Prime numbers in range 76²+1 - 77² (5.626 - 5.776)

Summary of 151 numbers
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5.625

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5.639

[1]yes
[2]yes
[3]yes
[4] no

[5]53[S]

5.640

[1]no
[6]6
[7]61
[8]31
[9]11640
[0]2.820
[A]Abundant
[5]12[S]

5.641

[1]yes
[2] no
[3]yes
[4] no

[5]14[S]

5.642

[1]no
[6]4
[7]53
[8]15
[9]5110
[0]2.821
[A]Deficient
[5]25[S]

5.643

[1]no
[6]5
[7]39
[8]15
[9]3957
[0]1.881
[A]Deficient
[5]30[S]

5.644

[1]no
[6]4
[7]104
[8]11
[9]4940
[0]2.822
[A]Deficient
[5]43[S]

5.645

[1]no
[6]2
[7]1134
[8]3
[9]1135
[0]1.129
[A]Deficient
[5]24[S]

5.646

[1]no
[6]3
[7]946
[8]7
[9]5658
[0]2.823
[A]Abundant
[5]39[S]

5.647

[1]yes
[2]yes
[3] no
[4] no

[5]43[S]

5.648

[1]no
[6]5
[7]361
[8]9
[9]5326
[0]2.824
[A]Deficient
[5]25[S]

5.649

[1]no
[6]3
[7]279
[8]7
[9]2991
[0]1.883
[A]Deficient
[5]37[S]

5.650

[1]no
[6]4
[7]125
[8]11
[9]4952
[0]2.825
[A]Deficient
[5]25[S]

5.651

[1]yes
[2]yes
[3]yes
[4] no

[5]61[S]

5.652

[1]no
[6]5
[7]167
[8]17
[9]8726
[0]2.826
[A]Abundant
[5]25[S]

5.653

[1]yes
[2] no
[3]yes
[4] no

[5]24[S]

5.654

[1]no
[6]3
[7]270
[8]7
[9]3634
[0]2.827
[A]Deficient
[5]39[S]

5.655

[1]no
[6]4
[7]50
[8]15
[9]4425
[0]1.885
[A]Deficient
[5]77[S]

5.656

[1]no
[6]5
[7]114
[8]15
[9]6584
[0]2.828
[A]Abundant (%6≠0)
[5]56[S]

5.657

[1]yes
[2] no
[3]yes
[4] no

[5]18[S]

5.658

[1]no
[6]4
[7]69
[8]15
[9]6438
[0]2.829
[A]Abundant
[5]40[S]

5.659

[1]yes
[2]yes
[3]yes
[4] no

[5]25[S]

5.660

[1]no
[6]4
[7]292
[8]11
[9]6268
[0]2.830
[A]Abundant (%6≠0)
[5]56[S]

5.661

[1]no
[6]4
[7]60
[8]11
[9]3231
[0]1.887
[A]Deficient
[5]50[S]

5.662

[1]no
[6]3
[7]170
[8]7
[9]3338
[0]2.831
[A]Deficient
[5]52[S]

5.663

[1]no
[6]2
[7]816
[8]3
[9]817
[0]809
[A]Deficient
[5]19[S]

5.664

[1]no
[6]7
[7]72
[8]23
[9]9456
[0]2.832
[A]Abundant
[5]56[S]

5.665

[1]no
[6]3
[7]119
[8]7
[9]1823
[0]1.133
[A]Deficient
[5]50[S]

5.666

[1]no
[6]2
[7]2835
[8]3
[9]2836
[0]2.833
[A]Deficient
[5]5[S]

5.667

[1]no
[6]2
[7]1892
[8]3
[9]1893
[0]1.889
[A]Deficient
[5]20[S]

5.668

[1]no
[6]4
[7]126
[8]11
[9]5112
[0]2.834
[A]Deficient
[5]35[S]

5.669

[1]yes
[2] no
[3] no
[4] no

[5]10[S]

5.670

[1]no
[6]7
[7]26
[8]39
[9]11754
[0]2.835
[A]Abundant
[5]10[S]

5.671

[1]no
[6]2
[7]160
[8]3
[9]161
[0]107
[A]Deficient
[5]18[S]

5.672

[1]no
[6]4
[7]715
[8]7
[9]4978
[0]2.836
[A]Deficient
[5]12[S]

5.673

[1]no
[6]3
[7]95
[8]7
[9]2263
[0]1.891
[A]Deficient
[5]8[S]

