot 29 \text{ (has 16 factors)}$

$2031 = 3\cdot 677 \text{ (has 4 factors)}$

$2032 = 2^4\cdot 127 \text{ (has 10 factors)}$

$2033 = 19\cdot 107 \text{ (has 4 factors)}$

$2034 = 2\cdot 3^2\cdot 113 \text{ (has 12 factors)}$

$2035 = 5\cdot 11\cdot 37 \text{ (has 8 factors)}$

$2036 = 2^2\cdot 509 \text{ (has 6 factors)}$

$2037 = 3\cdot 7\cdot 97 \text{ (has 8 factors)}$

$2038 = 2\cdot 1019 \text{ (has 4 factors)}$

$2039 = \text{2039 is prime (has 2 factors)}$

$2040 = 2^3\cdot 3\cdot 5\cdot 17 \text{ (has 32 factors)}$

$2041 = 13\cdot 157 \text{ (has 4 factors)}$

$2042 = 2\cdot 1021 \text{ (has 4 factors)}$

$2043 = 3^2\cdot 227 \text{ (has 6 factors)}$

$2044 = 2^2\cdot 7\cdot 73 \text{ (has 12 factors)}$

$2045 = 5\cdot 409 \text{ (has 4 factors)}$

$2046 = 2\cdot 3\cdot 11\cdot 31 \text{ (has 16 factors)}$

$2047 = 23\cdot 89 \text{ (has 4 factors)}$

$2048 = 2^{11} \text{ (has 12 factors)}$

$2049 = 3\cdot 683 \text{ (has 4 factors)}$

$2050 = 2\cdot 5^2\cdot 41 \text{ (has 12 factors)}$

$2051 = 7\cdot 293 \text{ (has 4 factors)}$

$2052 = 2^2\cdot 3^3\cdot 19 \text{ (has 24 factors)}$

$2053 = \text{ 2053 is prime (has 2 factors)}$

$2054 = 2\cdot 13\cdot 79 \text{ (has 8 factors)}$

$2055 = 3\cdot 5\cdot 137 \text{ (has 8 factors)}$

$2056 = 2^3 \cdot 257 \text{ (has 8 factors)}$

$2057 = 11\cdot 17^2 \text{ (has 6 factors)}$

$2058 = 2\cdot 3\cdot 7^3 \text{ (has 16 factors)}$

$2059 = 29\cdot 71 \text{ (has 4 factors)}$

$2060 = 2^2\cdot 5\cdot 103 \text{ (has 12 factors)}$

$2061 = 3^2\cdot 229 \text{ (has 6 factors)}$

Part 2

There are $12659$ pages on the AoPSWiki. $12659 = 12659 \text{ is prime (has 2 factors) }$

Part 3

There are $132725$ users registered. $132725 = 5^2\cdot 5309 \text{ (has 6 factors)}$

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