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Product of Prime Numbers and Exponents of Two

Product Of Prime Numbers And Exponents Of Two

by BlueVigilante, Feb. 2024

Subjects: Math, Multiplication, Division, Prime Numbers

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435 Cards in this Set

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	2 x 2	4
	2 x 3	6
	2 x 5	10
	2 x 7	14
	2 x 11	22
	2 x 13	26
	2 x 17	34
	2 x 19	38
	2 x 23	46
	2 x 29	58
	2 x 31	62
	2 x 37	74
	2 x 41	82
	2 x 43	86
	2 x 47	94
	2 x 53	106
	2 x 59	118
	2 x 61	122
	2 x 67	134
	2 x 71	142
	2 x 73	146
	2 x 79	158
	2 x 83	166
	2 x 89	178
	2 x 97	194
	2 x 101	202
	2 x 103	206
	2 x 107	214
	2 x 109	218
	2 x 113	226
	2 x 127	254
	2 x 131	262
	2 x 137	274
	2 x 139	278
	2 x 149	298
	2 x 151	302
	2 x 157	314
	2 x 163	326
	2 x 167	334
	2 x 173	346
	2 x 179	358
	2 x 181	362
	2 x 191	382
	2 x 193	386
	2 x 197	394
	2 x 199	398
	2 x 211	422
	2 x 223	446
	2 x 227	454
	2 x 229	458
	2 x 233	466
	2 x 239	478
	2 x 241	482
	2 x 251	502
	2 x 257	514
	2 x 263	526
	2 x 269	538
	2 x 271	542
	2 x 277	554
	2 x 281	562
	2 x 283	566
	2 x 293	586
	2 x 307	614
	2 x 311	622
	2 x 313	626
	2 x 317	634
	2 x 331	662
	2 x 337	674
	2 x 347	694
	2 x 349	698
	2 x 353	706
	2 x 359	718
	2 x 367	734
	2 x 373	746
	2 x 379	758
	2 x 383	766
	2 x 389	778
	2 x 397	794
	2 x 401	802
	2 x 409	818
	2 x 419	838
	2 x 421	842
	2 x 431	862
	2 x 433	866
	2 x 439	878
	2 x 443	886
	2 x 449	898
	2 x 457	914
	2 x 461	922
	2 x 463	926
	2 x 467	934
	2 x 479	958
	2 x 487	974
	2 x 491	982
	2 x 499	998
	3 x 3	9
	3 x 5	15
	3 x 7	21
	3 x 11	33
	3 x 13	39
	3 x 17	51
	3 x 19	57
	3 x 23	69
	3 x 29	87
	3 x 31	93
	3 x 37	111
	3 x 41	123
	3 x 43	129
	3 x 47	141
	3 x 53	159
	3 x 59	177
	3 x 61	183
	3 x 67	201
	3 x 71	213
	3 x 73	219
	3 x 79	237
	3 x 83	249
	3 x 89	267
	3 x 97	291
	3 x 101	303
	3 x 103	309
	3 x 107	321
	3 x 109	327
	3 x 113	339
	3 x 127	381
	3 x 131	393
	3 x 137	411
	3 x 139	417
	3 x 149	447
	3 x 151	453
	3 x 157	471
	3 x 163	489
	3 x 167	501
	3 x 173	519
	3 x 179	537
	3 x 181	543
	3 x 191	573
	3 x 193	579
	3 x 197	591
	3 x 199	597
	3 x 211	633
	3 x 223	669
	3 x 227	681
	3 x 229	687
	3 x 233	699
	3 x 239	717
	3 x 241	723
	3 x 251	753
	3 x 257	771
	3 x 263	789
	3 x 269	807
	3 x 271	813
	3 x 277	831
	3 x 281	843
	3 x 283	849
	3 x 293	879
	3 x 307	921
	3 x 311	933
	3 x 313	939
	3 x 317	951
	3 x 331	993
	5 x 5	25
	5 x 7	35
	5 x 11	55
	5 x 13	65
	5 x 17	85
	5 x 19	95
	5 x 23	115
	5 x 29	145
	5 x 31	155
	5 x 37	185
	5 x 41	205
	5 x 43	215
	5 x 47	235
	5 x 53	265
	5 x 59	295
	5 x 61	305
	5 x 67	335
	5 x 71	355
	5 x 73	365
	5 x 79	395
	5 x 83	415
	5 x 89	445
	5 x 97	485
	5 x 101	505
	5 x 103	515
	5 x 107	535
	5 x 109	545
	5 x 113	565
	5 x 127	635
	5 x 131	655
	5 x 137	685
	5 x 139	695
	5 x 149	745
	5 x 151	755
	5 x 157	785
	5 x 163	815
	5 x 167	835
	5 x 173	865
	5 x 179	895
	5 x 181	905
	5 x 191	955
	5 x 193	965
	5 x 197	985
	5 x 199	995
