Table of 612edo intervals: Difference between revisions

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A table of the [[interval]]s available in [[612edo]].
{| class="wikitable"
{| class="wikitable"
|-
|-
Line 7: Line 9:
|-
|-
| | 1
| | 1
| | 32805/32768
| | [[32805/32768]]
| | 32805/32768
| | [[32805/32768]]
| | '''5632/5625'''
| | '''[[5632/5625]]'''
|-
|-
| | 2
| | 2
| | 1076168025/1073741824
| | [[1076168025/1073741824]]
| | '''33554432/33480783'''
| | '''[[33554432/33480783]]'''
| | '''385/384'''
| | '''[[385/384]]'''
|-
|-
| | 3
| | 3
| | 1600000/1594323
| | [[1600000/1594323]]
| | '''3136/3125'''
| | '''[[3136/3125]]'''
| | 3136/3125
| | [[3136/3125]]
|-
|-
| | 4
| | 4
| | 15625/15552
| | [[15625/15552]]
| | '''225/224'''
| | '''[[225/224]]'''
| | 225/224
| | [[225/224]]
|-
|-
| | 5
| | 5
| | 2109375/2097152
| | [[2109375/2097152]]
| | 2109375/2097152
| | [[2109375/2097152]]
| | '''176/175'''
| | '''[[176/175]]'''
|-
|-
| | 6
| | 6
| | 393216/390625
| | [[393216/390625]]
| | 393216/390625
| | [[393216/390625]]
| | '''2835/2816'''
| | '''[[2835/2816]]'''
|-
|-
| | 7
| | 7
| | 78732/78125
| | [[78732/78125]]
| | '''126/125'''
| | '''[[126/125]]'''
| | '''121/120'''
| | '''[[121/120]]'''
|-
|-
| | 8
| | 8
| | 129140163/128000000
| | [[129140163/128000000]]
| | '''33075/32768'''
| | '''[[33075/32768]]'''
| | '''15625/15488'''
| | '''[[15625/15488]]'''
|-
|-
| | 9
| | 9
| | 67108864/66430125
| | [[67108864/66430125]]
| | 67108864/66430125
| | [[67108864/66430125]]
| | '''99/98'''
| | '''[[99/98]]'''
|-
|-
| | 10
| | 10
| | 2048/2025
| | [[2048/2025]]
| | 2048/2025
| | [[2048/2025]]
| | 2048/2025
| | [[2048/2025]]
|-
|-
| | 11
| | 11
| | 81/80
| | [[81/80]]
| | 81/80
| | [[81/80]]
| | 81/80
| | [[81/80]]
|-
|-
| | 12
| | 12
| | 531441/524288
| | [[531441/524288]]
| | 531441/524288
| | [[531441/524288]]
| | '''1232/1215'''
| | '''[[1232/1215]]'''
|-
|-
| | 13
| | 13
| | 131072000/129140163
| | [[131072000/129140163]]
| | '''2097152/2066715'''
| | '''[[2097152/2066715]]'''
| | '''625/616'''
| | '''[[625/616]]'''
|-
|-
| | 14
| | 14
| | 20000/19683
| | [[20000/19683]]
| | '''64/63'''
| | '''[[64/63]]'''
| | 64/63
| | [[64/63]]
|-
|-
| | 15
| | 15
| | 3125/3072
| | [[3125/3072]]
| | 3125/3072
| | [[3125/3072]]
| | 3125/3072
| | [[3125/3072]]
|-
|-
| | 16
| | 16
| | 34171875/33554432
| | [[34171875/33554432]]
| | 34171875/33554432
| | [[34171875/33554432]]
| | '''55/54'''
| | '''[[55/54]]'''
|-
|-
| | 17
| | 17
| | 1990656/1953125
| | [[1990656/1953125]]
| | '''28672/28125'''
| | '''[[28672/28125]]'''
| | 28672/28125
| | [[28672/28125]]
|-
|-
| | 18
| | 18
| | 1594323/1562500
| | [[1594323/1562500]]
| | '''49/48'''
| | '''[[49/48]]'''
| | 49/48
| | [[49/48]]
|-
|-
| | 19
| | 19
| | 48828125/47775744
| | [[48828125/47775744]]
| | '''234375/229376'''
| | '''[[234375/229376]]'''
| | '''8192/8019'''
| | '''[[8192/8019]]'''
|-
|-
| | 20
| | 20
| | 4194304/4100625
| | [[4194304/4100625]]
| | 4194304/4100625
| | [[4194304/4100625]]
| | '''45/44'''
| | '''[[45/44]]'''
|-
|-
| | 21
| | 21
| | 128/125
| | [[128/125]]
| | 128/125
| | [[128/125]]
| | 128/125
| | [[128/125]]
|-
|-
| | 22
| | 22
| | 6561/6400
| | [[6561/6400]]
| | '''525/512'''
| | '''[[525/512]]'''
| | 525/512
| | [[525/512]]
|-
|-
| | 23
| | 23
| | 43046721/41943040
| | [[43046721/41943040]]
| | 17222625/16777216
| | [[17222625/16777216]]
| | 77/75
| | [[77/75]]
|-
|-
| | 24
| | 24
| | 1638400/1594323
| | [[1638400/1594323]]
| | 131072/127575
| | [[131072/127575]]
| | 10125/9856
| | [[10125/9856]]
|-
|-
| | 25
| | 25
| | 250/243
| | [[250/243]]
| | 36/35
| | [[36/35]]
| | 36/35
| | [[36/35]]
|-
|-
| | 26
| | 26
| | 16875/16384
| | [[16875/16384]]
| | 16875/16384
| | [[16875/16384]]
| | 11264/10935
| | [[11264/10935]]
|-
|-
| | 27
| | 27
| | 50331648/48828125
| | [[50331648/48828125]]
| | 58720256/56953125
| | [[58720256/56953125]]
| | 33/32
| | [[33/32]]
|-
|-
| | 28
| | 28
| | 10077696/9765625
| | [[10077696/9765625]]
| | 4096/3969
| | [[4096/3969]]
| | 1936/1875
| | [[1936/1875]]
|-
|-
| | 29
| | 29
| | 1953125/1889568
| | [[1953125/1889568]]
| | 405/392
| | [[405/392]]
| | 125/121
| | [[125/121]]
|-
|-
| | 30
| | 30
| | 9765625/9437184
| | [[9765625/9437184]]
| | 3796875/3670016
| | [[3796875/3670016]]
| | 512/495
| | [[512/495]]
|-
|-
| | 31
| | 31
| | 262144/253125
| | [[262144/253125]]
| | 262144/253125
| | [[262144/253125]]
| | 729/704
| | [[729/704]]
|-
|-
| | 32
| | 32
| | 648/625
| | [[648/625]]
| | 28/27
| | [[28/27]]
| | 28/27
| | [[28/27]]
|-
|-
| | 33
| | 33
| | 531441/512000
| | [[531441/512000]]
| | 8505/8192
| | [[8505/8192]]
| | 8505/8192
| | [[8505/8192]]
|-
|-
| | 34
| | 34
| | 134217728/129140163
| | [[134217728/129140163]]
| | 134217728/129140163
| | [[134217728/129140163]]
| | 80/77
| | [[80/77]]
|-
|-
| | 35
| | 35
| | 20480/19683
| | [[20480/19683]]
| | 8192/7875
| | [[8192/7875]]
| | 8192/7875
| | [[8192/7875]]
|-
|-
| | 36
| | 36
| | 25/24
| | [[25/24]]
| | 25/24
| | [[25/24]]
| | 25/24
| | [[25/24]]
|-
|-
| | 37
| | 37
| | 273375/262144
| | [[273375/262144]]
| | 273375/262144
| | [[273375/262144]]
| | 704/675
| | [[704/675]]
|-
|-
| | 38
| | 38
| | 254803968/244140625
| | [[254803968/244140625]]
| | 3670016/3515625
| | [[3670016/3515625]]
| | 735/704
| | [[735/704]]
|-
|-
| | 39
| | 39
| | 5000000/4782969
| | [[5000000/4782969]]
| | 256/245
| | [[256/245]]
| | 256/245
| | [[256/245]]
|-
|-
| | 40
| | 40
| | 390625/373248
| | [[390625/373248]]
| | 1875/1792
| | [[1875/1792]]
| | 1875/1792
| | [[1875/1792]]
|-
|-
| | 41
| | 41
| | 17578125/16777216
| | [[17578125/16777216]]
| | 17578125/16777216
| | [[17578125/16777216]]
| | 22/21
| | [[22/21]]
|-
|-
| | 42
| | 42
| | 16384/15625
| | [[16384/15625]]
| | 16384/15625
| | [[16384/15625]]
| | 16384/15625
| | [[16384/15625]]
|-
|-
| | 43
| | 43
| | 6561/6250
| | [[6561/6250]]
| | 21/20
| | [[21/20]]
| | 21/20
| | [[21/20]]
|-
|-
| | 44
| | 44
| | 43046721/40960000
| | [[43046721/40960000]]
| | 137781/131072
| | [[137781/131072]]
| | 9856/9375
| | [[9856/9375]]
|-
|-
| | 45
| | 45
| | 8388608/7971615
| | [[8388608/7971615]]
| | 8388608/7971615
| | [[8388608/7971615]]
| | 81/77
| | [[81/77]]
|-
|-
| | 46
| | 46
| | 256/243
| | [[256/243]]
| | 256/243
| | [[256/243]]
| | 256/243
| | [[256/243]]
|-
|-
| | 47
| | 47
| | 135/128
| | [[135/128]]
| | 135/128
| | [[135/128]]
| | 135/128
| | [[135/128]]
|-
|-
| | 48
| | 48
| | 4428675/4194304
| | [[4428675/4194304]]
| | 4428675/4194304
| | [[4428675/4194304]]
| | 132/125
| | [[132/125]]
|-
|-
| | 49
| | 49
| | 409600000/387420489
| | [[409600000/387420489]]
| | 524288/496125
| | [[524288/496125]]
| | 5625/5324
| | [[5625/5324]]
|-
|-
| | 50
| | 50
| | 62500/59049
| | [[62500/59049]]
| | 200/189
| | [[200/189]]
| | 128/121
| | [[128/121]]
|-
|-
| | 51
| | 51
| | 78125/73728
| | [[78125/73728]]
| | 30375/28672
| | [[30375/28672]]
| | 30375/28672
| | [[30375/28672]]
|-
|-
| | 52
| | 52
| | 33554432/31640625
| | [[33554432/31640625]]
| | 33554432/31640625
| | [[33554432/31640625]]
| | 35/33
| | [[35/33]]
|-
|-
| | 53
| | 53
| | 82944/78125
| | [[82944/78125]]
| | 3584/3375
| | [[3584/3375]]
| | 3584/3375
| | [[3584/3375]]
|-
|-
| | 54
| | 54
| | 531441/500000
| | [[531441/500000]]
| | 625/588
| | [[625/588]]
| | 625/588
| | [[625/588]]
|-
|-
| | 55
| | 55
| | 1220703125/1146617856
| | [[1220703125/1146617856]]
| | 1953125/1835008
| | [[1953125/1835008]]
| | 1331/1250
| | [[1331/1250]]
|-
|-
| | 56
| | 56
| | 524288/492075
| | [[524288/492075]]
| | 524288/492075
| | [[524288/492075]]
| | 375/352
| | [[375/352]]
|-
|-
| | 57
| | 57
| | 16/15
| | [[16/15]]
| | 16/15
| | [[16/15]]
| | 16/15
| | [[16/15]]
|-
|-
| | 58
| | 58
| | 2187/2048
| | [[2187/2048]]
| | 2187/2048
| | [[2187/2048]]
| | 2187/2048
| | [[2187/2048]]
|-
|-
| | 59
| | 59
| | 71744535/67108864
| | [[71744535/67108864]]
| | 71744535/67108864
| | [[71744535/67108864]]
| | 77/72
| | [[77/72]]
|-
|-
| | 60
| | 60
| | 5120000/4782969
| | [[5120000/4782969]]
| | 16384/15309
| | [[16384/15309]]
| | 16384/15309
| | [[16384/15309]]
|-
|-
| | 61
| | 61
| | 3125/2916
| | [[3125/2916]]
| | 15/14
| | [[15/14]]
| | 15/14
| | [[15/14]]
|-
|-
| | 62
| | 62
| | 140625/131072
| | [[140625/131072]]
| | 140625/131072
| | [[140625/131072]]
| | 2816/2625
| | [[2816/2625]]
|-
|-
| | 63
| | 63
| | 2097152/1953125
| | [[2097152/1953125]]
| | 2097152/1953125
| | [[2097152/1953125]]
| | 189/176
| | [[189/176]]
|-
|-
| | 64
| | 64
| | 419904/390625
| | [[419904/390625]]
| | 672/625
| | [[672/625]]
| | 242/225
| | [[242/225]]
|-
|-
| | 65
| | 65
| | 43046721/40000000
| | [[43046721/40000000]]
| | 2205/2048
| | [[2205/2048]]
| | 2205/2048
| | [[2205/2048]]
|-
|-
| | 66
| | 66
| | 244140625/226492416
| | [[244140625/226492416]]
| | 31640625/29360128
| | [[31640625/29360128]]
| | 264/245
| | [[264/245]]
|-
|-
| | 67
| | 67
| | 32768/30375
| | [[32768/30375]]
| | 32768/30375
