List of prime numbers (original) (raw)

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بالنظر إلى مبرهنة إقليدس، عدد الأعداد الأولية غير منته. الأعداد الأولية تتكون من مختلفة. الأعداد الأولية الخمس مائة الأولى مدرجة أدناه، تليها قوائم الأعداد الأولى من مختلف الأنواع في الترتيب الأبجدي.

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dbo:abstract بالنظر إلى مبرهنة إقليدس، عدد الأعداد الأولية غير منته. الأعداد الأولية تتكون من مختلفة. الأعداد الأولية الخمس مائة الأولى مدرجة أدناه، تليها قوائم الأعداد الأولى من مختلف الأنواع في الترتيب الأبجدي. (ar) Následující seznam obsahuje všechna prvočísla menší než 10000: * 2 * 3 * 5 * 7 * 11 * 13 * 17 * 19 * 23 * 29 * 31 * 37 * 41 * 43 * 47 * 53 * 59 * 61 * 67 * 71 * 73 * 79 * 83 * 89 * 97 * 101 * 103 * 107 * 109 * 113 * 127 * 131 * 137 * 139 * 149 * 151 * 157 * 163 * 167 * 173 * 179 * 181 * 191 * 193 * 197 * 199 * 211 * 223 * 227 * 229 * 233 * 239 * 241 * 251 * 257 * 263 * 269 * 271 * 277 * 281 * 283 * 293 * 307 * 311 * 313 * 317 * 331 * 337 * 347 * 349 * 353 * 359 * 367 * 373 * 379 * 383 * 389 * 397 * 401 * 409 * 419 * 421 * 431 * 433 * 439 * 443 * 449 * 457 * 461 * 463 * 467 * 479 * 487 * 491 * 499 * 503 * 509 * 521 * 523 * 541 * 547 * 557 * 563 * 569 * 571 * 577 * 587 * 593 * 599 * 601 * 607 * 613 * 617 * 619 * 631 * 641 * 643 * 647 * 653 * 659 * 661 * 673 * 677 * 683 * 691 * 701 * 709 * 719 * 727 * 733 * 739 * 743 * 751 * 757 * 761 * 769 * 773 * 787 * 797 * 809 * 811 * 821 * 823 * 827 * 829 * 839 * 853 * 857 * 859 * 863 * 877 * 881 * 883 * 887 * 907 * 911 * 919 * 929 * 937 * 941 * 947 * 953 * 967 * 971 * 977 * 983 * 991 * 997 * * * * * * * * * * * * * * * 1093 * * 1103 * 1109 * 1117 * 1123 * 1129 * 1151 * 1153 * 1163 * 1171 * 1181 * 1187 * 1193 * 1201 * 1213 * 1217 * 1223 * 1229 * 1231 * 1237 * 1249 * 1259 * 1277 * 1279 * 1283 * 1289 * 1291 * 1297 * 1301 * 1303 * 1307 * 1319 * 1321 * 1327 * 1361 * 1367 * 1373 * 1381 * 1399 * 1409 * 1423 * 1427 * 1429 * 1433 * 1439 * 1447 * 1451 * 1453 * 1459 * 1471 * 1481 * 1483 * 1487 * 1489 * 1493 * 1499 * 1511 * 1523 * 1531 * 1543 * 1549 * 1553 * 1559 * 1567 * 1571 * 1579 * 1583 * 1597 * 1601 * 1607 * 1609 * 1613 * 1619 * 1621 * 1627 * 1637 * 1657 * 1663 * 1667 * 1669 * 1693 * 1697 * 1699 * 1709 * 1721 * 1723 * 1733 * 1741 * 1747 * 1753 * 1759 * 1777 * 1783 * 1787 * 1789 * 1801 * 1811 * 1823 * 1831 * 1847 * 1861 * 1867 * 1871 * 1873 * 1877 * 1879 * 1889 * 1901 * 1907 * 1913 * 1931 * 1933 * 1949 * 1951 * 1973 * 1979 * 1987 * 1993 * 1997 * 1999 * 2003 * 2011 * 2017 * 2027 * 2029 * 2039 * 2053 * 2063 * 2069 * 2081 * 2083 * 2087 * 2089 * 2099 * 2111 * 2113 * 2129 * 2131 * 2137 * 2141 * 2143 * 2153 * 2161 * 2179 * 2203 * 2207 * 2213 * 2221 * 2237 * 2239 * 2243 * 2251 * 2267 * 2269 * 2273 * 2281 * 2287 * 2293 * 2297 * 2309 * 2311 * 2333 * 2339 * 2341 * 2347 * 2351 * 2357 * 2371 * 2377 * 2381 * 2383 * 2389 * 2393 * 2399 * 2411 * 2417 * 2423 * 2437 * 2441 * 2447 * 2459 * 2467 * 2473 * 2477 * 2503 * 2521 * 2531 * 2539 * 2543 * 2549 * 2551 * 2557 * 2579 * 2591 * 2593 * 2609 * 2617 * 2621 * 2633 * 