	7 x 7	49
	7 x 11	77
	7 x 13	91
	7 x 17	119
	7 x 19	133
	7 x 23	161
	7 x 29	203
	7 x 31	217
	7 x 37	259
	7 x 41	287
	7 x 43	301
	7 x 47	329
	7 x 53	371
	7 x 59	413
	7 x 61	427
	7 x 67	469
	7 x 71	497
	7 x 73	511
	7 x 79	553
	7 x 83	581
	7 x 89	623
	7 x 97	679
	7 x 101	707
	7 x 103	721
	7 x 107	749
	7 x 109	763
	7 x 113	791
	7 x 127	889
	7 x 131	917
	7 x 137	959
	7 x 139	973
	11 x 11	121
	11 x 13	143
	11 x 17	187
	11 x 19	209
	11 x 23	253
	11 x 29	319
	11 x 31	341
	11 x 37	407
	11 x 41	451
	11 x 43	473
	11 x 47	517
	11 x 53	583
	11 x 59	649
	11 x 61	671
	11 x 67	737
	11 x 71	781
	11 x 73	803
	11 x 79	869
	11 x 83	913
	11 x 89	979
	13 x 13	169
	13 x 17	221
	13 x 19	247
	13 x 23	299
	13 x 29	377
	13 x 31	403
	13 x 37	481
	13 x 41	533
	13 x 43	559
	13 x 47	611
	13 x 53	689
	13 x 59	767
	13 x 61	793
	13 x 67	871
	13 x 71	923
	13 x 73	949
	17 x 17	289
	17 x 19	323
	17 x 23	391
	17 x 29	493
	17 x 31	527
	17 x 37	629
	17 x 41	697
	17 x 43	731
	17 x 47	799
	17 x 53	901
	19 x 19	361
	19 x 23	437
	19 x 29	551
	19 x 31	589
	19 x 37	703
	19 x 41	779
	19 x 43	817
	19 x 47	893
	23 x 23	529
	23 x 29	667
	23 x 31	713
	23 x 37	851
	23 x 41	943
	23 x 43	989
	29 x 29	841
	29 x 31	899
	31 x 31	961
	4 x 4	16
	4 x 5	20
	4 x 7	28
	4 x 8	32
	4 x 11	44
	4 x 13	52
	4 x 16	64
	4 x 17	68
	4 x 19	76
	4 x 23	92
	4 x 29	116
	4 x 31	124
	4 x 32	128
	4 x 37	148
	4 x 41	164
	4 x 43	172
	4 x 47	188
	4 x 53	212
	4 x 59	236
	4 x 61	244
	4 x 64	256
	4 x 67	268
	4 x 71	284
	4 x 73	292
	4 x 79	316
	4 x 83	332
	4 x 89	356
	4 x 97	388
	4 x 101	404
	4 x 103	412
	4 x 107	428
	4 x 109	436
	4 x 113	452
	4 x 127	508
	4 x 128	512
	4 x 131	524
	4 x 137	548
	4 x 139	556
	4 x 149	596
	4 x 151	604
	4 x 157	628
	4 x 163	652
	4 x 167	668
	4 x 173	692
	4 x 179	716
	4 x 181	724
	4 x 191	764
	4 x 193	772
	4 x 197	788
	4 x 199	796
	4 x 211	844
	4 x 223	892
	4 x 227	908
	4 x 229	916
	4 x 233	932
	4 x 239	956
	4 x 241	964
	8 x 8	64
	8 x 11	88
	8 x 13	104
	8 x 16	128
	8 x 17	136
	8 x 19	152
	8 x 23	184
	8 x 29	232
	8 x 31	248
	8 x 32	256
	8 x 37	296
	8 x 41	328
	8 x 43	344
	8 x 47	376
	8 x 53	424
	8 x 59	472
	8 x 61	488
	8 x 64	512
	8 x 67	536
	8 x 71	568
	8 x 73	584
	8 x 79	632
	8 x 83	664
	8 x 89	712
	8 x 97	776
	8 x 101	808
	8 x 103	824
	8 x 107	856
	8 x 109	872
	8 x 113	904
	16 x 16	256
	16 x 17	272
	16 x 19	304
	16 x 23	368
	16 x 29	464
	16 x 31	496
	16 x 32	512
	16 x 37	592
	16 x 41	656
	16 x 43	688
	16 x 47	752
	16 x 53	848
	16 x 59	944
	16 x 61	976
	2 x 4	8
	3 x 4	12
	2 x 8	16
	3 x 8	24
	5 x 8	40
	7 x 8	56
	2 x 16	32
	3 x 16	48
	5 x 16	80
	7 x 16	112
	11 x 16	176
	13 x 16	208
	2 x 32	64
	3 x 32	96
	5 x 32	160
	7 x 32	224
	11 x 32	352
	13 x 32	416
	17 x 32	544
	19 x 32	608
	23 x 32	736
	29 x 32	928
	31 x 32	992
	2 x 64	128
	3 x 64	192
	5 x 64	320
	7 x 64	448
	11 x 64	104
	13 x 64	832
	2 x 128	256
	3 x 128	384
	5 x 128	640
	7 x 128	896
	2 x 256	512
	3 x 256	768

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