| | [[32768/30375]]
| | 6075/5632
| | [[6075/5632]]
|-
|-
| | 68
| | 68
| | 27/25
| | [[27/25]]
| | 27/25
| | [[27/25]]
| | 27/25
| | [[27/25]]
|-
|-
| | 69
| | 69
| | 177147/163840
| | [[177147/163840]]
| | 70875/65536
| | [[70875/65536]]
| | 16896/15625
| | [[16896/15625]]
|-
|-
| | 70
| | 70
| | 419430400/387420489
| | [[419430400/387420489]]
| | 33554432/31000725
| | [[33554432/31000725]]
| | 250/231
| | [[250/231]]
|-
|-
| | 71
| | 71
| | 64000/59049
| | [[64000/59049]]
| | 1024/945
| | [[1024/945]]
| | 1024/945
| | [[1024/945]]
|-
|-
| | 72
| | 72
| | 625/576
| | [[625/576]]
| | 243/224
| | [[243/224]]
| | 243/224
| | [[243/224]]
|-
|-
| | 73
| | 73
| | 2278125/2097152
| | [[2278125/2097152]]
| | 2278125/2097152
| | [[2278125/2097152]]
| | 88/81
| | [[88/81]]
|-
|-
| | 74
| | 74
| | 10616832/9765625
| | [[10616832/9765625]]
| | 458752/421875
| | [[458752/421875]]
| | 4455/4096
| | [[4455/4096]]
|-
|-
| | 75
| | 75
| | 2125764/1953125
| | [[2125764/1953125]]
| | 49/45
| | [[49/45]]
| | 49/45
| | [[49/45]]
|-
|-
| | 76
| | 76
| | 9765625/8957952
| | [[9765625/8957952]]
| | 15625/14336
| | [[15625/14336]]
| | 15625/14336
| | [[15625/14336]]
|-
|-
| | 77
| | 77
| | 67108864/61509375
| | [[67108864/61509375]]
| | 67108864/61509375
| | [[67108864/61509375]]
| | 12/11
| | [[12/11]]
|-
|-
| | 78
| | 78
| | 2048/1875
| | [[2048/1875]]
| | 2048/1875
| | [[2048/1875]]
| | 2048/1875
| | [[2048/1875]]
|-
|-
| | 79
| | 79
| | 2187/2000
| | [[2187/2000]]
| | 35/32
| | [[35/32]]
| | 35/32
| | [[35/32]]
|-
|-
| | 80
| | 80
| | 14348907/13107200
| | [[14348907/13107200]]
| | 1148175/1048576
| | [[1148175/1048576]]
| | 1232/1125
| | [[1232/1125]]
|-
|-
| | 81
| | 81
| | 5242880/4782969
| | [[5242880/4782969]]
| | 2097152/1913625
| | [[2097152/1913625]]
| | 675/616
| | [[675/616]]
|-
|-
| | 82
| | 82
| | 800/729
| | [[800/729]]
| | 192/175
| | [[192/175]]
| | 192/175
| | [[192/175]]
|-
|-
| | 83
| | 83
| | 1125/1024
| | [[1125/1024]]
| | 1125/1024
| | [[1125/1024]]
| | 1125/1024
| | [[1125/1024]]
|-
|-
| | 84
| | 84
| | 36905625/33554432
| | [[36905625/33554432]]
| | 36905625/33554432
| | [[36905625/33554432]]
| | 11/10
| | [[11/10]]
|-
|-
| | 85
| | 85
| | 53747712/48828125
| | [[53747712/48828125]]
| | 65536/59535
| | [[65536/59535]]
| | 30976/28125
| | [[30976/28125]]
|-
|-
| | 86
| | 86
| | 390625/354294
| | [[390625/354294]]
| | 54/49
| | [[54/49]]
| | 54/49
| | [[54/49]]
|-
|-
| | 87
| | 87
| | 1953125/1769472
| | [[1953125/1769472]]
| | 253125/229376
| | [[253125/229376]]
| | 5632/5103
| | [[5632/5103]]
|-
|-
| | 88
| | 88
| | 4194304/3796875
| | [[4194304/3796875]]
| | 4194304/3796875
| | [[4194304/3796875]]
| | 243/220
| | [[243/220]]
|-
|-
| | 89
| | 89
| | 3456/3125
| | [[3456/3125]]
| | 448/405
| | [[448/405]]
| | 448/405
| | [[448/405]]
|-
|-
| | 90
| | 90
| | 177147/160000
| | [[177147/160000]]
| | 567/512
| | [[567/512]]
| | 567/512
| | [[567/512]]
|-
|-
| | 91
| | 91
| | 1162261467/1048576000
| | [[1162261467/1048576000]]
| | 18600435/16777216
| | [[18600435/16777216]]
| | 256/231
| | [[256/231]]
|-
|-
| | 92
| | 92
| | 65536/59049
| | [[65536/59049]]
| | 65536/59049
| | [[65536/59049]]
| | 3125/2816
| | [[3125/2816]]
|-
|-
| | 93
| | 93
| | 10/9
| | [[10/9]]
| | 10/9
| | [[10/9]]
| | 10/9
| | [[10/9]]
|-
|-
| | 94
| | 94
| | 18225/16384
| | [[18225/16384]]
| | 18225/16384
| | [[18225/16384]]
| | 11264/10125
| | [[11264/10125]]
|-
|-
| | 95
| | 95
| | 597871125/536870912
| | [[597871125/536870912]]
| | 134217728/120558375
| | [[134217728/120558375]]
| | 49/44
| | [[49/44]]
|-
|-
| | 96
| | 96
| | 16000000/14348907
| | [[16000000/14348907]]
| | 4096/3675
| | [[4096/3675]]
| | 4096/3675
| | [[4096/3675]]
|-
|-
| | 97
| | 97
| | 78125/69984
| | [[78125/69984]]
| | 125/112
| | [[125/112]]
| | 125/112
| | [[125/112]]
|-
|-
| | 98
| | 98
| | 1171875/1048576
| | [[1171875/1048576]]
| | 1171875/1048576
| | [[1171875/1048576]]
| | 352/315
| | [[352/315]]
|-
|-
| | 99
| | 99
| | 262144/234375
| | [[262144/234375]]
| | 262144/234375
| | [[262144/234375]]
| | 1575/1408
| | [[1575/1408]]
|-
|-
| | 100
| | 100
| | 17496/15625
| | [[17496/15625]]
| | 28/25
| | [[28/25]]
| | 28/25
| | [[28/25]]
|-
|-
| | 101
| | 101
| | 14348907/12800000
| | [[14348907/12800000]]
| | 18375/16384
| | [[18375/16384]]
| | 18375/16384
| | [[18375/16384]]
|-
|-
| | 102
| | 102
| | 134217728/119574225
| | [[134217728/119574225]]
| | 134217728/119574225
| | [[134217728/119574225]]
| | 55/49
| | [[55/49]]
|-
|-
| | 103
| | 103
| | 4096/3645
| | [[4096/3645]]
| | 4096/3645
| | [[4096/3645]]
| | 4096/3645
| | [[4096/3645]]
|-
|-
| | 104
| | 104
| | 9/8
| | [[9/8]]
| | 9/8
| | [[9/8]]
| | 9/8
| | [[9/8]]
|-
|-
| | 105
| | 105
| | 295245/262144
| | [[295245/262144]]
| | 295245/262144
| | [[295245/262144]]
| | 704/625
| | [[704/625]]
|-
|-
| | 106
| | 106
| | 1310720000/1162261467
| | [[1310720000/1162261467]]
| | 4194304/3720087
| | [[4194304/3720087]]
| | 1155/1024
| | [[1155/1024]]
|-
|-
| | 107
| | 107
| | 200000/177147
| | [[200000/177147]]
| | 640/567
| | [[640/567]]
| | 640/567
| | [[640/567]]
|-
|-
| | 108
| | 108
| | 15625/13824
| | [[15625/13824]]
| | 2025/1792
| | [[2025/1792]]
| | 2025/1792
| | [[2025/1792]]
|-
|-
| | 109
| | 109
| | 18984375/16777216
| | [[18984375/16777216]]
| | 18984375/16777216
| | [[18984375/16777216]]
| | 112/99
| | [[112/99]]
|-
|-
| | 110
| | 110
| | 442368/390625
| | [[442368/390625]]
| | 57344/50625
| | [[57344/50625]]
| | 25515/22528
| | [[25515/22528]]
|-
|-
| | 111
| | 111
| | 177147/156250
| | [[177147/156250]]
| | 245/216
| | [[245/216]]
| | 245/216
| | [[245/216]]
|-
|-
| | 112
| | 112
| | 244140625/214990848
| | [[244140625/214990848]]
| | 297675/262144
| | [[297675/262144]]
| | 10648/9375
| | [[10648/9375]]
|-
|-
| | 113
| | 113
| | 8388608/7381125
| | [[8388608/7381125]]
| | 8388608/7381125
| | [[8388608/7381125]]
| | 25/22
| | [[25/22]]
|-
|-
| | 114
| | 114
| | 256/225
| | [[256/225]]
| | 256/225
| | [[256/225]]
| | 256/225
| | [[256/225]]
|-
|-
| | 115
| | 115
| | 729/640
| | [[729/640]]
| | 729/640
| | [[729/640]]
| | 729/640
| | [[729/640]]
|-
|-
| | 116
| | 116
| | 4782969/4194304
| | [[4782969/4194304]]
| | 4782969/4194304
| | [[4782969/4194304]]
| | 154/135
| | [[154/135]]
|-
|-
| | 117
| | 117
| | 16384000/14348907
| | [[16384000/14348907]]
| | 262144/229635
| | [[262144/229635]]
| | 5625/4928
| | [[5625/4928]]
|-
|-
| | 118
| | 118
| | 2500/2187
| | [[2500/2187]]
| | 8/7
| | [[8/7]]
| | 8/7
| | [[8/7]]
|-
|-
| | 119
| | 119
| | 9375/8192
| | [[9375/8192]]
| | 9375/8192
| | [[9375/8192]]
| | 9375/8192
| | [[9375/8192]]
|-
|-
| | 120
| | 120
| | 33554432/29296875
| | [[33554432/29296875]]
| | 117440512/102515625
| | [[117440512/102515625]]
| | 55/48
| | [[55/48]]
|-
|-
| | 121
| | 121
| | 2239488/1953125
| | [[2239488/1953125]]
| | 3584/3125
| | [[3584/3125]]
| | 3584/3125
| | [[3584/3125]]
|-
|-
| | 122
| | 122
| | 9765625/8503056
| | [[9765625/8503056]]
| | 147/128
| | [[147/128]]
| | 147/128
| | [[147/128]]
|-
|-
| | 123
| | 123
| | 48828125/42467328
| | [[48828125/42467328]]
| | 2109375/1835008
| | [[2109375/1835008]]
| | 1024/891
| | [[1024/891]]
|-
|-
| | 124
| | 124
| | 524288/455625
| | [[524288/455625]]
| | 524288/455625
| | [[524288/455625]]
| | 405/352
| | [[405/352]]
|-
|-
| | 125
| | 125
| | 144/125
| | [[144/125]]
| | 144/125
| | [[144/125]]
| | 121/105
| | [[121/105]]
|-
|-
| | 126
| | 126
| | 59049/51200
| | [[59049/51200]]
| | 4725/4096
| | [[4725/4096]]
| | 4725/4096
| | [[4725/4096]]
|-
|-
| | 127
| | 127
| | 387420489/335544320
| | [[387420489/335544320]]
| | 155003625/134217728
| | [[155003625/134217728]]
| | 231/200
| | [[231/200]]
|-
|-
| | 128
| | 128
| | 204800/177147
| | [[204800/177147]]
| | 16384/14175
| | [[16384/14175]]
| | 16384/14175
| | [[16384/14175]]
|-
|-
| | 129
| | 129
| | 125/108
| | [[125/108]]
| | 81/70
| | [[81/70]]
| | 81/70
| | [[81/70]]
|-
|-
| | 130
| | 130
| | 151875/131072
| | [[151875/131072]]
| | 151875/131072
| | [[151875/131072]]
| | 1408/1215
| | [[1408/1215]]
|-
|-
| | 131
| | 131
| | 56623104/48828125
| | [[56623104/48828125]]
| | 7340032/6328125
| | [[7340032/6328125]]
| | 297/256
| | [[297/256]]
|-
|-
| | 132
| | 132
| | 11337408/9765625
| | [[11337408/9765625]]
| | 512/441
| | [[512/441]]
| | 512/441
| | [[512/441]]
|-
|-
| | 133
| | 133
| | 1953125/1679616
| | [[1953125/1679616]]
| | 3125/2688
| | [[3125/2688]]
| | 1125/968
| | [[1125/968]]
|-
|-
| | 134
| | 134
| | 9765625/8388608
| | [[9765625/8388608]]
| | 9765625/8388608
| | [[9765625/8388608]]
| | 64/55
| | [[64/55]]
|-
|-
| | 135
| | 135
| | 32768/28125
| | [[32768/28125]]
| | 32768/28125
| | [[32768/28125]]
| | 6561/5632
| | [[6561/5632]]
|-
|-
| | 136
| | 136
| | 729/625
| | [[729/625]]
| | 7/6
| | [[7/6]]
| | 7/6
| | [[7/6]]
|-
|-
| | 137
| | 137
| | 4782969/4096000
| | [[4782969/4096000]]
| | 76545/65536
| | [[76545/65536]]
| | 19712/16875
