Primtall er bare delelig med 1 og seg selv. De okkuperer et sted i en uendelig serie med naturlige tall og er, som alle andre, inneklemt mellom to andre tall, selv om de er mer skilt fra hverandre. De er mistenkelige, ensomme tall.
—from The Solitude of Prime Numbers, a book by Paolo Giordano
Active since April 27, 2023.
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| Rank | Username | WPM | Accuracy | Date |
|---|---|---|---|---|
| 1. | Petter (ph140) | 100.46 | 98% | 2024-03-09 |
| 2. | Carrie (mangojus) | 87.19 | 98.4% | 2023-12-18 |
| 3. | Elias Opsahl (helloow869) | 86.24 | 97% | 2024-01-28 |
| 4. | Elias Opsahl (eliops) | 80.88 | 98% | 2024-01-14 |
| 5. | Zeeky (zeeky92) | 79.41 | 97% | 2024-04-02 |
| 6. | Amedis (rainerb94) | 77.95 | 97% | 2023-09-17 |
| 7. | Kristian (hageball) | 77.51 | 98% | 2023-08-31 |
| 8. | REDANS (ulruse) | 73.56 | 95% | 2024-05-23 |
| 9. | Frans (fransjance) | 68.56 | 97% | 2023-12-01 |
| 10. | Clementi (clementi_cigars) | 68.31 | 99% | 2023-07-02 |
| 11. | Oliver (1phenylpropan2aminee) | 63.25 | 96% | 2024-01-19 |
| 12. | Andreas (rovikens) | 49.42 | 95% | 2024-04-03 |
| Universe | Races | Average WPM | First Race |
|---|---|---|---|
| Norwegian | 10 | 72.17 | April 27, 2023 |