1000 Prime Numbers List – Free Prime Number Chart

The prime numbers table lists the first 1000 prime numbers from 2 to 8011. There are 1,009 total prime numbers in the lookup table below.

The nth prime number can be denoted as pn, so:

  • The first prime number, p1 = 2
  • The second prime number, p2 = 3
  • The third prime number, p3 = 5
  • The fourth prime number, p4 = 7
  • And so on.

You can also denote the nth prime number with brackets as Prime[n], so:

  • The first prime number, Prime[1] = 2
  • The second prime number, Prime[2] = 3
  • The third prime number, Prime[3] = 5
  • The fourth prime number, Prime[4] = 7
  • And so on.

To find a prime number, say Prime[223], find row heading 220 and column heading 3 for 220+3=223. The prime number at the intersection of row 220 and column heading 3 is Prime[223] = 1409.

Hover your mouse over any number in the table to see the nth label as Prime[n]. You can also use our Prime Factors Calculator to verify that a number is prime. The calculator also indicates the nth prime for the first 1000 prime numbers.

First 1,009 Prime Numbers

0123456789
023571113171923
1029313741434753596167
20717379838997101103107109
30113127131137139149151157163167
40173179181191193197199211223227
50229233239241251257263269271277
60281283293307311313317331337347
70349353359367373379383389397401
80409419421431433439443449457461
90463467479487491499503509521523
100541547557563569571577587593599
110601607613617619631641643647653
120659661673677683691701709719727
130733739743751757761769773787797
140809811821823827829839853857859
150863877881883887907911919929937
1609419479539679719779839919971009
1701013101910211031103310391049105110611063
1801069108710911093109711031109111711231129
1901151115311631171118111871193120112131217
2001223122912311237124912591277127912831289
2101291129713011303130713191321132713611367
2201373138113991409142314271429143314391447
2301451145314591471148114831487148914931499
2401511152315311543154915531559156715711579
2501583159716011607160916131619162116271637
2601657166316671669169316971699170917211723
2701733174117471753175917771783178717891801
2801811182318311847186118671871187318771879
2901889190119071913193119331949195119731979
3001987199319971999200320112017202720292039
3102053206320692081208320872089209921112113
3202129213121372141214321532161217922032207
3302213222122372239224322512267226922732281
3402287229322972309231123332339234123472351
3502357237123772381238323892393239924112417
3602423243724412447245924672473247725032521
3702531253925432549255125572579259125932609
3802617262126332647265726592663267126772683
3902687268926932699270727112713271927292731
4002741274927532767277727892791279728012803
4102819283328372843285128572861287928872897
4202903290929172927293929532957296329692971
4302999300130113019302330373041304930613067
4403079308330893109311931213137316331673169
4503181318731913203320932173221322932513253
4603257325932713299330133073313331933233329
4703331334333473359336133713373338933913407
4803413343334493457346134633467346934913499
4903511351735273529353335393541354735573559
5003571358135833593360736133617362336313637
5103643365936713673367736913697370137093719
5203727373337393761376737693779379337973803
5303821382338333847385138533863387738813889
5403907391139173919392339293931394339473967
5503989400140034007401340194021402740494051
5604057407340794091409340994111412741294133
5704139415341574159417742014211421742194229
5804231424142434253425942614271427342834289
5904297432743374339434943574363437343914397
6004409442144234441444744514457446344814483
6104493450745134517451945234547454945614567
6204583459145974603462146374639464346494651
6304657466346734679469147034721472347294733
6404751475947834787478947934799480148134817
6504831486148714877488949034909491949314933
6604937494349514957496749694973498749934999
6705003500950115021502350395051505950775081
6805087509951015107511351195147515351675171
6905179518951975209522752315233523752615273
7005279528152975303530953235333534753515381
7105387539353995407541354175419543154375441
7205443544954715477547954835501550355075519
7305521552755315557556355695573558155915623
7405639564156475651565356575659566956835689
7505693570157115717573757415743574957795783
7605791580158075813582158275839584358495851
7705857586158675869587958815897590359235927
7805939595359815987600760116029603760436047
7906053606760736079608960916101611361216131
8006133614361516163617361976199620362116217
8106221622962476257626362696271627762876299
8206301631163176323632963376343635363596361
8306367637363796389639764216427644964516469
8406473648164916521652965476551655365636569
8506571657765816599660766196637665366596661
8606673667966896691670167036709671967336737
8706761676367796781679167936803682368276829
8806833684168576863686968716883689969076911
8906917694769496959696169676971697769836991
9006997700170137019702770397043705770697079
9107103710971217127712971517159717771877193
9207207721172137219722972377243724772537283
9307297730773097321733173337349735173697393
9407411741774337451745774597477748174877489
950 7499750775177523752975377541754775497559
960 7561757375777583758975917603760776217639
970 7643764976697673768176877691769977037717
980 7723772777417753775777597789779378177823
990 7829784178537867787378777879788379017907
10007919792779337937794979517963799380098011