| | [[19712/16875]]
|-
|-
| | 138
| | 138
| | 16777216/14348907
| | [[16777216/14348907]]
| | 16777216/14348907
| | [[16777216/14348907]]
| | 90/77
| | [[90/77]]
|-
|-
| | 139
| | 139
| | 2560/2187
| | [[2560/2187]]
| | 1024/875
| | [[1024/875]]
| | 1024/875
| | [[1024/875]]
|-
|-
| | 140
| | 140
| | 75/64
| | [[75/64]]
| | 75/64
| | [[75/64]]
| | 75/64
| | [[75/64]]
|-
|-
| | 141
| | 141
| | 2460375/2097152
| | [[2460375/2097152]]
| | 2460375/2097152
| | [[2460375/2097152]]
| | 88/75
| | [[88/75]]
|-
|-
| | 142
| | 142
| | 286654464/244140625
| | [[286654464/244140625]]
| | 458752/390625
| | [[458752/390625]]
| | 3125/2662
| | [[3125/2662]]
|-
|-
| | 143
| | 143
| | 625000/531441
| | [[625000/531441]]
| | 147/125
| | [[147/125]]
| | 147/125
| | [[147/125]]
|-
|-
| | 144
| | 144
| | 390625/331776
| | [[390625/331776]]
| | 16875/14336
| | [[16875/14336]]
| | 16875/14336
| | [[16875/14336]]
|-
|-
| | 145
| | 145
| | 67108864/56953125
| | [[67108864/56953125]]
| | 67108864/56953125
| | [[67108864/56953125]]
| | 33/28
| | [[33/28]]
|-
|-
| | 146
| | 146
| | 18432/15625
| | [[18432/15625]]
| | 7168/6075
| | [[7168/6075]]
| | 7168/6075
| | [[7168/6075]]
|-
|-
| | 147
| | 147
| | 59049/50000
| | [[59049/50000]]
| | 189/160
| | [[189/160]]
| | 189/160
| | [[189/160]]
|-
|-
| | 148
| | 148
| | 387420489/327680000
| | [[387420489/327680000]]
| | 1240029/1048576
| | [[1240029/1048576]]
| | 1331/1125
| | [[1331/1125]]
|-
|-
| | 149
| | 149
| | 1048576/885735
| | [[1048576/885735]]
| | 1048576/885735
| | [[1048576/885735]]
| | 625/528
| | [[625/528]]
|-
|-
| | 150
| | 150
| | 32/27
| | [[32/27]]
| | 32/27
| | [[32/27]]
| | 32/27
| | [[32/27]]
|-
|-
| | 151
| | 151
| | 1215/1024
| | [[1215/1024]]
| | 1215/1024
| | [[1215/1024]]
| | 1215/1024
| | [[1215/1024]]
|-
|-
| | 152
| | 152
| | 39858075/33554432
| | [[39858075/33554432]]
| | 39858075/33554432
| | [[39858075/33554432]]
| | 196/165
| | [[196/165]]
|-
|-
| | 153
| | 153
| | 51200000/43046721
| | [[51200000/43046721]]
| | 65536/55125
| | [[65536/55125]]
| | 50625/42592
| | [[50625/42592]]
|-
|-
| | 154
| | 154
| | 15625/13122
| | [[15625/13122]]
| | 25/21
| | [[25/21]]
| | 25/21
| | [[25/21]]
|-
|-
| | 155
| | 155
| | 78125/65536
| | [[78125/65536]]
| | 78125/65536
| | [[78125/65536]]
| | 5632/4725
| | [[5632/4725]]
|-
|-
| | 156
| | 156
| | 4194304/3515625
| | [[4194304/3515625]]
| | 4194304/3515625
| | [[4194304/3515625]]
| | 105/88
| | [[105/88]]
|-
|-
| | 157
| | 157
| | 93312/78125
| | [[93312/78125]]
| | 448/375
| | [[448/375]]
| | 448/375
| | [[448/375]]
|-
|-
| | 158
| | 158
| | 4782969/4000000
| | [[4782969/4000000]]
| | 1225/1024
| | [[1225/1024]]
| | 1225/1024
| | [[1225/1024]]
|-
|-
| | 159
| | 159
| | 1220703125/1019215872
| | [[1220703125/1019215872]]
| | 17578125/14680064
| | [[17578125/14680064]]
| | 176/147
| | [[176/147]]
|-
|-
| | 160
| | 160
| | 65536/54675
| | [[65536/54675]]
| | 65536/54675
| | [[65536/54675]]
| | 3375/2816
| | [[3375/2816]]
|-
|-
| | 161
| | 161
| | 6/5
| | [[6/5]]
| | 6/5
| | [[6/5]]
| | 6/5
| | [[6/5]]
|-
|-
| | 162
| | 162
| | 19683/16384
| | [[19683/16384]]
| | 19683/16384
| | [[19683/16384]]
| | 11264/9375
| | [[11264/9375]]
|-
|-
| | 163
| | 163
| | 645700815/536870912
| | [[645700815/536870912]]
| | 67108864/55801305
| | [[67108864/55801305]]
| | 77/64
| | [[77/64]]
|-
|-
| | 164
| | 164
| | 640000/531441
| | [[640000/531441]]
| | 2048/1701
| | [[2048/1701]]
| | 2048/1701
| | [[2048/1701]]
|-
|-
| | 165
| | 165
| | 3125/2592
| | [[3125/2592]]
| | 135/112
| | [[135/112]]
| | 135/112
| | [[135/112]]
|-
|-
| | 166
| | 166
| | 1265625/1048576
| | [[1265625/1048576]]
| | 1265625/1048576
| | [[1265625/1048576]]
| | 880/729
| | [[880/729]]
|-
|-
| | 167
| | 167
| | 2359296/1953125
| | [[2359296/1953125]]
| | 917504/759375
| | [[917504/759375]]
| | 1701/1408
| | [[1701/1408]]
|-
|-
| | 168
| | 168
| | 472392/390625
| | [[472392/390625]]
| | 98/81
| | [[98/81]]
| | 98/81
| | [[98/81]]
|-
|-
| | 169
| | 169
| | 48828125/40310784
| | [[48828125/40310784]]
| | 19845/16384
| | [[19845/16384]]
| | 9375/7744
| | [[9375/7744]]
|-
|-
| | 170
| | 170
| | 134217728/110716875
| | [[134217728/110716875]]
| | 134217728/110716875
| | [[134217728/110716875]]
| | 40/33
| | [[40/33]]
|-
|-
| | 171
| | 171
| | 4096/3375
| | [[4096/3375]]
| | 4096/3375
| | [[4096/3375]]
| | 4096/3375
| | [[4096/3375]]
|-
|-
| | 172
| | 172
| | 243/200
| | [[243/200]]
| | 175/144
| | [[175/144]]
| | 147/121
| | [[147/121]]
|-
|-
| | 173
| | 173
| | 1594323/1310720
| | [[1594323/1310720]]
| | 637875/524288
| | [[637875/524288]]
| | 2464/2025
| | [[2464/2025]]
|-
|-
| | 174
| | 174
| | 52428800/43046721
| | [[52428800/43046721]]
| | 4194304/3444525
| | [[4194304/3444525]]
| | 375/308
| | [[375/308]]
|-
|-
| | 175
| | 175
| | 8000/6561
| | [[8000/6561]]
| | 128/105
| | [[128/105]]
| | 128/105
| | [[128/105]]
|-
|-
| | 176
| | 176
| | 625/512
| | [[625/512]]
| | 625/512
| | [[625/512]]
| | 625/512
| | [[625/512]]
|-
|-
| | 177
| | 177
| | 20503125/16777216
| | [[20503125/16777216]]
| | 20503125/16777216
| | [[20503125/16777216]]
| | 11/9
| | [[11/9]]
|-
|-
| | 178
| | 178
| | 11943936/9765625
| | [[11943936/9765625]]
| | 57344/46875
| | [[57344/46875]]
| | 40095/32768
| | [[40095/32768]]
|-
|-
| | 179
| | 179
| | 1953125/1594323
| | [[1953125/1594323]]
| | 49/40
| | [[49/40]]
| | 49/40
| | [[49/40]]
|-
|-
| | 180
| | 180
| | 9765625/7962624
| | [[9765625/7962624]]
| | 140625/114688
| | [[140625/114688]]
| | 16384/13365
| | [[16384/13365]]
|-
|-
| | 181
| | 181
| | 8388608/6834375
| | [[8388608/6834375]]
| | 8388608/6834375
| | [[8388608/6834375]]
| | 27/22
| | [[27/22]]
|-
|-
| | 182
| | 182
| | 768/625
| | [[768/625]]
| | 768/625
| | [[768/625]]
| | 768/625
| | [[768/625]]
|-
|-
| | 183
| | 183
| | 19683/16000
| | [[19683/16000]]
| | 315/256
| | [[315/256]]
| | 315/256
| | [[315/256]]
|-
|-
| | 184
| | 184
| | 129140163/104857600
| | [[129140163/104857600]]
| | 10333575/8388608
| | [[10333575/8388608]]
| | 154/125
| | [[154/125]]
|-
|-
| | 185
| | 185
| | 655360/531441
| | [[655360/531441]]
| | 262144/212625
| | [[262144/212625]]
| | 6075/4928
| | [[6075/4928]]
|-
|-
| | 186
| | 186
| | 100/81
| | [[100/81]]
| | 100/81
| | [[100/81]]
| | 100/81
| | [[100/81]]
|-
|-
| | 187
| | 187
| | 10125/8192
| | [[10125/8192]]
| | 10125/8192
| | [[10125/8192]]
| | 10125/8192
| | [[10125/8192]]
|-
|-
| | 188
| | 188
| | 301989888/244140625
| | [[301989888/244140625]]
| | 268435456/217005075
| | [[268435456/217005075]]
| | 99/80
| | [[99/80]]
|-
|-
| | 189
| | 189
| | 60466176/48828125
| | [[60466176/48828125]]
| | 8192/6615
| | [[8192/6615]]
| | 3872/3125
| | [[3872/3125]]
|-
|-
| | 190
| | 190
| | 390625/314928
| | [[390625/314928]]
| | 243/196
| | [[243/196]]
| | 150/121
| | [[150/121]]
|-
|-
| | 191
| | 191
| | 1953125/1572864
| | [[1953125/1572864]]
| | 1953125/1572864
| | [[1953125/1572864]]
| | 704/567
| | [[704/567]]
|-
|-
| | 192
| | 192
| | 524288/421875
| | [[524288/421875]]
| | 524288/421875
| | [[524288/421875]]
| | 875/704
| | [[875/704]]
|-
|-
| | 193
| | 193
| | 3888/3125
| | [[3888/3125]]
| | 56/45
| | [[56/45]]
| | 56/45
| | [[56/45]]
|-
|-
| | 194
| | 194
| | 1594323/1280000
| | [[1594323/1280000]]
| | 5103/4096
| | [[5103/4096]]
| | 5103/4096
| | [[5103/4096]]
|-
|-
| | 195
| | 195
| | 268435456/215233605
| | [[268435456/215233605]]
| | 167403915/134217728
| | [[167403915/134217728]]
| | 96/77
| | [[96/77]]
|-
|-
| | 196
| | 196
| | 8192/6561
| | [[8192/6561]]
| | 8192/6561
| | [[8192/6561]]
| | 8192/6561
| | [[8192/6561]]
|-
|-
| | 197
| | 197
| | 5/4
| | [[5/4]]
| | 5/4
| | [[5/4]]
| | 5/4
| | [[5/4]]
|-
|-
| | 198
| | 198
| | 164025/131072
| | [[164025/131072]]
| | 164025/131072
| | [[164025/131072]]
| | 1408/1125
| | [[1408/1125]]
|-
|-
| | 199
| | 199
| | 1528823808/1220703125
| | [[1528823808/1220703125]]
| | 7340032/5859375
| | [[7340032/5859375]]
| | 441/352
| | [[441/352]]
|-
|-
| | 200
| | 200
| | 2000000/1594323
| | [[2000000/1594323]]
| | 784/625
| | [[784/625]]
| | 784/625
| | [[784/625]]
|-
|-
| | 201
| | 201
| | 78125/62208
| | [[78125/62208]]
| | 1125/896
| | [[1125/896]]
| | 1125/896
| | [[1125/896]]
|-
|-
| | 202
| | 202
| | 10546875/8388608
| | [[10546875/8388608]]
| | 10546875/8388608
| | [[10546875/8388608]]
| | 44/35
| | [[44/35]]
|-
|-
| | 203
| | 203
| | 98304/78125
| | [[98304/78125]]
| | 98304/78125
| | [[98304/78125]]
| | 14175/11264
| | [[14175/11264]]
|-
|-
| | 204
| | 204
| | 19683/15625
| | [[19683/15625]]
| | 63/50
| | [[63/50]]
| | 63/50
| | [[63/50]]
|-
|-
| | 205
| | 205
| | 129140163/102400000
| | [[129140163/102400000]]
| | 165375/131072
| | [[165375/131072]]
| | 19712/15625
| | [[19712/15625]]
|-
|-
| | 206
| | 206
| | 16777216/13286025
| | [[16777216/13286025]]
| | 16777216/13286025
| | [[16777216/13286025]]
| | 125/99
| | [[125/99]]
|-
|-
| | 207
| | 207
| | 512/405
| | [[512/405]]
| | 512/405