2647 * 2657 * 2659 * 2663 * 2671 * 2677 * 2683 * 2687 * 2689 * 2693 * 2699 * 2707 * 2711 * 2713 * 2719 * 2729 * 2731 * 2741 * 2749 * 2753 * 2767 * 2777 * 2789 * 2791 * 2797 * 2801 * 2803 * 2819 * 2833 * 2837 * 2843 * 2851 * 2857 * 2861 * 2879 * 2887 * 2897 * 2903 * 2909 * 2917 * 2927 * 2939 * 2953 * 2957 * 2963 * 2969 * 2971 * 2999 * 3001 * 3011 * 3019 * 3023 * 3037 * 3041 * 3049 * 3061 * 3067 * 3079 * 3083 * 3089 * 3109 * 3119 * 3121 * 3137 * 3163 * 3167 * 3169 * 3181 * 3187 * 3191 * 3203 * 3209 * 3217 * 3221 * 3229 * 3251 * 3253 * 3257 * 3259 * 3271 * 3299 * 3301 * 3307 * 3313 * 3319 * 3323 * 3329 * 3331 * 3343 * 3347 * 3359 * 3361 * 3371 * 3373 * 3389 * 3391 * 3407 * 3413 * 3433 * 3449 * 3457 * 3461 * 3463 * 3467 * 3469 * 3491 * 3499 * 3511 * 3517 * 3527 * 3529 * 3533 * 3539 * 3541 * 3547 * 3557 * 3559 * 3571 * 3581 * 3583 * 3593 * 3607 * 3613 * 3617 * 3623 * 3631 * 3637 * 3643 * 3659 * 3671 * 3673 * 3677 * 3691 * 3697 * 3701 * 3709 * 3719 * 3727 * 3733 * 3739 * 3761 * 3767 * 3769 * 3779 * 3793 * 3797 * 3803 * 3821 * 3823 * 3833 * 3847 * 3851 * 3853 * 3863 * 3877 * 3881 * 3889 * 3907 * 3911 * 3917 * 3919 * 3923 * 3929 * 3931 * 3943 * 3947 * 3967 * 3989 * 4001 * 4003 * 4007 * 4013 * 4019 * 4021 * 4027 * 4049 * 4051 * 4057 * 4073 * 4079 * 4091 * 4093 * 4099 * 4111 * 4127 * 4129 * 4133 * 4139 * 4153 * 4157 * 4159 * 4177 * 4201 * 4211 * 4217 * 4219 * 4229 * 4231 * 4241 * 4243 * 4253 * 4259 * 4261 * 4271 * 4273 * 4283 * 4289 * 4297 * 4327 * 4337 * 4339 * 4349 * 4357 * 4363 * 4373 * 4391 * 4397 * 4409 * 4421 * 4423 * 4441 * 4447 * 4451 * 4457 * 4463 * 4481 * 4483 * 4493 * 4507 * 4513 * 4517 * 4519 * 4523 * 4547 * 4549 * 4561 * 4567 * 4583 * 4591 * 4597 * 4603 * 4621 * 4637 * 4639 * 4643 * 4649 * 4651 * 4657 * 4663 * 4673 * 4679 * 4691 * 4703 * 4721 * 4723 * 4729 * 4733 * 4751 * 4759 * 4783 * 4787 * 4789 * 4793 * 4799 * 4801 * 4813 * 4817 * 4831 * 4861 * 4871 * 4877 * 4889 * 4903 * 4909 * 4919 * 4931 * 4933 * 4937 * 4943 * 4951 * 4957 * 4967 * 4969 * 4973 * 4987 * 4993 * 4999 * 5003 * 5009 * 5011 * 5021 * 5023 * 5039 * 5051 * 5059 * 5077 * 5081 * 5087 * 5099 * 5101 * 5107 * 5113 * 5119 * 5147 * 5153 * 5167 * 5171 * 5179 * 5189 * 5197 * 5209 * 5227 * 5231 * 5233 * 5237 * 5261 * 5273 * 5279 * 5281 * 5297 * 5303 * 5309 * 5323 * 5333 * 5347 * 5351 * 5381 * 5387 * 5393 * 5399 * 5407 * 5413 * 5417 * 5419 * 5431 * 5437 * 5441 * 5443 * 5449 * 5471 * 5477 * 5479 * 5483 * 5501 * 5503 * 5507 * 5519 * 5521 * 5527 * 5531 * 5557 * 5563 * 5569 * 5573 * 5581 * 5591 * 5623 * 5639 * 5641 * 5647 * 5651 * 5653 * 5657 * 5659 * 5669 * 5683 * 5689 * 5693 * 5701 * 5711 * 5717 * 5737 * 5741 * 5743 * 5749 * 5779 * 5783 * 5791 * 5801 * 5807 * 5813 * 5821 * 5827 * 5839 * 5843 * 5849 * 5851 * 5857 * 5861 * 5867 * 5869 * 5879 * 5881 * 5897 * 5903 * 5923 * 5927 * 5939 * 5953 * 5981 * 5987 * 6007 * 6011 * 6029 * 6037 * 6043 * 6047 * 6053 * 6067 * 6073 * 6079 * 6089 * 6091 * 6101 * 6113 * 6121 * 6131 * 6133 * 6143 * 6151 * 6163 * 6173 * 6197 * 6199 * 6203 * 6211 * 6217 * 6221 * 6229 * 6247 * 6257 * 6263 * 6269 * 6271 * 6277 * 6287 * 6299 * 6301 * 6311 * 6317 * 6323 * 6329 * 6337 * 6343 * 6353 * 6359 * 6361 * 6367 * 6373 * 6379 * 6389 * 6397 * 6421 * 6427 * 6449 * 6451 * 6469 * 6473 * 6481 * 6491 * 6521 * 6529 * 6547 * 6551 * 6553 * 6563 * 6569 * 6571 * 6577 * 6581 * 6599 * 6607 * 6619 * 6637 * 6653 * 6659 * 6661 * 6673 * 6679 * 6689 * 6691 * 6701 * 6703 * 6709 * 6719 * 6733 * 6737 * 6761 * 6763 * 6779 * 6781 * 6791 * 6793 * 6803 * 6823 * 6827 * 6829 * 6833 * 6841 * 6857 * 6863 * 6869 * 6871 * 6883 * 6899 * 6907 * 6911 * 6917 * 6947 * 6949 * 6959 * 6961 * 6967 * 6971 * 6977 * 6983 * 6991 * 6997 * 7001 * 7013 * 7019 * 7027 * 7039 * 7043 * 7057 * 7069 * 7079 * 7103 * 7109 * 7121 * 7127 * 7129 * 7151 * 7159 * 7177 * 7187 * 7193 * 7207 * 7211 * 7213 * 7219 * 7229 * 7237 * 7243 * 7247 * 7253 * 7283 * 7297 * 7307 * 7309 * 7321 * 7331 * 7333 * 7349 * 7351 * 7369 * 7393 * 7411 * 7417 * 7433 * 7451 * 7457 * 7459 * 7477 * 7481 * 7487 * 7489 * 7499 * 7507 * 7517 * 7523 * 7529 * 7537 * 7541 * 7547 * 7549 * 7559 * 7561 * 7573 * 7577 * 7583 * 7589 * 7591 * 7603 * 7607 * 7621 * 7639 * 7643 * 7649 * 7669 * 7673 * 7681 * 7687 * 7691 * 7699 * 7703 * 7717 * 7723 * 7727 * 7741 * 7753 * 7757 * 7759 * 7789 * 7793 * 7817 * 7823 * 7829 * 7841 * 7853 * 7867 * 7873 * 7877 * 7879 * 7883 * 7901 * 7907 * 7919 * 7927 * 7933 * 7937 * 7949 * 7951 * 7963 * 7993 * 8009 * 8011 * 8017 * 8039 * 8053 * 8059 * 8069 * 8081 * 8087 * 8089 * 8093 * 8101 * 8111 * 8117 * 8123 * 8147 * 8161 * 8167 * 8171 * 8179 * 8191 * 8209 * 8219 * 8221 * 8231 * 8233 * 8237 * 8243 * 8263 * 8269 * 8273 * 8287 * 8291 * 8293 * 8297 * 8311 * 8317 * 8329 * 8353 * 8363 * 8369 * 8377 * 8387 * 8389 * 8419 * 8423 * 8429 * 8431 * 8443 * 8447 * 8461 * 8467 * 8501 * 8513 * 8521 * 8527 * 8537 * 8539 * 8543 * 8563 * 8573 * 8581 * 8597 * 8599 * 8609 * 8623 * 8627 * 8629 * 8641 * 8647 * 8663 * 8669 * 8677 * 8681 * 8689 * 8693 * 8699 * 8707 * 8713 * 8719 * 8731 * 8737 * 8741 * 8747 * 8753 * 8761 * 8779 * 8783 * 8803 * 8807 * 8819 * 8821 * 8831 * 8837 * 8839 * 8849 * 8861 * 8863 * 8867 * 8887 * 8893 * 8923 * 8929 * 8933 * 8941 * 8951 * 8963 * 8969 * 8971 * 8999 * 9001 * 9007 * 9011 * 9013 * 9029 * 9041 * 9043 * 9049 * 9059 * 9067 * 9091 * 9103 * 9109 * 9127 * 9133 * 9137 * 9151 * 9157 * 9161 * 9173 * 9181 * 9187 * 9199 * 9203 * 9209 * 9221 * 9227 * 9239 * 9241 * 9257 * 9277 * 9281 * 9283 * 9293 * 9311 * 9319 * 9323 * 9337 * 9341 * 9343 * 9349 * 9371 * 9377 * 9391 * 9397 * 9403 * 9413 * 9419 * 9421 * 9431 * 9433 * 9437 * 9439 * 9461 * 9463 * 9467 * 9473 * 9479 * 9491 * 9497 * 9511 * 9521 * 9533 * 9539 * 9547 * 9551 * 9587 * 9601 * 9613 * 9619 * 9623 * 9629 * 9631 * 9643 * 9649 * 9661 * 9677 * 9679 * 9689 * 9697 * 9719 * 9721 * 9733 * 9739 * 9743 * 9749 * 9767 * 9769 * 9781 * 9787 * 9791 * 9803 * 9811 * 9817 * 9829 * 9833 * 9839 * 9851 * 9857 * 9859 * 9871 * 9883 * 9887 * 9901 * 9907 * 9923 * 9929 * 9931 * 9941 * 9949 * 9967 * 9973 (cs) This is a list of articles about prime numbers. A prime number (or prime) is a natural number greater than 1 that has no positive divisors other than 1 and itself. By Euclid's theorem, there are an infinite number of prime numbers. Subsets of the prime numbers may be generated with various formulas for primes. The first 1000 primes are listed below, followed by lists of notable types of prime numbers in alphabetical order, giving their respective first terms. 