5.674

[1]no
[6]2
[7]2839
[8]3
[9]2840
[0]2.837
[A]Deficient
[5]11[S]

5.675

[1]no
[6]3
[7]237
[8]5
[9]1393
[0]1.135
[A]Deficient
[5]11[S]

5.676

[1]no
[6]5
[7]61
[8]23
[9]9108
[0]2.838
[A]Abundant
[5]72[S]

5.677

[1]no
[6]2
[7]818
[8]3
[9]819
[0]811
[A]Deficient
[5]6[S]

5.678

[1]no
[6]3
[7]186
[8]7
[9]3394
[0]2.839
[A]Deficient
[5]22[S]

5.679

[1]no
[6]3
[7]637
[8]5
[9]2537
[0]1.893
[A]Deficient
[5]22[S]

5.680

[1]no
[6]6
[7]84
[8]19
[9]7712
[0]2.840
[A]Abundant (%6≠0)
[5]12[S]

5.681

[1]no
[6]3
[7]55
[8]7
[9]1039
[0]437
[A]Deficient
[5]17[S]

5.682

[1]no
[6]3
[7]952
[8]7
[9]5694
[0]2.841
[A]Abundant
[5]12[S]

5.683

[1]yes
[2]yes
[3] no
[4] no

[5]25[S]

5.684

[1]no
[6]5
[7]47
[8]17
[9]6286
[0]2.842
[A]Abundant (%6≠0)
[5]69[S]

5.685

[1]no
[6]3
[7]387
[8]7
[9]3435
[0]1.895
[A]Deficient
[5]20[S]

5.686

[1]no
[6]2
[7]2845
[8]3
[9]2846
[0]2.843
[A]Deficient
[5]20[S]

5.687

[1]no
[6]3
[7]69
[8]5
[9]697
[0]517
[A]Deficient
[5]54[S]

5.688

[1]no
[6]6
[7]91
[8]23
[9]9912
[0]2.844
[A]Abundant
[5]33[S]

5.689

[1]yes
[2] no
[3] no
[4] no

[5]15[S]

5.690

[1]no
[6]3
[7]576
[8]7
[9]4570
[0]2.845
[A]Deficient
[5]23[S]

5.691

[1]no
[6]3
[7]281
[8]7
[9]3013
[0]1.897
[A]Deficient
[5]23[S]

5.692

[1]no
[6]3
[7]1427
[8]5
[9]4276
[0]2.846
[A]Deficient
[5]33[S]

5.693

[1]yes
[2] no
[3] no
[4] no

[5]10[S]

5.694

[1]no
[6]4
[7]91
[8]15
[9]6738
[0]2.847
[A]Abundant
[5]10[S]

5.695

[1]no
[6]3
[7]89
[8]7
[9]1649
[0]1.139
[A]Deficient
[5]31[S]

5.696

[1]no
[6]7
[7]101
[8]13
[9]5734
[0]2.848
[A]Abundant (%6≠0)
[5]33[S]

5.697

[1]no
[6]4
[7]220
[8]7
[9]2783
[0]1.899
[A]Deficient
[5]18[S]

5.698

[1]no
[6]4
[7]57
[8]15
[9]5246
[0]2.849
[A]Deficient
[5]13[S]

5.699

[1]no
[6]2
[7]180
[8]3
[9]181
[0]139
[A]Deficient
[5]26[S]

5.700

[1]no
[6]6
[7]36
[8]35
[9]11660
[0]2.850
[A]Abundant
[5]25[S]

5.701

[1]yes
[2] no
[3] no
[4] no

[5]13[S]

5.702

[1]no
[6]2
[7]2853
[8]3
[9]2854
[0]2.851
[A]Deficient
[5]57[S]

5.703

[1]no
[6]2
[7]1904
[8]3
[9]1905
[0]1.901
[A]Deficient
[5]57[S]

5.704

[1]no
[6]5
[7]60
[8]15
[9]5816
[0]2.852
[A]Abundant (%6≠0)
[5]20[S]

5.705

[1]no
[6]3
[7]175
[8]7
[9]2167
[0]1.141
[A]Deficient
[5]21[S]

5.706

[1]no
[6]4
[7]325
[8]11
[9]6696
[0]2.853
[A]Abundant
[5]21[S]

5.707

[1]no
[6]2
[7]452
[8]3
[9]453
[0]439
[A]Deficient
[5]21[S]

5.708

[1]no
[6]3
[7]1431
[8]5
[9]4288
[0]2.854
[A]Deficient
[5]33[S]