| | [[512/405]]
| | 512/405
| | [[512/405]]
|-
|-
| | 208
| | 208
| | 81/64
| | [[81/64]]
| | 81/64
| | [[81/64]]
| | 81/64
| | [[81/64]]
|-
|-
| | 209
| | 209
| | 2657205/2097152
| | [[2657205/2097152]]
| | 2657205/2097152
| | [[2657205/2097152]]
| | 308/243
| | [[308/243]]
|-
|-
| | 210
| | 210
| | 163840000/129140163
| | [[163840000/129140163]]
| | 524288/413343
| | [[524288/413343]]
| | 3125/2464
| | [[3125/2464]]
|-
|-
| | 211
| | 211
| | 25000/19683
| | [[25000/19683]]
| | 80/63
| | [[80/63]]
| | 80/63
| | [[80/63]]
|-
|-
| | 212
| | 212
| | 15625/12288
| | [[15625/12288]]
| | 15625/12288
| | [[15625/12288]]
| | 15625/12288
| | [[15625/12288]]
|-
|-
| | 213
| | 213
| | 67108864/52734375
| | [[67108864/52734375]]
| | 234881024/184528125
| | [[234881024/184528125]]
| | 14/11
| | [[14/11]]
|-
|-
| | 214
| | 214
| | 497664/390625
| | [[497664/390625]]
| | 7168/5625
| | [[7168/5625]]
| | 7168/5625
| | [[7168/5625]]
|-
|-
| | 215
| | 215
| | 1594323/1250000
| | [[1594323/1250000]]
| | 125/98
| | [[125/98]]
| | 125/98
| | [[125/98]]
|-
|-
| | 216
| | 216
| | 244140625/191102976
| | [[244140625/191102976]]
| | 1171875/917504
| | [[1171875/917504]]
| | 2816/2205
| | [[2816/2205]]
|-
|-
| | 217
| | 217
| | 1048576/820125
| | [[1048576/820125]]
| | 1048576/820125
| | [[1048576/820125]]
| | 225/176
| | [[225/176]]
|-
|-
| | 218
| | 218
| | 32/25
| | [[32/25]]
| | 32/25
| | [[32/25]]
| | 32/25
| | [[32/25]]
|-
|-
| | 219
| | 219
| | 6561/5120
| | [[6561/5120]]
| | 2625/2048
| | [[2625/2048]]
| | 2625/2048
| | [[2625/2048]]
|-
|-
| | 220
| | 220
| | 43046721/33554432
| | [[43046721/33554432]]
| | 43046721/33554432
| | [[43046721/33554432]]
| | 77/60
| | [[77/60]]
|-
|-
| | 221
| | 221
| | 2048000/1594323
| | [[2048000/1594323]]
| | 32768/25515
| | [[32768/25515]]
| | 32768/25515
| | [[32768/25515]]
|-
|-
| | 222
| | 222
| | 625/486
| | [[625/486]]
| | 9/7
| | [[9/7]]
| | 9/7
| | [[9/7]]
|-
|-
| | 223
| | 223
| | 84375/65536
| | [[84375/65536]]
| | 84375/65536
| | [[84375/65536]]
| | 2816/2187
| | [[2816/2187]]
|-
|-
| | 224
| | 224
| | 12582912/9765625
| | [[12582912/9765625]]
| | 12582912/9765625
| | [[12582912/9765625]]
| | 165/128
| | [[165/128]]
|-
|-
| | 225
| | 225
| | 2519424/1953125
| | [[2519424/1953125]]
| | 1568/1215
| | [[1568/1215]]
| | 484/375
| | [[484/375]]
|-
|-
| | 226
| | 226
| | 9765625/7558272
| | [[9765625/7558272]]
| | 1323/1024
| | [[1323/1024]]
| | 625/484
| | [[625/484]]
|-
|-
| | 227
| | 227
| | 48828125/37748736
| | [[48828125/37748736]]
| | 18984375/14680064
| | [[18984375/14680064]]
| | 128/99
| | [[128/99]]
|-
|-
| | 228
| | 228
| | 65536/50625
| | [[65536/50625]]
| | 65536/50625
| | [[65536/50625]]
| | 3645/2816
| | [[3645/2816]]
|-
|-
| | 229
| | 229
| | 162/125
| | [[162/125]]
| | 35/27
| | [[35/27]]
| | 35/27
| | [[35/27]]
|-
|-
| | 230
| | 230
| | 531441/409600
| | [[531441/409600]]
| | 42525/32768
| | [[42525/32768]]
| | 39424/30375
| | [[39424/30375]]
|-
|-
| | 231
| | 231
| | 167772160/129140163
| | [[167772160/129140163]]
| | 67108864/51667875
| | [[67108864/51667875]]
| | 100/77
| | [[100/77]]
|-
|-
| | 232
| | 232
| | 25600/19683
| | [[25600/19683]]
| | 2048/1575
| | [[2048/1575]]
| | 2048/1575
| | [[2048/1575]]
|-
|-
| | 233
| | 233
| | 125/96
| | [[125/96]]
| | 125/96
| | [[125/96]]
| | 125/96
| | [[125/96]]
|-
|-
| | 234
| | 234
| | 1366875/1048576
| | [[1366875/1048576]]
| | 1366875/1048576
| | [[1366875/1048576]]
| | 176/135
| | [[176/135]]
|-
|-
| | 235
| | 235
| | 63700992/48828125
| | [[63700992/48828125]]
| | 917504/703125
| | [[917504/703125]]
| | 2673/2048
| | [[2673/2048]]
|-
|-
| | 236
| | 236
| | 6250000/4782969
| | [[6250000/4782969]]
| | 64/49
| | [[64/49]]
| | 64/49
| | [[64/49]]
|-
|-
| | 237
| | 237
| | 1953125/1492992
| | [[1953125/1492992]]
| | 9375/7168
| | [[9375/7168]]
| | 9375/7168
| | [[9375/7168]]
|-
|-
| | 238
| | 238
| | 87890625/67108864
| | [[87890625/67108864]]
| | 134217728/102515625
| | [[134217728/102515625]]
| | 55/42
| | [[55/42]]
|-
|-
| | 239
| | 239
| | 4096/3125
| | [[4096/3125]]
| | 4096/3125
| | [[4096/3125]]
| | 4096/3125
| | [[4096/3125]]
|-
|-
| | 240
| | 240
| | 6561/5000
| | [[6561/5000]]
| | 21/16
| | [[21/16]]
| | 21/16
| | [[21/16]]
|-
|-
| | 241
| | 241
| | 43046721/32768000
| | [[43046721/32768000]]
| | 688905/524288
| | [[688905/524288]]
| | 2464/1875
| | [[2464/1875]]
|-
|-
| | 242
| | 242
| | 2097152/1594323
| | [[2097152/1594323]]
| | 2097152/1594323
| | [[2097152/1594323]]
| | 405/308
| | [[405/308]]
|-
|-
| | 243
| | 243
| | 320/243
| | [[320/243]]
| | 320/243
| | [[320/243]]
| | 320/243
| | [[320/243]]
|-
|-
| | 244
| | 244
| | 675/512
| | [[675/512]]
| | 675/512
| | [[675/512]]
| | 675/512
| | [[675/512]]
|-
|-
| | 245
| | 245
| | 22143375/16777216
| | [[22143375/16777216]]
| | 22143375/16777216
| | [[22143375/16777216]]
| | 33/25
| | [[33/25]]
|-
|-
| | 246
| | 246
| | 322486272/244140625
| | [[322486272/244140625]]
| | 131072/99225
| | [[131072/99225]]
| | 28125/21296
| | [[28125/21296]]
|-
|-
| | 247
| | 247
| | 78125/59049
| | [[78125/59049]]
| | 250/189
| | [[250/189]]
| | 160/121
| | [[160/121]]
|-
|-
| | 248
| | 248
| | 390625/294912
| | [[390625/294912]]
| | 151875/114688
| | [[151875/114688]]
| | 11264/8505
| | [[11264/8505]]
|-
|-
| | 249
| | 249
| | 8388608/6328125
| | [[8388608/6328125]]
| | 8388608/6328125
| | [[8388608/6328125]]
| | 175/132
| | [[175/132]]
|-
|-
| | 250
| | 250
| | 20736/15625
| | [[20736/15625]]
| | 896/675
| | [[896/675]]
| | 896/675
| | [[896/675]]
|-
|-
| | 251
| | 251
| | 531441/400000
| | [[531441/400000]]
| | 1701/1280
| | [[1701/1280]]
| | 1125/847
| | [[1125/847]]
|-
|-
| | 252
| | 252
| | 3486784401/2621440000
| | [[3486784401/2621440000]]
| | 9765625/7340032
| | [[9765625/7340032]]
| | 512/385
| | [[512/385]]
|-
|-
| | 253
| | 253
| | 131072/98415
| | [[131072/98415]]
| | 131072/98415
| | [[131072/98415]]
| | 1875/1408
| | [[1875/1408]]
|-
|-
| | 254
| | 254
| | 4/3
| | [[4/3]]
| | 4/3
| | [[4/3]]
| | 4/3
| | [[4/3]]
|-
|-
| | 255
| | 255
| | 10935/8192
| | [[10935/8192]]
| | 10935/8192
| | [[10935/8192]]
| | 10935/8192
| | [[10935/8192]]
|-
|-
| | 256
| | 256
| | 358722675/268435456
| | [[358722675/268435456]]
| | 134217728/100442349
| | [[134217728/100442349]]
| | 147/110
| | [[147/110]]
|-
|-
| | 257
| | 257
| | 6400000/4782969
| | [[6400000/4782969]]
| | 8192/6125
| | [[8192/6125]]
| | 8192/6125
| | [[8192/6125]]
|-
|-
| | 258
| | 258
| | 15625/11664
| | [[15625/11664]]
| | 75/56
| | [[75/56]]
| | 75/56
| | [[75/56]]
|-
|-
| | 259
| | 259
| | 703125/524288
| | [[703125/524288]]
| | 703125/524288
| | [[703125/524288]]
| | 704/525
| | [[704/525]]
|-
|-
| | 260
| | 260
| | 524288/390625
| | [[524288/390625]]
| | 524288/390625
| | [[524288/390625]]
| | 945/704
| | [[945/704]]
|-
|-
| | 261
| | 261
| | 104976/78125
| | [[104976/78125]]
| | 168/125
| | [[168/125]]
| | 121/90
| | [[121/90]]
|-
|-
| | 262
| | 262
| | 43046721/32000000
| | [[43046721/32000000]]
| | 11025/8192
| | [[11025/8192]]
| | 11025/8192
| | [[11025/8192]]
|-
|-
| | 263
| | 263
| | 268435456/199290375
| | [[268435456/199290375]]
| | 268435456/199290375
| | [[268435456/199290375]]
| | 66/49
| | [[66/49]]
|-
|-
| | 264
| | 264
| | 8192/6075
| | [[8192/6075]]
| | 8192/6075
| | [[8192/6075]]
| | 8192/6075
| | [[8192/6075]]
|-
|-
| | 265
| | 265
| | 27/20
| | [[27/20]]
| | 27/20
| | [[27/20]]
| | 27/20
| | [[27/20]]
|-
|-
| | 266
| | 266
| | 177147/131072
| | [[177147/131072]]
| | 177147/131072
| | [[177147/131072]]
| | 4224/3125
| | [[4224/3125]]
|-
|-
| | 267
| | 267
| | 524288000/387420489
| | [[524288000/387420489]]
| | 8388608/6200145
| | [[8388608/6200145]]
| | 625/462
| | [[625/462]]
|-
|-
| | 268
| | 268
| | 80000/59049
| | [[80000/59049]]
| | 256/189
| | [[256/189]]
| | 256/189
| | [[256/189]]
|-
|-
| | 269
| | 269
| | 3125/2304
| | [[3125/2304]]
| | 1215/896
| | [[1215/896]]
| | 1215/896
| | [[1215/896]]
|-
|-
| | 270
| | 270
| | 11390625/8388608
| | [[11390625/8388608]]
| | 11390625/8388608
| | [[11390625/8388608]]
| | 110/81
| | [[110/81]]
|-
|-
| | 271
| | 271
| | 2654208/1953125
| | [[2654208/1953125]]
| | 114688/84375
| | [[114688/84375]]
| | 15309/11264
| | [[15309/11264]]
|-
|-
| | 272
| | 272
| | 531441/390625
| | [[531441/390625]]
| | 49/36
| | [[49/36]]
| | 49/36
| | [[49/36]]
|-
|-
| | 273
| | 273
| | 48828125/35831808
| | [[48828125/35831808]]
| | 78125/57344
| | [[78125/57344]]
| | 21296/15625
| | [[21296/15625]]
|-
|-
| | 274
| | 274
| | 16777216/12301875
| | [[16777216/12301875]]
| | 16777216/12301875
| | [[16777216/12301875]]
| | 15/11
| | [[15/11]]
|-
|-
| | 275
| | 275
| | 512/375
| | [[512/375]]
| | 512/375
| | [[512/375]]
| | 512/375
| | [[512/375]]
|-
|-
| | 276
| | 276
| | 2187/1600
| | [[2187/1600]]
| | 175/128
| | [[175/128]]
| | 175/128
| | [[175/128]]
|-
|-
| | 277
| | 277
| | 14348907/10485760
| | [[14348907/10485760]]
| | 5740875/4194304
