Délky period převrácených hodnot prvočísel/Statistika/Statistika soustavy o základu 14: Porovnání verzí

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Řádek 3 247:
| 688
! 5167
| 2x3^2x7x41 || [[Délky period převrácených hodnot prvočísel/Délka l = 41 nebo 82|63]] || 1C51 || [[Číselné soustavy/Jedenáctková soustava|11]]*
|-
| 689
! 5171
| 2x5x11x47 || 1 || 1C55 || 4*
|-
| 690
! 5179
| 2x3x863 || 3 || 1C5D || 4*
|-
| 691
! 5189
| 2^2x1297 || 1 || 1C69 || 2
|-
| 692
! 5197
| 2^2x3x433 || 2 || 1C73 || 2
|-
| 693
! 5209
| 2^3x3x7x31 || 2 || 1C81 || 2
|-
| 694
! 5227
| 2x3x13x67 || 1 || 1C95 || 4*
|-
| 695
! 5231
| 2x5x523 || 1 || 1C99 || 2*
|-
| 696
! 5233
| 2^4x3x109 || 4 || 1C9B || 10
|-
| 697
! 5237
| 2^2x7x11x17 || 1 || 1CA1 || 3
|-
| 698
! 5261
| 2^2x5x263 || 1 || 1CBB || 2
|-
| 699
! 5273
| 2^3x659 || 2 || 1CC9 || 3
|-
| 700
! 5279
| 2x7x13x29 || 1 || 1CD1 || 3*
|-
| 701
! 5281
| 2^5x3x5x11 || 3 || 1CD3 || 7
|-
| 702
! 5297
| 2^4x331 || 1 || 1D05 || 3
|-
| 703
! 5303
| 2x11x241 || 1 || 1D0B || 2*
|-
| 704
! 5309
| 2^2x1327 || 2 || 1D13 || 2
|-
| 705
! 5323
| 2x3x887 || 3 || 1D23 || 10*
|-
| 706
! 5333
| 2^2x31x43 || 2 || 1D2D || 2
|-
| 707
! 5347
| 2x3^5x11 || 9 || 1D3D || 6*
|-
| 708
! 5351
| 2x5^2x107 || 2 || 1D43 || 2*
|-
| 709
! 5381
| 2^2x5x269 || 2 || 1D65 || 3
|-
| 710
! 5387
| 2x2693 || 2 || 1D6B || 3*
|-
| 711
! 5393
| 2^4x337 || [[Délky period převrácených hodnot prvočísel/Délka l = 16|337]] || 1D73 || 3
|-
| 712
! 5399
| 2x2699 || 1 || 1D79 || 2*
|-
| 713
! 5407
| 2x3x17x53 || 2 || 1D83 || 2*
|-
| 714
! 5413
| 2^2x3x11x41 || 3 || 1D89 || 5
|-
| 715
! 5417
| 2^3x677 || 1 || 1D8D || 3
|-
| 716
! 5419
| 2x3^2x7x43 || 18 || 1D91 || 5*
|-
| 717
! 5431
| 2x3x5x181 || 30 || 1D9D || 2*
|-
| 718
! 5437
| 2^2x3^2x151 || 2 || 1DA5 || 5
|-
| 719
! 5441
| 2^6x5x17 || 20 || 1DA9 || 3
|-
| 720
! 5443
| 2x3x907 || 2 || 1DAB || 4*
|-
| 721
! 5449
| 2^3x3x227 || 1 || 1DB3 || 7
|-
| 722
! 5471
| 2x5x547 || 1 || 1DCB || 3*
|-
| 723
! 5477
| 2^2x37^2 || 4 || 1DD3 || 2
|-
| 724
! 5479
| 2x3x11x83 || [[Délky period převrácených hodnot prvočísel/Délka l = 83 nebo 166|66]] || 1DD5 || 2*
|-
| 725
! 5483
| 2x2741 || 2 || 1DD9 || 3*
|-
| 726
! 5501
| 2^2x5^3x11 || 4 || 200D || 2
|-
| 727
! 5503
| 2x3x7x131 || 1 || 2011 || 9*
|-
| 728
! 5507
| 2x2753 || 1 || 2015 || 3*
|-
| 729