5.709

[1]no
[6]3
[7]187
[8]7
[9]2643
[0]1.903
[A]Deficient
[5]8[S]

5.710

[1]no
[6]3
[7]578
[8]7
[9]4586
[0]2.855
[A]Deficient
[5]29[S]

5.711

[1]yes
[2]yes
[3] no
[4] no

[5]29[S]

5.712

[1]no
[6]7
[7]35
[8]39
[9]12144
[0]2.856
[A]Abundant
[5]33[S]

5.713

[1]no
[6]2
[7]226
[8]3
[9]227
[0]197
[A]Deficient
[5]16[S]

5.714

[1]no
[6]2
[7]2859
[8]3
[9]2860
[0]2.857
[A]Deficient
[5]24[S]

5.715

[1]no
[6]4
[7]138
[8]11
[9]4269
[0]1.905
[A]Deficient
[5]60[S]

5.716

[1]no
[6]3
[7]1433
[8]5
[9]4294
[0]2.858
[A]Deficient
[5]33[S]

5.717

[1]yes
[2] no
[3] no
[4] no

[5]24[S]

5.718

[1]no
[6]3
[7]958
[8]7
[9]5730
[0]2.859
[A]Abundant
[5]37[S]

5.719

[1]no
[6]3
[7]69
[8]7
[9]1321
[0]817
[A]Deficient
[5]37[S]

5.720

[1]no
[6]6
[7]35
[8]31
[9]9400
[0]2.860
[A]Abundant (%6≠0)
[5]20[S]

5.721

[1]no
[6]2
[7]1910
[8]3
[9]1911
[0]1.907
[A]Deficient
[5]55[S]

5.722

[1]no
[6]2
[7]2863
[8]3
[9]2864
[0]2.861
[A]Deficient
[5]11[S]

5.723

[1]no
[6]2
[7]156
[8]3
[9]157
[0]97
[A]Deficient
[5]11[S]

5.724

[1]no
[6]6
[7]66
[8]23
[9]9396
[0]2.862
[A]Abundant
[5]20[S]

5.725

[1]no
[6]3
[7]239
[8]5
[9]1405
[0]1.145
[A]Deficient
[5]19[S]

5.726

[1]no
[6]3
[7]418
[8]7
[9]4114
[0]2.863
[A]Deficient
[5]19[S]

5.727

[1]no
[6]3
[7]109
[8]7
[9]2337
[0]1.909
[A]Deficient
[5]37[S]

5.728

[1]no
[6]6
[7]189
[8]11
[9]5612
[0]2.864
[A]Deficient
[5]38[S]

5.729

[1]no
[6]2
[7]354
[8]3
[9]355
[0]337
[A]Deficient
[5]50[S]

5.730

[1]no
[6]4
[7]201
[8]15
[9]8094
[0]2.865
[A]Abundant
[5]14[S]

5.731

[1]no
[6]2
[7]532
[8]3
[9]533
[0]521
[A]Deficient
[5]63[S]

5.732

[1]no
[6]3
[7]1437
[8]5
[9]4306
[0]2.866
[A]Deficient
[5]28[S]

5.733

[1]no
[6]5
[7]33
[8]17
[9]4641
[0]1.911
[A]Deficient
[5]27[S]

5.734

[1]no
[6]3
[7]110
[8]7
[9]3194
[0]2.867
[A]Deficient
[5]27[S]

5.735

[1]no
[6]3
[7]73
[8]7
[9]1561
[0]1.147
[A]Deficient
[5]32[S]

5.736

[1]no
[6]5
[7]248
[8]15
[9]8664
[0]2.868
[A]Abundant
[5]20[S]

5.737

[1]yes
[2] no
[3] no
[4] no

[5]14[S]

5.738

[1]no
[6]3
[7]172
[8]7
[9]3382
[0]2.869
[A]Deficient
[5]58[S]

5.739

[1]no
[6]2
[7]1916
[8]3
[9]1917
[0]1.913
[A]Deficient
[5]58[S]

5.740

[1]no
[6]5
[7]57
[8]23
[9]8372
[0]2.870
[A]Abundant (%6≠0)
[5]46[S]

5.741

[1]yes
[2] no
[3]yes
[4] no

[5]22[S]

5.742

[1]no
[6]5
[7]48
[8]23
[9]8298
[0]2.871
[A]Abundant
[5]35[S]

5.743

[1]yes
[2]yes
[3]yes
[4] no

[5]35[S]

