Prime numbers in range 272+1 - 282 (677 - 729)

Summary of 53 numbers
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676

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677

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



[5]6[S]

678

[1]no
[6]3
[7]118
[8]7
[9]690
[0]
339
[A]Abundant
[5]22[S]

679

[1]no
[6]2
[7]104
[8]3
[9]105
[0]
97
[A]Deficient
[5]22[S]

680

[1]no
[6]5
[7]28
[8]15
[9]940
[0]
340
[A]Abundant (%6≠0)
[5]12[S]

681

[1]no
[6]2
[7]230
[8]3
[9]231
[0]
227
[A]Deficient
[5]17[S]

682

[1]no
[6]3
[7]44
[8]7
[9]470
[0]
341
[A]Deficient
[5]12[S]

683

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



[5]25[S]

684

[1]no
[6]5
[7]29
[8]17
[9]1136
[0]
342
[A]Abundant
[5]69[S]

685

[1]no
[6]2
[7]142
[8]3
[9]143
[0]
137
[A]Deficient
[5]20[S]

686

[1]no
[6]4
[7]23
[8]7
[9]514
[0]
343
[A]Deficient
[5]20[S]

687

[1]no
[6]2
[7]232
[8]3
[9]233
[0]
229
[A]Deficient
[5]51[S]

688

[1]no
[6]5
[7]51
[8]9
[9]676
[0]
344
[A]Deficient
[5]33[S]

689

[1]no
[6]2
[7]66
[8]3
[9]67
[0]
53
[A]Deficient
[5]15[S]

690

[1]no
[6]4
[7]33
[8]15
[9]1038
[0]
345
[A]Abundant
[5]23[S]

691

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



[5]23[S]

692

[1]no
[6]3
[7]177
[8]5
[9]526
[0]
346
[A]Deficient
[5]33[S]

693

[1]no
[6]4
[7]24
[8]11
[9]555
[0]
231
[A]Deficient
[5]10[S]

694

[1]no
[6]2
[7]349
[8]3
[9]350
[0]
347
[A]Deficient
[5]10[S]

695

[1]no
[6]2
[7]144
[8]3
[9]145
[0]
139
[A]Deficient
[5]31[S]

696

[1]no
[6]5
[7]38
[8]15
[9]1104
[0]
348
[A]Abundant
[5]33[S]

697

[1]no
[6]2
[7]58
[8]3
[9]59
[0]
41
[A]Deficient
[5]18[S]

698

[1]no
[6]2
[7]351
[8]3
[9]352
[0]
349
[A]Deficient
[5]13[S]

699

[1]no
[6]2
[7]236
[8]3
[9]237
[0]
233
[A]Deficient
[5]26[S]

700

[1]no
[6]5
[7]21
[8]17
[9]1036
[0]
350
[A]Abundant (%6≠0)
[5]25[S]

701

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



[5]13[S]

702

[1]no
[6]5
[7]24
[8]15
[9]978
[0]
351
[A]Abundant
[5]57[S]

703

[1]no
[6]2
[7]56
[8]3
[9]57
[0]
37
[A]Deficient
[5]57[S]

704

[1]no
[6]7
[7]23
[8]13
[9]820
[0]
352
[A]Abundant (%6≠0)
[5]20[S]

705

[1]no
[6]3
[7]55
[8]7
[9]447
[0]
235
[A]Deficient
[5]21[S]

706

[1]no
[6]2
[7]355
[8]3
[9]356
[0]
353
[A]Deficient
[5]21[S]

707

[1]no
[6]2
[7]108
[8]3
[9]109
[0]
101
[A]Deficient
[5]21[S]

708

[1]no
[6]4
[7]66
[8]11
[9]972
[0]
354
[A]Abundant
[5]33[S]

709

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



[5]8[S]

710

[1]no
[6]3
[7]78
[8]7
[9]586
[0]
355
[A]Deficient
[5]29[S]

711

[1]no
[6]3
[7]85
[8]5
[9]329
[0]
237
[A]Deficient
[5]29[S]

712

[1]no
[6]4
[7]95
[8]7
[9]638
[0]
356
[A]Deficient
[5]33[S]

713

[1]no
[6]2
[7]54
[8]3
[9]55
[0]
31
[A]Deficient
[5]16[S]

714

[1]no
[6]4
[7]29
[8]15
[9]1014
[0]
357
[A]Abundant
[5]24[S]

715

[1]no
[6]3
[7]29
[8]7
[9]293
[0]
143
[A]Deficient
[5]60[S]

716

[1]no
[6]3
[7]183
[8]5
[9]544
[0]
358
[A]Deficient
[5]33[S]

717

[1]no
[6]2
[7]242
[8]3
[9]243
[0]
239
[A]Deficient
[5]24[S]

718

[1]no
[6]2
[7]361
[8]3
[9]362
[0]
359
[A]Deficient
[5]37[S]

719

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



[5]37[S]

720

[1]no
[6]7
[7]19
[8]29
[9]1698
[0]
360
[A]Abundant
[5]20[S]

721

[1]no
[6]2
[7]110
[8]3
[9]111
[0]
103
[A]Deficient
[5]55[S]

722

[1]no
[6]3
[7]40
[8]5
[9]421
[0]
361
[A]Deficient
[5]11[S]

723

[1]no
[6]2
[7]244
[8]3
[9]245
[0]
241
[A]Deficient
[5]11[S]

724

[1]no
[6]3
[7]185
[8]5
[9]550
[0]
362
[A]Deficient
[5]20[S]

725

[1]no
[6]3
[7]39
[8]5
[9]205
[0]
145
[A]Deficient
[5]19[S]

726

[1]no
[6]4
[7]27
[8]11
[9]870
[0]
363
[A]Abundant
[5]19[S]

727

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



[5]37[S]

728 = 36-1

[1]no
[6]5
[7]26
[8]15
[9]952
[0]
364
[A]Abundant (%6≠0)
[5]38[S]

729 = 36

[1]no
[6]6
[7]18
[8]6
[9]364
[0]
243
[A]Deficient
[5]50[S]

730

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