1 is neither prime nor composite. (en) Bilangan prima adalah bilangan asli lebih besar dari 1 yang tidak memiliki pembagi positif selain 1 dan dirinya sendiri. Menurut , ada bilangan prima yang takhingga. Himpunan bagian dari bilangan prima dapat dibuat dengan berbagai . 1000 bilangan prima pertama tercantum di bawah ini, diikuti dengan daftar jenis bilangan prima yang terkenal dalam urutan abjad, memberikan suku pertamanya masing-masing. 1 bukan bilangan prima atau komposit. (in) Aucune liste de nombres premiers finie ne peut être exhaustive car il existe une infinité de nombres premiers. On ne connaît d’ailleurs pas non plus de formule simple produisant une telle liste. Des listes plus longues de nombres premiers sont disponibles, notamment sur les sites de : * l'encyclopédie en ligne des suites de nombres entiers (OEIS) ; * l'université d'Utah (U) ; * l'université du Tennessee at Martin (UTM) ; * l'université d'Arizona (Chris Caldwell) ; * Gérard Villemin. (fr) 素数の一覧（そすうのいちらん）では、素数を小さいものから順にリストする。素数は無限に存在するため網羅は不可能であるが、ここでは小さい順に200個の一覧を載せる。 「巨大な素数の一覧」も参照 (ja) Esistono infiniti numeri primi che possono essere individuati con diverse formule. Il più grande individuato sinora, che contiene 24 862 048 cifre, è esprimibile come: Di seguito sono riportati tutti i numeri primi fino a un massimo di 5 cifre (pertanto minori di 100 000). Sono in tutto 9 592. (it) Dit is een lijst van de eerste duizend priemgetallen; het hoogste getal in de tabel is 7919. In een lijst van de eerste tienduizend priemgetallen is 104 729 het hoogste getal. Er zijn veel langere lijsten bekend, bijvoorbeeld tot 1 000 000 000 000 (10¹², biljoen); het hoogste priemgetal in die lijst is 990 000 028 099. Er bestaan oneindig veel priemgetallen, wat meer dan tweeduizend jaar geleden al bewezen werd met de stelling van Euclides. Hoewel de priemgetallen niet regelmatig verdeeld zijn en de priemgetalhiaten onbegrensd zijn, is er een duidelijk verband tussen de grootte van een priemgetal en zijn volgnummer, wat uitgedrukt wordt in de priemgetalstelling en de priemgetal-telfunctie. Bij de eerste priemgetallen is het verband nog zwak, maar het wordt beter bij het oplopen van de volgnummers. (nl) Detta är en lista över primtal som ordnas ordinalt men även efter . Ett primtal är ett naturligt tal, som är större än 1 och som inte har några andra positiva delare än 1 och talet självt. Enligt Euklides sats finns det oändligt många primtal. De första 1 000 primtalen visas i den första tabellen, följt av listor med anmärkningsvärda typer av primtal i alfabetisk ordning. Notera att 1 varken är ett primtal eller ett sammansatt tal. (sv) Um número primo (ou um primo) é um número natural maior do que 1 que não