| | [[5740875/4194304]]
| | 308/225
| | [[308/225]]
|-
|-
| | 278
| | 278
| | 6553600/4782969
| | [[6553600/4782969]]
| | 524288/382725
| | [[524288/382725]]
| | 3375/2464
| | [[3375/2464]]
|-
|-
| | 279
| | 279
| | 1000/729
| | [[1000/729]]
| | 48/35
| | [[48/35]]
| | 48/35
| | [[48/35]]
|-
|-
| | 280
| | 280
| | 5625/4096
| | [[5625/4096]]
| | 5625/4096
| | [[5625/4096]]
| | 5625/4096
| | [[5625/4096]]
|-
|-
| | 281
| | 281
| | 67108864/48828125
| | [[67108864/48828125]]
| | 184528125/134217728
| | [[184528125/134217728]]
| | 11/8
| | [[11/8]]
|-
|-
| | 282
| | 282
| | 13436928/9765625
| | [[13436928/9765625]]
| | 16384/11907
| | [[16384/11907]]
| | 7744/5625
| | [[7744/5625]]
|-
|-
| | 283
| | 283
| | 1953125/1417176
| | [[1953125/1417176]]
| | 135/98
| | [[135/98]]
| | 135/98
| | [[135/98]]
|-
|-
| | 284
| | 284
| | 9765625/7077888
| | [[9765625/7077888]]
| | 1265625/917504
| | [[1265625/917504]]
| | 2048/1485
| | [[2048/1485]]
|-
|-
| | 285
| | 285
| | 1048576/759375
| | [[1048576/759375]]
| | 1048576/759375
| | [[1048576/759375]]
| | 243/176
| | [[243/176]]
|-
|-
| | 286
| | 286
| | 864/625
| | [[864/625]]
| | 112/81
| | [[112/81]]
| | 112/81
| | [[112/81]]
|-
|-
| | 287
| | 287
| | 177147/128000
| | [[177147/128000]]
| | 2835/2048
| | [[2835/2048]]
| | 2835/2048
| | [[2835/2048]]
|-
|-
| | 288
| | 288
| | 536870912/387420489
| | [[536870912/387420489]]
| | 93002175/67108864
| | [[93002175/67108864]]
| | 320/231
| | [[320/231]]
|-
|-
| | 289
| | 289
| | 81920/59049
| | [[81920/59049]]
| | 32768/23625
| | [[32768/23625]]
| | 15625/11264
| | [[15625/11264]]
|-
|-
| | 290
| | 290
| | 25/18
| | [[25/18]]
| | 25/18
| | [[25/18]]
| | 25/18
| | [[25/18]]
|-
|-
| | 291
| | 291
| | 91125/65536
| | [[91125/65536]]
| | 91125/65536
| | [[91125/65536]]
| | 2816/2025
| | [[2816/2025]]
|-
|-
| | 292
| | 292
| | 339738624/244140625
| | [[339738624/244140625]]
| | 14680064/10546875
| | [[14680064/10546875]]
| | 245/176
| | [[245/176]]
|-
|-
| | 293
| | 293
| | 20000000/14348907
| | [[20000000/14348907]]
| | 1024/735
| | [[1024/735]]
| | 1024/735
| | [[1024/735]]
|-
|-
| | 294
| | 294
| | 390625/279936
| | [[390625/279936]]
| | 625/448
| | [[625/448]]
| | 625/448
| | [[625/448]]
|-
|-
| | 295
| | 295
| | 5859375/4194304
| | [[5859375/4194304]]
| | 5859375/4194304
| | [[5859375/4194304]]
| | 88/63
| | [[88/63]]
|-
|-
| | 296
| | 296
| | 65536/46875
| | [[65536/46875]]
| | 65536/46875
| | [[65536/46875]]
| | 7875/5632
| | [[7875/5632]]
|-
|-
| | 297
| | 297
| | 4374/3125
| | [[4374/3125]]
| | 7/5
| | [[7/5]]
| | 7/5
| | [[7/5]]
|-
|-
| | 298
| | 298
| | 14348907/10240000
| | [[14348907/10240000]]
| | 45927/32768
| | [[45927/32768]]
| | 39424/28125
| | [[39424/28125]]
|-
|-
| | 299
| | 299
| | 33554432/23914845
| | [[33554432/23914845]]
| | 33554432/23914845
| | [[33554432/23914845]]
| | 108/77
| | [[108/77]]
|-
|-
| | 300
| | 300
| | 1024/729
| | [[1024/729]]
| | 1024/729
| | [[1024/729]]
| | 1024/729
| | [[1024/729]]
|-
|-
| | 301
| | 301
| | 45/32
| | [[45/32]]
| | 45/32
| | [[45/32]]
| | 45/32
| | [[45/32]]
|-
|-
| | 302
| | 302
| | 1476225/1048576
| | [[1476225/1048576]]
| | 1476225/1048576
| | [[1476225/1048576]]
| | 176/125
| | [[176/125]]
|-
|-
| | 303
| | 303
| | 1638400000/1162261467
| | [[1638400000/1162261467]]
| | 2097152/1488375
| | [[2097152/1488375]]
| | 1875/1331
| | [[1875/1331]]
|-
|-
| | 304
| | 304
| | 250000/177147
| | [[250000/177147]]
| | 343/243
| | [[343/243]]
| | 343/243
| | [[343/243]]
|-
|-
| | 305
| | 305
| | 78125/55296
| | [[78125/55296]]
| | 10125/7168
| | [[10125/7168]]
| | 10125/7168
| | [[10125/7168]]
|-
|-
| | 306
| | 306
| | 94921875/67108864
| | [[94921875/67108864]]
| | 332150625/234881024
| | [[332150625/234881024]]
| | 99/70
| | [[99/70]]
|-
|-
| | 307
| | 307
| | 110592/78125
| | [[110592/78125]]
| | 14336/10125
| | [[14336/10125]]
| | 14336/10125
| | [[14336/10125]]
|-
|-
| | 308
| | 308
| | 177147/125000
| | [[177147/125000]]
| | 486/343
| | [[486/343]]
| | 343/242
| | [[343/242]]
|-
|-
| | 309
| | 309
| | 1162261467/819200000
| | [[1162261467/819200000]]
| | 1488375/1048576
| | [[1488375/1048576]]
| | 2662/1875
| | [[2662/1875]]
|-
|-
| | 310
| | 310
| | 2097152/1476225
| | [[2097152/1476225]]
| | 2097152/1476225
| | [[2097152/1476225]]
| | 125/88
| | [[125/88]]
|-
|-
| | 311
| | 311
| | 64/45
| | [[64/45]]
| | 64/45
| | [[64/45]]
| | 64/45
| | [[64/45]]
|-
|-
| | 312
| | 312
| | 729/512
| | [[729/512]]
| | 729/512
| | [[729/512]]
| | 729/512
| | [[729/512]]
|-
|-
| | 313
| | 313
| | 23914845/16777216
| | [[23914845/16777216]]
| | 23914845/16777216
| | [[23914845/16777216]]
| | 77/54
| | [[77/54]]
|-
|-
| | 314
| | 314
| | 20480000/14348907
| | [[20480000/14348907]]
| | 65536/45927
| | [[65536/45927]]
| | 28125/19712
| | [[28125/19712]]
|-
|-
| | 315
| | 315
| | 3125/2187
| | [[3125/2187]]
| | 10/7
| | [[10/7]]
| | 10/7
| | [[10/7]]
|-
|-
| | 316
| | 316
| | 46875/32768
| | [[46875/32768]]
| | 46875/32768
| | [[46875/32768]]
| | 11264/7875
| | [[11264/7875]]
|-
|-
| | 317
| | 317
| | 8388608/5859375
| | [[8388608/5859375]]
| | 8388608/5859375
| | [[8388608/5859375]]
| | 63/44
| | [[63/44]]
|-
|-
| | 318
| | 318
| | 559872/390625
| | [[559872/390625]]
| | 896/625
| | [[896/625]]
| | 896/625
| | [[896/625]]
|-
|-
| | 319
| | 319
| | 14348907/10000000
| | [[14348907/10000000]]
| | 735/512
| | [[735/512]]
| | 735/512
| | [[735/512]]
|-
|-
| | 320
| | 320
| | 244140625/169869312
| | [[244140625/169869312]]
| | 10546875/7340032
| | [[10546875/7340032]]
| | 352/245
| | [[352/245]]
|-
|-
| | 321
| | 321
| | 131072/91125
| | [[131072/91125]]
| | 131072/91125
| | [[131072/91125]]
| | 2025/1408
| | [[2025/1408]]
|-
|-
| | 322
| | 322
| | 36/25
| | [[36/25]]
| | 36/25
| | [[36/25]]
| | 36/25
| | [[36/25]]
|-
|-
| | 323
| | 323
| | 59049/40960
| | [[59049/40960]]
| | 23625/16384
| | [[23625/16384]]
| | 22528/15625
| | [[22528/15625]]
|-
|-
| | 324
| | 324
| | 387420489/268435456
| | [[387420489/268435456]]
| | 134217728/93002175
| | [[134217728/93002175]]
| | 231/160
| | [[231/160]]
|-
|-
| | 325
| | 325
| | 256000/177147
| | [[256000/177147]]
| | 4096/2835
| | [[4096/2835]]
| | 4096/2835
| | [[4096/2835]]
|-
|-
| | 326
| | 326
| | 625/432
| | [[625/432]]
| | 81/56
| | [[81/56]]
| | 81/56
| | [[81/56]]
|-
|-
| | 327
| | 327
| | 759375/524288
| | [[759375/524288]]
| | 759375/524288
| | [[759375/524288]]
| | 352/243
| | [[352/243]]
|-
|-
| | 328
| | 328
| | 14155776/9765625
| | [[14155776/9765625]]
| | 1835008/1265625
| | [[1835008/1265625]]
| | 1485/1024
| | [[1485/1024]]
|-
|-
| | 329
| | 329
| | 2834352/1953125
| | [[2834352/1953125]]
| | 196/135
| | [[196/135]]
| | 196/135
| | [[196/135]]
|-
|-
| | 330
| | 330
| | 9765625/6718464
| | [[9765625/6718464]]
| | 11907/8192
| | [[11907/8192]]
| | 5625/3872
| | [[5625/3872]]
|-
|-
| | 331
| | 331
| | 48828125/33554432
| | [[48828125/33554432]]
| | 268435456/184528125
| | [[268435456/184528125]]
| | 16/11
| | [[16/11]]
|-
|-
| | 332
| | 332
| | 8192/5625
| | [[8192/5625]]
| | 8192/5625
| | [[8192/5625]]
| | 8192/5625
| | [[8192/5625]]
|-
|-
| | 333
| | 333
| | 729/500
| | [[729/500]]
| | 35/24
| | [[35/24]]
| | 35/24
| | [[35/24]]
|-
|-
| | 334
| | 334
| | 4782969/3276800
| | [[4782969/3276800]]
| | 382725/262144
| | [[382725/262144]]
| | 4928/3375
| | [[4928/3375]]
|-
|-
| | 335
| | 335
| | 20971520/14348907
| | [[20971520/14348907]]
| | 8388608/5740875
| | [[8388608/5740875]]
| | 225/154
| | [[225/154]]
|-
|-
| | 336
| | 336
| | 3200/2187
| | [[3200/2187]]
| | 256/175
| | [[256/175]]
| | 256/175
| | [[256/175]]
|-
|-
| | 337
| | 337
| | 375/256
| | [[375/256]]
| | 375/256
| | [[375/256]]
| | 375/256
| | [[375/256]]
|-
|-
| | 338
| | 338
| | 12301875/8388608
| | [[12301875/8388608]]
| | 12301875/8388608
| | [[12301875/8388608]]
| | 22/15
| | [[22/15]]
|-
|-
| | 339
| | 339
| | 71663616/48828125
| | [[71663616/48828125]]
| | 114688/78125
| | [[114688/78125]]
| | 15625/10648
| | [[15625/10648]]
|-
|-
| | 340
| | 340
| | 781250/531441
| | [[781250/531441]]
| | 72/49
| | [[72/49]]
| | 72/49
| | [[72/49]]
|-
|-
| | 341
| | 341
| | 1953125/1327104
| | [[1953125/1327104]]
| | 84375/57344
| | [[84375/57344]]
| | 22528/15309
| | [[22528/15309]]
|-
|-
| | 342
| | 342
| | 16777216/11390625
| | [[16777216/11390625]]
| | 16777216/11390625
| | [[16777216/11390625]]
| | 81/55
| | [[81/55]]
|-
|-
| | 343
| | 343
| | 4608/3125
| | [[4608/3125]]
| | 1792/1215
| | [[1792/1215]]
| | 1792/1215
| | [[1792/1215]]
|-
|-
| | 344
| | 344
| | 59049/40000
| | [[59049/40000]]
| | 189/128
| | [[189/128]]
| | 189/128
| | [[189/128]]
|-
|-
| | 345
| | 345
| | 387420489/262144000
| | [[387420489/262144000]]
| | 6200145/4194304
| | [[6200145/4194304]]
| | 924/625
| | [[924/625]]
|-
|-
| | 346
| | 346
| | 262144/177147
| | [[262144/177147]]
| | 262144/177147
| | [[262144/177147]]
| | 3125/2112
| | [[3125/2112]]
|-
|-
| | 347
| | 347
| | 40/27