! 5519
| 2x31x89 || 2 || 2023 || 2*
|-
| 730
! 5521
| 2^4x3x5x23 || 1 || 2025 || [[Číselné soustavy/Jedenáctková soustava|11]]
|-
| 731
! 5527
| 2x3^2x307 || 1 || 202B || 2*
|-
| 732
! 5531
| 2x5x7x79 || 14 || 2031 || 5*
|-
| 733
! 5557
| 2^2x3x463 || 2 || 204D || 2
|-
| 734
! 5563
| 2x3^3x103 || 1 || 2055 || 4*
|-
| 735
! 5569
| 2^6x3x29 || 4 || 205B || [[Číselné soustavy/Třináctková soustava|13]]
|-
| 736
! 5573
| 2^2x7x199 || 1 || 2061 || 2
|-
| 737
! 5581
| 2^2x3^2x5x31 || 9 || 2069 || 6
|-
| 738
! 5591
| 2x5x13x43 || 2 || 2075 || 2*
|-
| 739
! 5623
| 2x3x937 || 1 || 2099 || 2*
|-
| 740
! 5639
| 2x2819 || 1 || 20AB || 2*
|-
| 741
! 5641
| 2^3x3x5x47 || 1 || 20AD || [[Číselné soustavy/Čtrnáctková soustava|14]]
|-
| 742
! 5647
| 2x3x941 || 6 || 20B5 || 2*
|-
| 743
! 5651
| 2x5^2x113 || 2 || 20B9 || 3*
|-
| 744
! 5653
| 2^2x3^2x157 || 3 || 20BB || 5
|-
| 745
! 5657
| 2^3x7x101 || 8 || 20C1 || 3
|-
| 746
! 5659
| 2x3x23x41 || 1 || 20C3 || 4*
|-
| 747
! 5669
| 2^2x13x109 || 2 || 20CD || 3
|-
| 748
! 5683
| 2x3x947 || 3 || 20DD || 4*
|-
| 749
! 5689
| 2^3x3^2x79 || 1 || 2105 || [[Číselné soustavy/Jedenáctková soustava|11]]
|-
| 750
! 5693
| 2^2x1423 || 1 || 2109 || 2
|-
| 751
! 5701
| 2^2x3x5^2x19 || 2 || 2113 || 2
|-
| 752
! 5711
| 2x5x571 || 2 || 211D || 3*
|-
| 753
! 5717
| 2^2x1429 || 2 || 2125 || 2
|-
| 754
! 5737
| 2^3x3x239 || 4 || 213B || 10
|-
| 755
! 5741
| 2^2x5x7x41 || 1 || 2141 || 2
|-
| 756
! 5743
| 2x3^2x11x29 || 2 || 2143 || 2*
|-
| 757
! 5749
| 2^2x3x479 || 3 || 2149 || 2
|-
| 758
! 5779
| 2x3^3x107 || 18 || 216B || 4*
|-
| 759
! 5783
| 2x7^2x59 || 7 || 2171 || 2*
|-
| 760
! 5791
| 2x3x5x193 || 1 || 2179 || 2*
|-
| 761
! 5801
| 2^3x5^2x29 || 5 || 2185 || 3
|-
| 762
! 5807
| 2x2903 || 1 || 218B || 2*
|-
| 763
! 5813
| 2^2x1453 || 2 || 2193 || 2
|-
| 764
! 5821
| 2^2x3x5x97 || 3 || 219B || 6
|-
| 765
! 5827
| 2x3x971 || 1 || 21A3 || 4*
|-
| 766
! 5839
| 2x3x7x139 || 1 || 21B1 || 2*
|-
| 767
! 5843
| 2x23x127 || 1 || 21B5 || 4*
|-
| 768
! 5849
| 2^3x17x43 || 2 || 21BB || 3
|-
| 769
! 5851
| 2x3^2x5^2x13 || 3 || 21BD || 4*
|-
| 770
! 5857
| 2^5x3x61 || 1 || 21C5 || 7
|-
| 771
! 5861
| 2^2x5x293 || 1 || 21C9 || 3
|-
| 772
! 5867
| 2x7x419 || 2 || 21D1 || 3*
|-
| 773
! 5869
| 2^2x3^2x163 || 4 || 21D3 || 2
|-
| 774
! 5879
| 2x2939 || 2 || 21DD || 2*
|-
| 775