possui divisores além de 1 e de si mesmo. Pelo teorema de Euclides, há uma infinidade de números primos. É possível gerar subconjuntos de números primos por meio de várias . Os primeiros 1000 números primos são listados a seguir, seguidos de listas de tipos notáveis de números primos em ordem alfabética, contendo os seus respectivos primeiros termos. Pela definição, o número 1 não é nem primo nem composto. (pt) Эта страница содержит список первых 500 простых чисел (от 2 до 3571), а также списки некоторых специальных типов простых чисел. (ru) Ця сторінка містить список перших 500 простих чисел а також деякі інші прості числа. (uk) 可以证明，质数的数目是无限多的，而它們可以透過不同的質數公式產生出來。以下將列出頭500個質數，並以英文字母的順序將不同種類的質數中的第一批列出來。 (zh)
dbo:wikiPageExternalLink http://www.prime-numbers.org/ http://www.rsok.com/~jrm/printprimes.html https://ghostarchive.org/varchive/youtube/20211102/QSEKzFGpCQs%7C https://www.youtube.com/watch%3Fv=QSEKzFGpCQs http://www.fermatquotient.com/FermatQuotienten/FermQ_Sort.txt http://oeis.org/wiki/Index_to_OEIS:_Section_Pri http://primes.utm.edu/lists/ http://primes.utm.edu/nthprime/
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dbp:title Prime Number Sequences (en)
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rdfs:comment بالنظر إلى مبرهنة إقليدس، عدد الأعداد الأولية غير منته. الأعداد الأولية تتكون من مختلفة. الأعداد الأولية الخمس مائة الأولى مدرجة أدناه، تليها قوائم الأعداد الأولى من مختلف الأنواع في الترتيب الأبجدي. (ar) This is a list of articles about prime numbers. A prime number (or prime) is a natural number greater than 1 that has no positive divisors other than 1 and itself. By Euclid's theorem, there are an infinite number of prime numbers. Subsets of the prime numbers may be generated with various formulas for primes. The first 1000 primes are listed below, followed by lists of notable types of prime numbers in alphabetical order, giving their respective first terms. 1 is neither prime nor composite. (en) Bilangan prima adalah bilangan asli lebih besar dari 1 yang tidak memiliki pembagi positif selain 1 dan dirinya sendiri. Menurut , ada bilangan prima yang takhingga. Himpunan bagian dari bilangan prima dapat dibuat dengan berbagai . 1000 bilangan prima pertama tercantum di bawah ini, diikuti dengan daftar jenis bilangan prima yang terkenal dalam urutan abjad, memberikan suku pertamanya masing-masing. 1 bukan bilangan prima atau komposit. (in) Aucune liste de nombres premiers finie ne peut être exhaustive car il existe une infinité de nombres premiers. On ne connaît d’ailleurs pas non plus de formule simple produisant une telle liste. Des listes plus longues de nombres premiers sont disponibles, notamment sur les sites de : * l'encyclopédie en ligne des suites de nombres entiers (OEIS) ; * l'université d'Utah (U) ; * l'université du Tennessee at Martin (UTM) ; * l'université d'Arizona (Chris Caldwell) ; * Gérard Villemin. (fr) 素数の一覧（そすうのいちらん）では、素数を小さいものから順にリストする。素数は無限に存在するため網羅は不可能であるが、ここでは小さい順に200個の一覧を載せる。 