| | [[40/27]]
| | 40/27
| | [[40/27]]
| | 40/27
| | [[40/27]]
|-
|-
| | 348
| | 348
| | 6075/4096
| | [[6075/4096]]
| | 6075/4096
| | [[6075/4096]]
| | 6075/4096
| | [[6075/4096]]
|-
|-
| | 349
| | 349
| | 199290375/134217728
| | [[199290375/134217728]]
| | 199290375/134217728
| | [[199290375/134217728]]
| | 49/33
| | [[49/33]]
|-
|-
| | 350
| | 350
| | 64000000/43046721
| | [[64000000/43046721]]
| | 16384/11025
| | [[16384/11025]]
| | 16384/11025
| | [[16384/11025]]
|-
|-
| | 351
| | 351
| | 78125/52488
| | [[78125/52488]]
| | 125/84
| | [[125/84]]
| | 125/84
| | [[125/84]]
|-
|-
| | 352
| | 352
| | 390625/262144
| | [[390625/262144]]
| | 390625/262144
| | [[390625/262144]]
| | 1408/945
| | [[1408/945]]
|-
|-
| | 353
| | 353
| | 1048576/703125
| | [[1048576/703125]]
| | 1048576/703125
| | [[1048576/703125]]
| | 525/352
| | [[525/352]]
|-
|-
| | 354
| | 354
| | 23328/15625
| | [[23328/15625]]
| | 112/75
| | [[112/75]]
| | 112/75
| | [[112/75]]
|-
|-
| | 355
| | 355
| | 4782969/3200000
| | [[4782969/3200000]]
| | 6125/4096
| | [[6125/4096]]
| | 6125/4096
| | [[6125/4096]]
|-
|-
| | 356
| | 356
| | 536870912/358722675
| | [[536870912/358722675]]
| | 100442349/67108864
| | [[100442349/67108864]]
| | 220/147
| | [[220/147]]
|-
|-
| | 357
| | 357
| | 16384/10935
| | [[16384/10935]]
| | 16384/10935
| | [[16384/10935]]
| | 16384/10935
| | [[16384/10935]]
|-
|-
| | 358
| | 358
| | 3/2
| | [[3/2]]
| | 3/2
| | [[3/2]]
| | 3/2
| | [[3/2]]
|-
|-
| | 359
| | 359
| | 98415/65536
| | [[98415/65536]]
| | 98415/65536
| | [[98415/65536]]
| | 2816/1875
| | [[2816/1875]]
|-
|-
| | 360
| | 360
| | 3228504075/2147483648
| | [[3228504075/2147483648]]
| | 14680064/9765625
| | [[14680064/9765625]]
| | 385/256
| | [[385/256]]
|-
|-
| | 361
| | 361
| | 800000/531441
| | [[800000/531441]]
| | 2560/1701
| | [[2560/1701]]
| | 1694/1125
| | [[1694/1125]]
|-
|-
| | 362
| | 362
| | 15625/10368
| | [[15625/10368]]
| | 675/448
| | [[675/448]]
| | 675/448
| | [[675/448]]
|-
|-
| | 363
| | 363
| | 6328125/4194304
| | [[6328125/4194304]]
| | 6328125/4194304
| | [[6328125/4194304]]
| | 264/175
| | [[264/175]]
|-
|-
| | 364
| | 364
| | 589824/390625
| | [[589824/390625]]
| | 229376/151875
| | [[229376/151875]]
| | 8505/5632
| | [[8505/5632]]
|-
|-
| | 365
| | 365
| | 118098/78125
| | [[118098/78125]]
| | 189/125
| | [[189/125]]
| | 121/80
| | [[121/80]]
|-
|-
| | 366
| | 366
| | 244140625/161243136
| | [[244140625/161243136]]
| | 99225/65536
| | [[99225/65536]]
| | 42592/28125
| | [[42592/28125]]
|-
|-
| | 367
| | 367
| | 33554432/22143375
| | [[33554432/22143375]]
| | 33554432/22143375
| | [[33554432/22143375]]
| | 50/33
| | [[50/33]]
|-
|-
| | 368
| | 368
| | 1024/675
| | [[1024/675]]
| | 1024/675
| | [[1024/675]]
| | 1024/675
| | [[1024/675]]
|-
|-
| | 369
| | 369
| | 243/160
| | [[243/160]]
| | 243/160
| | [[243/160]]
| | 243/160
| | [[243/160]]
|-
|-
| | 370
| | 370
| | 1594323/1048576
| | [[1594323/1048576]]
| | 1594323/1048576
| | [[1594323/1048576]]
| | 616/405
| | [[616/405]]
|-
|-
| | 371
| | 371
| | 65536000/43046721
| | [[65536000/43046721]]
| | 1048576/688905
| | [[1048576/688905]]
| | 1875/1232
| | [[1875/1232]]
|-
|-
| | 372
| | 372
| | 10000/6561
| | [[10000/6561]]
| | 32/21
| | [[32/21]]
| | 32/21
| | [[32/21]]
|-
|-
| | 373
| | 373
| | 3125/2048
| | [[3125/2048]]
| | 3125/2048
| | [[3125/2048]]
| | 3125/2048
| | [[3125/2048]]
|-
|-
| | 374
| | 374
| | 102515625/67108864
| | [[102515625/67108864]]
| | 102515625/67108864
| | [[102515625/67108864]]
| | 55/36
| | [[55/36]]
|-
|-
| | 375
| | 375
| | 2985984/1953125
| | [[2985984/1953125]]
| | 14336/9375
| | [[14336/9375]]
| | 14336/9375
| | [[14336/9375]]
|-
|-
| | 376
| | 376
| | 4782969/3125000
| | [[4782969/3125000]]
| | 49/32
| | [[49/32]]
| | 49/32
| | [[49/32]]
|-
|-
| | 377
| | 377
| | 48828125/31850496
| | [[48828125/31850496]]
| | 703125/458752
| | [[703125/458752]]
| | 4096/2673
| | [[4096/2673]]
|-
|-
| | 378
| | 378
| | 2097152/1366875
| | [[2097152/1366875]]
| | 2097152/1366875
| | [[2097152/1366875]]
| | 135/88
| | [[135/88]]
|-
|-
| | 379
| | 379
| | 192/125
| | [[192/125]]
| | 192/125
| | [[192/125]]
| | 192/125
| | [[192/125]]
|-
|-
| | 380
| | 380
| | 19683/12800
| | [[19683/12800]]
| | 1575/1024
| | [[1575/1024]]
| | 1575/1024
| | [[1575/1024]]
|-
|-
| | 381
| | 381
| | 129140163/83886080
| | [[129140163/83886080]]
| | 51667875/33554432
| | [[51667875/33554432]]
| | 77/50
| | [[77/50]]
|-
|-
| | 382
| | 382
| | 819200/531441
| | [[819200/531441]]
| | 65536/42525
| | [[65536/42525]]
| | 30375/19712
| | [[30375/19712]]
|-
|-
| | 383
| | 383
| | 125/81
| | [[125/81]]
| | 54/35
| | [[54/35]]
| | 54/35
| | [[54/35]]
|-
|-
| | 384
| | 384
| | 50625/32768
| | [[50625/32768]]
| | 50625/32768
| | [[50625/32768]]
| | 5632/3645
| | [[5632/3645]]
|-
|-
| | 385
| | 385
| | 75497472/48828125
| | [[75497472/48828125]]
| | 29360128/18984375
| | [[29360128/18984375]]
| | 99/64
| | [[99/64]]
|-
|-
| | 386
| | 386
| | 15116544/9765625
| | [[15116544/9765625]]
| | 2048/1323
| | [[2048/1323]]
| | 968/625
| | [[968/625]]
|-
|-
| | 387
| | 387
| | 1953125/1259712
| | [[1953125/1259712]]
| | 1215/784
| | [[1215/784]]
| | 375/242
| | [[375/242]]
|-
|-
| | 388
| | 388
| | 9765625/6291456
| | [[9765625/6291456]]
| | 9765625/6291456
| | [[9765625/6291456]]
| | 256/165
| | [[256/165]]
|-
|-
| | 389
| | 389
| | 131072/84375
| | [[131072/84375]]
| | 131072/84375
| | [[131072/84375]]
| | 2187/1408
| | [[2187/1408]]
|-
|-
| | 390
| | 390
| | 972/625
| | [[972/625]]
| | 14/9
| | [[14/9]]
| | 14/9
| | [[14/9]]
|-
|-
| | 391
| | 391
| | 1594323/1024000
| | [[1594323/1024000]]
| | 25515/16384
| | [[25515/16384]]
| | 25515/16384
| | [[25515/16384]]
|-
|-
| | 392
| | 392
| | 67108864/43046721
| | [[67108864/43046721]]
| | 67108864/43046721
| | [[67108864/43046721]]
| | 120/77
| | [[120/77]]
|-
|-
| | 393
| | 393
| | 10240/6561
| | [[10240/6561]]
| | 4096/2625
| | [[4096/2625]]
| | 4096/2625
| | [[4096/2625]]
|-
|-
| | 394
| | 394
| | 25/16
| | [[25/16]]
| | 25/16
| | [[25/16]]
| | 25/16
| | [[25/16]]
|-
|-
| | 395
| | 395
| | 820125/524288
| | [[820125/524288]]
| | 820125/524288
| | [[820125/524288]]
| | 352/225
| | [[352/225]]
|-
|-
| | 396
| | 396
| | 382205952/244140625
| | [[382205952/244140625]]
| | 1835008/1171875
| | [[1835008/1171875]]
| | 2205/1408
| | [[2205/1408]]
|-
|-
| | 397
| | 397
| | 2500000/1594323
| | [[2500000/1594323]]
| | 196/125
| | [[196/125]]
| | 196/125
| | [[196/125]]
|-
|-
| | 398
| | 398
| | 390625/248832
| | [[390625/248832]]
| | 5625/3584
| | [[5625/3584]]
| | 5625/3584
| | [[5625/3584]]
|-
|-
| | 399
| | 399
| | 52734375/33554432
| | [[52734375/33554432]]
| | 184528125/117440512
| | [[184528125/117440512]]
| | 11/7
| | [[11/7]]
|-
|-
| | 400
| | 400
| | 24576/15625
| | [[24576/15625]]
| | 24576/15625
| | [[24576/15625]]
| | 24576/15625
| | [[24576/15625]]
|-
|-
| | 401
| | 401
| | 19683/12500
| | [[19683/12500]]
| | 63/40
| | [[63/40]]
| | 63/40
| | [[63/40]]
|-
|-
| | 402
| | 402
| | 129140163/81920000
| | [[129140163/81920000]]
| | 413343/262144
| | [[413343/262144]]
| | 4928/3125
| | [[4928/3125]]
|-
|-
| | 403
| | 403
| | 4194304/2657205
| | [[4194304/2657205]]
| | 4194304/2657205
| | [[4194304/2657205]]
| | 243/154
| | [[243/154]]
|-
|-
| | 404
| | 404
| | 128/81
| | [[128/81]]
| | 128/81
| | [[128/81]]
| | 128/81
| | [[128/81]]
|-
|-
| | 405
| | 405
| | 405/256
| | [[405/256]]
| | 405/256
| | [[405/256]]
| | 405/256
| | [[405/256]]
|-
|-
| | 406
| | 406
| | 13286025/8388608
| | [[13286025/8388608]]
| | 13286025/8388608
| | [[13286025/8388608]]
| | 198/125
| | [[198/125]]
|-
|-
| | 407
| | 407
| | 204800000/129140163
| | [[204800000/129140163]]
| | 262144/165375
| | [[262144/165375]]
| | 15625/9856
| | [[15625/9856]]
|-
|-
| | 408
| | 408
| | 31250/19683
| | [[31250/19683]]
| | 100/63
| | [[100/63]]
| | 100/63
| | [[100/63]]
|-
|-
| | 409
| | 409
| | 78125/49152
| | [[78125/49152]]
| | 78125/49152
| | [[78125/49152]]
| | 22528/14175
| | [[22528/14175]]
|-
|-
| | 410
| | 410
| | 16777216/10546875
| | [[16777216/10546875]]
| | 16777216/10546875
| | [[16777216/10546875]]
| | 35/22
| | [[35/22]]
|-
|-
| | 411
| | 411
| | 124416/78125
| | [[124416/78125]]
| | 1792/1125
| | [[1792/1125]]
| | 1792/1125
| | [[1792/1125]]
|-
|-
| | 412
| | 412
| | 1594323/1000000
| | [[1594323/1000000]]
| | 625/392
| | [[625/392]]
| | 625/392
| | [[625/392]]
|-
|-
| | 413
| | 413
| | 1220703125/764411904
| | [[1220703125/764411904]]
| | 5859375/3670016
| | [[5859375/3670016]]
| | 704/441
| | [[704/441]]
|-
|-
| | 414
| | 414
| | 262144/164025
| | [[262144/164025]]
| | 262144/164025
| | [[262144/164025]]
| | 1125/704
| | [[1125/704]]
|-
|-
| | 415
| | 415
| | 8/5
| | [[8/5]]
| | 8/5
| | [[8/5]]
| | 8/5
| | [[8/5]]
|-
|-
| | 416
| | 416
| | 6561/4096
| | [[6561/4096]]
| | 6561/4096
| | [[6561/4096]]
| | 6561/4096
| | [[6561/4096]]
|-
|-
| | 417
| | 417