5.744

[1]no
[6]5
[7]367
[8]9
[9]5416
[0]2.872
[A]Deficient
[5]20[S]

5.745

[1]no
[6]3
[7]391
[8]7
[9]3471
[0]1.915
[A]Deficient
[5]35[S]

5.746

[1]no
[6]4
[7]45
[8]11
[9]4136
[0]2.873
[A]Deficient
[5]22[S]

5.747

[1]no
[6]2
[7]828
[8]3
[9]829
[0]821
[A]Deficient
[5]40[S]

5.748

[1]no
[6]4
[7]486
[8]11
[9]7692
[0]2.874
[A]Abundant
[5]46[S]

5.749

[1]yes
[2] no
[3] no
[4] no

[5]53[S]

5.750

[1]no
[6]5
[7]40
[8]15
[9]5482
[0]2.875
[A]Deficient
[5]49[S]

5.751

[1]no
[6]5
[7]83
[8]9
[9]2961
[0]1.917
[A]Deficient
[5]72[S]

5.752

[1]no
[6]4
[7]725
[8]7
[9]5048
[0]2.876
[A]Deficient
[5]51[S]

5.753

[1]no
[6]2
[7]534
[8]3
[9]535
[0]523
[A]Deficient
[5]30[S]

5.754

[1]no
[6]4
[7]149
[8]15
[9]7494
[0]2.877
[A]Abundant
[5]30[S]

5.755

[1]no
[6]2
[7]1156
[8]3
[9]1157
[0]1.151
[A]Deficient
[5]30[S]

5.756

[1]no
[6]3
[7]1443
[8]5
[9]4324
[0]2.878
[A]Deficient
[5]51[S]

5.757

[1]no
[6]3
[7]123
[8]7
[9]2403
[0]1.919
[A]Deficient
[5]17[S]

5.758

[1]no
[6]2
[7]2881
[8]3
[9]2882
[0]2.879
[A]Deficient
[5]17[S]

5.759

[1]no
[6]2
[7]456
[8]3
[9]457
[0]443
[A]Deficient
[5]43[S]

5.760

[1]no
[6]10
[7]25
[8]47
[9]14130
[0]2.880
[A]Abundant
[5]47[S]

5.761

[1]no
[6]2
[7]830
[8]3
[9]831
[0]823
[A]Deficient
[5]48[S]

5.762

[1]no
[6]3
[7]112
[8]7
[9]3214
[0]2.881
[A]Deficient
[5]25[S]

5.763

[1]no
[6]3
[7]133
[8]7
[9]2445
[0]1.921
[A]Deficient
[5]61[S]

5.764

[1]no
[6]4
[7]146
[8]11
[9]5324
[0]2.882
[A]Deficient
[5]67[S]

5.765

[1]no
[6]2
[7]1158
[8]3
[9]1159
[0]1.153
[A]Deficient
[5]25[S]

5.766

[1]no
[6]4
[7]67
[8]11
[9]6150
[0]2.883
[A]Abundant
[5]17[S]

5.767

[1]no
[6]2
[7]152
[8]3
[9]153
[0]79
[A]Deficient
[5]20[S]

5.768

[1]no
[6]5
[7]116
[8]15
[9]6712
[0]2.884
[A]Abundant (%6≠0)
[5]15[S]

5.769

[1]no
[6]3
[7]647
[8]5
[9]2577
[0]1.923
[A]Deficient
[5]25[S]

5.770

[1]no
[6]3
[7]584
[8]7
[9]4634
[0]2.885
[A]Deficient
[5]38[S]

5.771

[1]no
[6]2
[7]228
[8]3
[9]229
[0]199
[A]Deficient
[5]38[S]

5.772

[1]no
[6]5
[7]57
[8]23
[9]9124
[0]2.886
[A]Abundant
[5]64[S]

5.773

[1]no
[6]2
[7]274
[8]3
[9]275
[0]251
[A]Deficient
[5]12[S]

5.774

[1]no
[6]2
[7]2889
[8]3
[9]2890
[0]2.887
[A]Deficient
[5]25[S]

5.775

[1]no
[6]5
[7]31
[8]23
[9]6129
[0]1.925
[A]Abundant (%6≠0)
[5]25[S]

5.776

[1]no
[6]6
[7]46
[8]14
[9]6035
[0]2.888
[A]Abundant (%6≠0)
[5]64[S]

5.777

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Prime numbers in range 762+1 - 772 (5.626 - 5.776)