「巨大な素数の一覧」も参照 (ja) Esistono infiniti numeri primi che possono essere individuati con diverse formule. Il più grande individuato sinora, che contiene 24 862 048 cifre, è esprimibile come: Di seguito sono riportati tutti i numeri primi fino a un massimo di 5 cifre (pertanto minori di 100 000). Sono in tutto 9 592. (it) Detta är en lista över primtal som ordnas ordinalt men även efter . Ett primtal är ett naturligt tal, som är större än 1 och som inte har några andra positiva delare än 1 och talet självt. Enligt Euklides sats finns det oändligt många primtal. De första 1 000 primtalen visas i den första tabellen, följt av listor med anmärkningsvärda typer av primtal i alfabetisk ordning. Notera att 1 varken är ett primtal eller ett sammansatt tal. (sv) Um número primo (ou um primo) é um número natural maior do que 1 que não possui divisores além de 1 e de si mesmo. Pelo teorema de Euclides, há uma infinidade de números primos. É possível gerar subconjuntos de números primos por meio de várias . Os primeiros 1000 números primos são listados a seguir, seguidos de listas de tipos notáveis de números primos em ordem alfabética, contendo os seus respectivos primeiros termos. Pela definição, o número 1 não é nem primo nem composto. (pt) Эта страница содержит список первых 500 простых чисел (от 2 до 3571), а также списки некоторых специальных типов простых чисел. (ru) Ця сторінка містить список перших 500 простих чисел а також деякі інші прості числа. (uk) 可以证明，质数的数目是无限多的，而它們可以透過不同的質數公式產生出來。以下將列出頭500個質數，並以英文字母的順序將不同種類的質數中的第一批列出來。 (zh) Následující seznam obsahuje všechna prvočísla menší než 10000: * 2 * 3 * 5 * 7 * 11 * 13 * 17 * 19 * 23 * 29 * 31 * 37 * 41 * 43 * 47 * 53 * 59 * 61 * 67 * 71 * 73 * 79 * 83 * 89 * 97 * 101 * 103 * 107 * 109 * 113 * 127 * 131 * 137 * 139 * 149 * 151 * 157 * 163 * 167 * 173 * 179 * 181 * 191 * 193 * 197 * 199 * 211 * 223 * 227 * 229 * 233 * 239 * 241 * 251 * 257 * 263 * 269 * 271 * 277 * 281 * 283 * 293 * 307 * 311 * 313 * 317 * 331 * 337 * 347 * 349 * 353 * 359 * 367 * 373 * 379 * 383 * 389 * 397 * 401 * 409 * 419 * 421 * 431 * 433 * 439 * 443 * 449 * 457 * 461 * 463 * 467 * 479 * 487 * 491 * 499 * 503 * 509 * 521 * 523 * 541 * 547 * 557 * 563 * 569 * 571 * 577 * 587 * 593 * 599 * (cs) Dit is een lijst van de eerste duizend priemgetallen; het hoogste getal in de tabel is 7919. In een lijst van de eerste tienduizend priemgetallen is 104 729 het hoogste getal. Er zijn veel langere lijsten bekend, bijvoorbeeld tot 1 000 000 000 000 (10¹², biljoen); het hoogste priemgetal in die lijst is 990 000 028 099. Er bestaan oneindig veel priemgetallen, wat meer dan tweeduizend jaar geleden al bewezen werd met de stelling van Euclides. (nl)
rdfs:label قائمة الأعداد الأولية (ar) Seznam prvočísel (cs) Liste de nombres premiers (fr) Daftar bilangan prima (in) Lista di numeri primi (it) List of prime numbers (en) 소수 목록 (ko) 素数の一覧 (ja) Lijst van priemgetallen (nl) Lista de números primos (pt) Список простых чисел (ru) Список простих чисел (uk) Lista över primtal (sv) 質數列表 (zh)
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