| | 215233605/134217728
| | [[215233605/134217728]]
| | 215233605/134217728
| | [[215233605/134217728]]
| | 77/48
| | [[77/48]]
|-
|-
| | 418
| | 418
| | 2560000/1594323
| | [[2560000/1594323]]
| | 8192/5103
| | [[8192/5103]]
| | 8192/5103
| | [[8192/5103]]
|-
|-
| | 419
| | 419
| | 3125/1944
| | [[3125/1944]]
| | 45/28
| | [[45/28]]
| | 45/28
| | [[45/28]]
|-
|-
| | 420
| | 420
| | 421875/262144
| | [[421875/262144]]
| | 421875/262144
| | [[421875/262144]]
| | 1408/875
| | [[1408/875]]
|-
|-
| | 421
| | 421
| | 3145728/1953125
| | [[3145728/1953125]]
| | 3145728/1953125
| | [[3145728/1953125]]
| | 567/352
| | [[567/352]]
|-
|-
| | 422
| | 422
| | 629856/390625
| | [[629856/390625]]
| | 392/243
| | [[392/243]]
| | 121/75
| | [[121/75]]
|-
|-
| | 423
| | 423
| | 48828125/30233088
| | [[48828125/30233088]]
| | 6615/4096
| | [[6615/4096]]
| | 3125/1936
| | [[3125/1936]]
|-
|-
| | 424
| | 424
| | 244140625/150994944
| | [[244140625/150994944]]
| | 217005075/134217728
| | [[217005075/134217728]]
| | 160/99
| | [[160/99]]
|-
|-
| | 425
| | 425
| | 16384/10125
| | [[16384/10125]]
| | 16384/10125
| | [[16384/10125]]
| | 16384/10125
| | [[16384/10125]]
|-
|-
| | 426
| | 426
| | 81/50
| | [[81/50]]
| | 81/50
| | [[81/50]]
| | 81/50
| | [[81/50]]
|-
|-
| | 427
| | 427
| | 531441/327680
| | [[531441/327680]]
| | 212625/131072
| | [[212625/131072]]
| | 9856/6075
| | [[9856/6075]]
|-
|-
| | 428
| | 428
| | 209715200/129140163
| | [[209715200/129140163]]
| | 16777216/10333575
| | [[16777216/10333575]]
| | 125/77
| | [[125/77]]
|-
|-
| | 429
| | 429
| | 32000/19683
| | [[32000/19683]]
| | 512/315
| | [[512/315]]
| | 512/315
| | [[512/315]]
|-
|-
| | 430
| | 430
| | 625/384
| | [[625/384]]
| | 625/384
| | [[625/384]]
| | 625/384
| | [[625/384]]
|-
|-
| | 431
| | 431
| | 6834375/4194304
| | [[6834375/4194304]]
| | 6834375/4194304
| | [[6834375/4194304]]
| | 44/27
| | [[44/27]]
|-
|-
| | 432
| | 432
| | 15925248/9765625
| | [[15925248/9765625]]
| | 229376/140625
| | [[229376/140625]]
| | 13365/8192
| | [[13365/8192]]
|-
|-
| | 433
| | 433
| | 3188646/1953125
| | [[3188646/1953125]]
| | 49/30
| | [[49/30]]
| | 49/30
| | [[49/30]]
|-
|-
| | 434
| | 434
| | 9765625/5971968
| | [[9765625/5971968]]
| | 46875/28672
| | [[46875/28672]]
| | 50625/30976
| | [[50625/30976]]
|-
|-
| | 435
| | 435
| | 33554432/20503125
| | [[33554432/20503125]]
| | 33554432/20503125
| | [[33554432/20503125]]
| | 18/11
| | [[18/11]]
|-
|-
| | 436
| | 436
| | 1024/625
| | [[1024/625]]
| | 1024/625
| | [[1024/625]]
| | 1024/625
| | [[1024/625]]
|-
|-
| | 437
| | 437
| | 6561/4000
| | [[6561/4000]]
| | 105/64
| | [[105/64]]
| | 105/64
| | [[105/64]]
|-
|-
| | 438
| | 438
| | 43046721/26214400
| | [[43046721/26214400]]
| | 3444525/2097152
| | [[3444525/2097152]]
| | 616/375
| | [[616/375]]
|-
|-
| | 439
| | 439
| | 2621440/1594323
| | [[2621440/1594323]]
| | 1048576/637875
| | [[1048576/637875]]
| | 2025/1232
| | [[2025/1232]]
|-
|-
| | 440
| | 440
| | 400/243
| | [[400/243]]
| | 288/175
| | [[288/175]]
| | 242/147
| | [[242/147]]
|-
|-
| | 441
| | 441
| | 3375/2048
| | [[3375/2048]]
| | 3375/2048
| | [[3375/2048]]
| | 3375/2048
| | [[3375/2048]]
|-
|-
| | 442
| | 442
| | 110716875/67108864
| | [[110716875/67108864]]
| | 110716875/67108864
| | [[110716875/67108864]]
| | 33/20
| | [[33/20]]
|-
|-
| | 443
| | 443
| | 80621568/48828125
| | [[80621568/48828125]]
| | 32768/19845
| | [[32768/19845]]
| | 15488/9375
| | [[15488/9375]]
|-
|-
| | 444
| | 444
| | 390625/236196
| | [[390625/236196]]
| | 81/49
| | [[81/49]]
| | 81/49
| | [[81/49]]
|-
|-
| | 445
| | 445
| | 1953125/1179648
| | [[1953125/1179648]]
| | 759375/458752
| | [[759375/458752]]
| | 2816/1701
| | [[2816/1701]]
|-
|-
| | 446
| | 446
| | 2097152/1265625
| | [[2097152/1265625]]
| | 2097152/1265625
| | [[2097152/1265625]]
| | 729/440
| | [[729/440]]
|-
|-
| | 447
| | 447
| | 5184/3125
| | [[5184/3125]]
| | 224/135
| | [[224/135]]
| | 224/135
| | [[224/135]]
|-
|-
| | 448
| | 448
| | 531441/320000
| | [[531441/320000]]
| | 1701/1024
| | [[1701/1024]]
| | 1701/1024
| | [[1701/1024]]
|-
|-
| | 449
| | 449
| | 1073741824/645700815
| | [[1073741824/645700815]]
| | 55801305/33554432
| | [[55801305/33554432]]
| | 128/77
| | [[128/77]]
|-
|-
| | 450
| | 450
| | 32768/19683
| | [[32768/19683]]
| | 32768/19683
| | [[32768/19683]]
| | 9375/5632
| | [[9375/5632]]
|-
|-
| | 451
| | 451
| | 5/3
| | [[5/3]]
| | 5/3
| | [[5/3]]
| | 5/3
| | [[5/3]]
|-
|-
| | 452
| | 452
| | 54675/32768
| | [[54675/32768]]
| | 54675/32768
| | [[54675/32768]]
| | 5632/3375
| | [[5632/3375]]
|-
|-
| | 453
| | 453
| | 1793613375/1073741824
| | [[1793613375/1073741824]]
| | 29360128/17578125
| | [[29360128/17578125]]
| | 147/88
| | [[147/88]]
|-
|-
| | 454
| | 454
| | 8000000/4782969
| | [[8000000/4782969]]
| | 2048/1225
| | [[2048/1225]]
| | 2048/1225
| | [[2048/1225]]
|-
|-
| | 455
| | 455
| | 78125/46656
| | [[78125/46656]]
| | 375/224
| | [[375/224]]
| | 375/224
| | [[375/224]]
|-
|-
| | 456
| | 456
| | 3515625/2097152
| | [[3515625/2097152]]
| | 3515625/2097152
| | [[3515625/2097152]]
| | 176/105
| | [[176/105]]
|-
|-
| | 457
| | 457
| | 131072/78125
| | [[131072/78125]]
| | 131072/78125
| | [[131072/78125]]
| | 4725/2816
| | [[4725/2816]]
|-
|-
| | 458
| | 458
| | 26244/15625
| | [[26244/15625]]
| | 42/25
| | [[42/25]]
| | 42/25
| | [[42/25]]
|-
|-
| | 459
| | 459
| | 43046721/25600000
| | [[43046721/25600000]]
| | 55125/32768
| | [[55125/32768]]
| | 55125/32768
| | [[55125/32768]]
|-
|-
| | 460
| | 460
| | 67108864/39858075
| | [[67108864/39858075]]
| | 67108864/39858075
| | [[67108864/39858075]]
| | 165/98
| | [[165/98]]
|-
|-
| | 461
| | 461
| | 2048/1215
| | [[2048/1215]]
| | 2048/1215
| | [[2048/1215]]
| | 2048/1215
| | [[2048/1215]]
|-
|-
| | 462
| | 462
| | 27/16
| | [[27/16]]
| | 27/16
| | [[27/16]]
| | 27/16
| | [[27/16]]
|-
|-
| | 463
| | 463
| | 885735/524288
| | [[885735/524288]]
| | 885735/524288
| | [[885735/524288]]
| | 1056/625
| | [[1056/625]]
|-
|-
| | 464
| | 464
| | 655360000/387420489
| | [[655360000/387420489]]
| | 2097152/1240029
| | [[2097152/1240029]]
| | 2250/1331
| | [[2250/1331]]
|-
|-
| | 465
| | 465
| | 100000/59049
| | [[100000/59049]]
| | 320/189
| | [[320/189]]
| | 320/189
| | [[320/189]]
|-
|-
| | 466
| | 466
| | 15625/9216
| | [[15625/9216]]
| | 6075/3584
| | [[6075/3584]]
| | 6075/3584
| | [[6075/3584]]
|-
|-
| | 467
| | 467
| | 56953125/33554432
| | [[56953125/33554432]]
| | 56953125/33554432
| | [[56953125/33554432]]
| | 56/33
| | [[56/33]]
|-
|-
| | 468
| | 468
| | 663552/390625
| | [[663552/390625]]
| | 28672/16875
| | [[28672/16875]]
| | 28672/16875
| | [[28672/16875]]
|-
|-
| | 469
| | 469
| | 531441/312500
| | [[531441/312500]]
| | 245/144
| | [[245/144]]
| | 245/144
| | [[245/144]]
|-
|-
| | 470
| | 470
| | 244140625/143327232
| | [[244140625/143327232]]
| | 390625/229376
| | [[390625/229376]]
| | 5324/3125
| | [[5324/3125]]
|-
|-
| | 471
| | 471
| | 4194304/2460375
| | [[4194304/2460375]]
| | 4194304/2460375
| | [[4194304/2460375]]
| | 75/44
| | [[75/44]]
|-
|-
| | 472
| | 472
| | 128/75
| | [[128/75]]
| | 128/75
| | [[128/75]]
| | 128/75
| | [[128/75]]
|-
|-
| | 473
| | 473
| | 2187/1280
| | [[2187/1280]]
| | 875/512
| | [[875/512]]
| | 875/512
| | [[875/512]]
|-
|-
| | 474
| | 474
| | 14348907/8388608
| | [[14348907/8388608]]
| | 14348907/8388608
| | [[14348907/8388608]]
| | 77/45
| | [[77/45]]
|-
|-
| | 475
| | 475
| | 8192000/4782969
| | [[8192000/4782969]]
| | 131072/76545
| | [[131072/76545]]
| | 16875/9856
| | [[16875/9856]]
|-
|-
| | 476
| | 476
| | 1250/729
| | [[1250/729]]
| | 12/7
| | [[12/7]]
| | 12/7
| | [[12/7]]
|-
|-
| | 477
| | 477
| | 28125/16384
| | [[28125/16384]]
| | 28125/16384
| | [[28125/16384]]
| | 11264/6561
| | [[11264/6561]]
|-
|-
| | 478
| | 478
| | 16777216/9765625
| | [[16777216/9765625]]
| | 16777216/9765625
| | [[16777216/9765625]]
| | 55/32
| | [[55/32]]
|-
|-
| | 479
| | 479
| | 3359232/1953125
| | [[3359232/1953125]]
| | 5376/3125
| | [[5376/3125]]
| | 1936/1125
| | [[1936/1125]]
|-
|-
| | 480
| | 480
| | 9765625/5668704
| | [[9765625/5668704]]
| | 441/256
| | [[441/256]]
| | 441/256
| | [[441/256]]
|-
|-
| | 481
| | 481
| | 48828125/28311552
| | [[48828125/28311552]]
| | 6328125/3670016
| | [[6328125/3670016]]
| | 512/297
| | [[512/297]]
|-
|-
| | 482
| | 482
| | 262144/151875
| | [[262144/151875]]
| | 262144/151875
| | [[262144/151875]]
| | 1215/704
| | [[1215/704]]
|-
|-
| | 483
| | 483
| | 216/125
| | [[216/125]]
| | 140/81
| | [[140/81]]
| | 121/70
| | [[121/70]]
|-
|-
| | 484
| | 484
| | 177147/102400
| | [[177147/102400]]
| | 14175/8192
| | [[14175/8192]]
| | 14175/8192
| | [[14175/8192]]
|-
|-
| | 485
| | 485
| | 671088640/387420489
| | [[671088640/387420489]]
| | 268435456/155003625
| | [[268435456/155003625]]
| | 343/198
| | [[343/198]]
|-
|-
| | 486
| | 486
| | 102400/59049
| | [[102400/59049]]
| | 8192/4725
| | [[8192/4725]]
