Portal talk:Mathematics/Did you know/70
I believe that this item is incorrect as stated.
Here are the Wolfram Mathematica 12 produced factoring with the number repeated as the sole factor indicating that the number is prime.
| Number | Factoring |
|---|---|
| 253931039382791 | Prime |
| 253931039382801 | {3, 1}, {11, 1}, {97, 2}, {817821233, 1} |
| 253931039382811 | {7, 1}, {264283, 1}, {137261431, 1} |
| 253931039382821 | {1049, 1}, {242069627629, 1} |
| 253931039382831 | {3, 1}, {29, 1}, {239, 1}, {659, 1}, {18531613, 1} |
| 253931039382841 | {23, 1}, {207169, 1}, {53292143, 1} |
| 253931039382851 | Prime |
| 253931039382861 | {3, 2}, {101, 1}, {599, 1}, {1439, 1}, {324089, 1} |
| 253931039382871 | Prime |
| 253931039382881 | {7, 1}, {36275862768983, 1} |
| 253931039382891 | {3, 1}, {13, 1}, {31, 1}, {210033944899, 1} |
| 253931039382901 | {83, 1}, {3059410113047, 1} |
| 253931039382911 | {11, 1}, {19, 1}, {37, 1}, {73, 1}, {139, 1}, {1373, 1}, {2357, 1} |
| 253931039382921 | {3, 1}, {84643679794307, 1} |
| 253931039382931 | Prime |
| 253931039382941 | {3, 2}, {7, 1}, {17, 1}, {227, 1}, {2557,1}, {408479, 1}}}, |
| 253931039382961 | {11689, 1}, {21723931849, 1} |
| 253931039382971 | {61, 1}, {107, 1}, {38904709573, 1} |
--NumberRI (talk) 23:18, 6 May 2019 (UTC) --NumberRI (talk) 23:37, 6 May 2019 (UTC)
- As explained elsewhere, you misunderstood. --S Philbrick(Talk) 20:38, 7 May 2019 (UTC)