| | 8192/4725
| | [[8192/4725]]
|-
|-
| | 487
| | 487
| | 125/72
| | [[125/72]]
| | 125/72
| | [[125/72]]
| | 125/72
| | [[125/72]]
|-
|-
| | 488
| | 488
| | 455625/262144
| | [[455625/262144]]
| | 455625/262144
| | [[455625/262144]]
| | 704/405
| | [[704/405]]
|-
|-
| | 489
| | 489
| | 84934656/48828125
| | [[84934656/48828125]]
| | 3670016/2109375
| | [[3670016/2109375]]
| | 891/512
| | [[891/512]]
|-
|-
| | 490
| | 490
| | 17006112/9765625
| | [[17006112/9765625]]
| | 256/147
| | [[256/147]]
| | 256/147
| | [[256/147]]
|-
|-
| | 491
| | 491
| | 1953125/1119744
| | [[1953125/1119744]]
| | 3125/1792
| | [[3125/1792]]
| | 3125/1792
| | [[3125/1792]]
|-
|-
| | 492
| | 492
| | 29296875/16777216
| | [[29296875/16777216]]
| | 102515625/58720256
| | [[102515625/58720256]]
| | 96/55
| | [[96/55]]
|-
|-
| | 493
| | 493
| | 16384/9375
| | [[16384/9375]]
| | 16384/9375
| | [[16384/9375]]
| | 16384/9375
| | [[16384/9375]]
|-
|-
| | 494
| | 494
| | 2187/1250
| | [[2187/1250]]
| | 7/4
| | [[7/4]]
| | 7/4
| | [[7/4]]
|-
|-
| | 495
| | 495
| | 14348907/8192000
| | [[14348907/8192000]]
| | 229635/131072
| | [[229635/131072]]
| | 9856/5625
| | [[9856/5625]]
|-
|-
| | 496
| | 496
| | 8388608/4782969
| | [[8388608/4782969]]
| | 8388608/4782969
| | [[8388608/4782969]]
| | 135/77
| | [[135/77]]
|-
|-
| | 497
| | 497
| | 1280/729
| | [[1280/729]]
| | 1280/729
| | [[1280/729]]
| | 1280/729
| | [[1280/729]]
|-
|-
| | 498
| | 498
| | 225/128
| | [[225/128]]
| | 225/128
| | [[225/128]]
| | 225/128
| | [[225/128]]
|-
|-
| | 499
| | 499
| | 7381125/4194304
| | [[7381125/4194304]]
| | 7381125/4194304
| | [[7381125/4194304]]
| | 44/25
| | [[44/25]]
|-
|-
| | 500
| | 500
| | 429981696/244140625
| | [[429981696/244140625]]
| | 524288/297675
| | [[524288/297675]]
| | 9375/5324
| | [[9375/5324]]
|-
|-
| | 501
| | 501
| | 312500/177147
| | [[312500/177147]]
| | 432/245
| | [[432/245]]
| | 432/245
| | [[432/245]]
|-
|-
| | 502
| | 502
| | 390625/221184
| | [[390625/221184]]
| | 50625/28672
| | [[50625/28672]]
| | 45056/25515
| | [[45056/25515]]
|-
|-
| | 503
| | 503
| | 33554432/18984375
| | [[33554432/18984375]]
| | 33554432/18984375
| | [[33554432/18984375]]
| | 99/56
| | [[99/56]]
|-
|-
| | 504
| | 504
| | 27648/15625
| | [[27648/15625]]
| | 3584/2025
| | [[3584/2025]]
| | 3584/2025
| | [[3584/2025]]
|-
|-
| | 505
| | 505
| | 177147/100000
| | [[177147/100000]]
| | 567/320
| | [[567/320]]
| | 567/320
| | [[567/320]]
|-
|-
| | 506
| | 506
| | 1162261467/655360000
| | [[1162261467/655360000]]
| | 3720087/2097152
| | [[3720087/2097152]]
| | 1331/750
| | [[1331/750]]
|-
|-
| | 507
| | 507
| | 524288/295245
| | [[524288/295245]]
| | 524288/295245
| | [[524288/295245]]
| | 625/352
| | [[625/352]]
|-
|-
| | 508
| | 508
| | 16/9
| | [[16/9]]
| | 16/9
| | [[16/9]]
| | 16/9
| | [[16/9]]
|-
|-
| | 509
| | 509
| | 3645/2048
| | [[3645/2048]]
| | 3645/2048
| | [[3645/2048]]
| | 3645/2048
| | [[3645/2048]]
|-
|-
| | 510
| | 510
| | 119574225/67108864
| | [[119574225/67108864]]
| | 119574225/67108864
| | [[119574225/67108864]]
| | 98/55
| | [[98/55]]
|-
|-
| | 511
| | 511
| | 25600000/14348907
| | [[25600000/14348907]]
| | 32768/18375
| | [[32768/18375]]
| | 32768/18375
| | [[32768/18375]]
|-
|-
| | 512
| | 512
| | 15625/8748
| | [[15625/8748]]
| | 25/14
| | [[25/14]]
| | 25/14
| | [[25/14]]
|-
|-
| | 513
| | 513
| | 234375/131072
| | [[234375/131072]]
| | 234375/131072
| | [[234375/131072]]
| | 2816/1575
| | [[2816/1575]]
|-
|-
| | 514
| | 514
| | 2097152/1171875
| | [[2097152/1171875]]
| | 2097152/1171875
| | [[2097152/1171875]]
| | 315/176
| | [[315/176]]
|-
|-
| | 515
| | 515
| | 139968/78125
| | [[139968/78125]]
| | 224/125
| | [[224/125]]
| | 224/125
| | [[224/125]]
|-
|-
| | 516
| | 516
| | 14348907/8000000
| | [[14348907/8000000]]
| | 3675/2048
| | [[3675/2048]]
| | 3675/2048
| | [[3675/2048]]
|-
|-
| | 517
| | 517
| | 1073741824/597871125
| | [[1073741824/597871125]]
| | 120558375/67108864
| | [[120558375/67108864]]
| | 88/49
| | [[88/49]]
|-
|-
| | 518
| | 518
| | 32768/18225
| | [[32768/18225]]
| | 32768/18225
| | [[32768/18225]]
| | 10125/5632
| | [[10125/5632]]
|-
|-
| | 519
| | 519
| | 9/5
| | [[9/5]]
| | 9/5
| | [[9/5]]
| | 9/5
| | [[9/5]]
|-
|-
| | 520
| | 520
| | 59049/32768
| | [[59049/32768]]
| | 59049/32768
| | [[59049/32768]]
| | 5632/3125
| | [[5632/3125]]
|-
|-
| | 521
| | 521
| | 1937102445/1073741824
| | [[1937102445/1073741824]]
| | 33554432/18600435
| | [[33554432/18600435]]
| | 231/128
| | [[231/128]]
|-
|-
| | 522
| | 522
| | 320000/177147
| | [[320000/177147]]
| | 1024/567
| | [[1024/567]]
| | 1024/567
| | [[1024/567]]
|-
|-
| | 523
| | 523
| | 3125/1728
| | [[3125/1728]]
| | 405/224
| | [[405/224]]
| | 405/224
| | [[405/224]]
|-
|-
| | 524
| | 524
| | 3796875/2097152
| | [[3796875/2097152]]
| | 3796875/2097152
| | [[3796875/2097152]]
| | 440/243
| | [[440/243]]
|-
|-
| | 525
| | 525
| | 3538944/1953125
| | [[3538944/1953125]]
| | 458752/253125
| | [[458752/253125]]
| | 5103/2816
| | [[5103/2816]]
|-
|-
| | 526
| | 526
| | 708588/390625
| | [[708588/390625]]
| | 49/27
| | [[49/27]]
| | 49/27
| | [[49/27]]
|-
|-
| | 527
| | 527
| | 48828125/26873856
| | [[48828125/26873856]]
| | 59535/32768
| | [[59535/32768]]
| | 28125/15488
| | [[28125/15488]]
|-
|-
| | 528
| | 528
| | 67108864/36905625
| | [[67108864/36905625]]
| | 67108864/36905625
| | [[67108864/36905625]]
| | 20/11
| | [[20/11]]
|-
|-
| | 529
| | 529
| | 2048/1125
| | [[2048/1125]]
| | 2048/1125
| | [[2048/1125]]
| | 2048/1125
| | [[2048/1125]]
|-
|-
| | 530
| | 530
| | 729/400
| | [[729/400]]
| | 175/96
| | [[175/96]]
| | 175/96
| | [[175/96]]
|-
|-
| | 531
| | 531
| | 4782969/2621440
| | [[4782969/2621440]]
| | 1913625/1048576
| | [[1913625/1048576]]
| | 1232/675
| | [[1232/675]]
|-
|-
| | 532
| | 532
| | 26214400/14348907
| | [[26214400/14348907]]
| | 2097152/1148175
| | [[2097152/1148175]]
| | 1125/616
| | [[1125/616]]
|-
|-
| | 533
| | 533
| | 4000/2187
| | [[4000/2187]]
| | 64/35
| | [[64/35]]
| | 64/35
| | [[64/35]]
|-
|-
| | 534
| | 534
| | 1875/1024
| | [[1875/1024]]
| | 1875/1024
| | [[1875/1024]]
| | 1875/1024
| | [[1875/1024]]
|-
|-
| | 535
| | 535
| | 61509375/33554432
| | [[61509375/33554432]]
| | 61509375/33554432
| | [[61509375/33554432]]
| | 11/6
| | [[11/6]]
|-
|-
| | 536
| | 536
| | 17915904/9765625
| | [[17915904/9765625]]
| | 28672/15625
| | [[28672/15625]]
| | 28672/15625
| | [[28672/15625]]
|-
|-
| | 537
| | 537
| | 1953125/1062882
| | [[1953125/1062882]]
| | 90/49
| | [[90/49]]
| | 90/49
| | [[90/49]]
|-
|-
| | 538
| | 538
| | 9765625/5308416
| | [[9765625/5308416]]
| | 421875/229376
| | [[421875/229376]]
| | 8192/4455
| | [[8192/4455]]
|-
|-
| | 539
| | 539
| | 4194304/2278125
| | [[4194304/2278125]]
| | 4194304/2278125
| | [[4194304/2278125]]
| | 81/44
| | [[81/44]]
|-
|-
| | 540
| | 540
| | 1152/625
| | [[1152/625]]
| | 448/243
| | [[448/243]]
| | 448/243
| | [[448/243]]
|-
|-
| | 541
| | 541
| | 59049/32000
| | [[59049/32000]]
| | 945/512
| | [[945/512]]
| | 945/512
| | [[945/512]]
|-
|-
| | 542
| | 542
| | 387420489/209715200
| | [[387420489/209715200]]
| | 31000725/16777216
| | [[31000725/16777216]]
| | 231/125
| | [[231/125]]
|-
|-
| | 543
| | 543
| | 327680/177147
| | [[327680/177147]]
| | 131072/70875
| | [[131072/70875]]
| | 15625/8448
| | [[15625/8448]]
|-
|-
| | 544
| | 544
| | 50/27
| | [[50/27]]
| | 50/27
| | [[50/27]]
| | 50/27
| | [[50/27]]
|-
|-
| | 545
| | 545
| | 30375/16384
| | [[30375/16384]]
| | 30375/16384
| | [[30375/16384]]
| | 11264/6075
| | [[11264/6075]]
|-
|-
| | 546
| | 546
| | 452984832/244140625
| | [[452984832/244140625]]
| | 58720256/31640625
| | [[58720256/31640625]]
| | 245/132
| | [[245/132]]
|-
|-
| | 547
| | 547
| | 80000000/43046721
| | [[80000000/43046721]]
| | 4096/2205
| | [[4096/2205]]
| | 4096/2205
| | [[4096/2205]]
|-
|-
| | 548
| | 548
| | 390625/209952
| | [[390625/209952]]
| | 625/336
| | [[625/336]]
| | 225/121
| | [[225/121]]
|-
|-
| | 549
| | 549
| | 1953125/1048576
| | [[1953125/1048576]]
| | 1953125/1048576
| | [[1953125/1048576]]
| | 352/189
| | [[352/189]]
|-
|-
| | 550
| | 550
| | 262144/140625
| | [[262144/140625]]
| | 262144/140625
| | [[262144/140625]]
| | 2625/1408
| | [[2625/1408]]
|-
|-
| | 551
| | 551
| | 5832/3125
| | [[5832/3125]]
| | 28/15
| | [[28/15]]
| | 28/15
| | [[28/15]]
|-
|-
| | 552
| | 552
| | 4782969/2560000
| | [[4782969/2560000]]
| | 15309/8192
| | [[15309/8192]]
| | 15309/8192
| | [[15309/8192]]
|-
|-
| | 553
| | 553
| | 134217728/71744535
| | [[134217728/71744535]]
| | 134217728/71744535
| | [[134217728/71744535]]
| | 144/77
| | [[144/77]]
|-
|-
| | 554
| | 554
| | 4096/2187
| | [[4096/2187]]
| | 4096/2187
| | [[4096/2187]]
| | 4096/2187
| | [[4096/2187]]
|-
|-
| | 555
| | 555
| | 15/8
| | [[15/8]]
| | 15/8
| | [[15/8]]
| | 15/8
| | [[15/8]]
|-
|-
| | 556
| | 556
| | 492075/262144
| | [[492075/262144]]
| | 492075/262144
| | [[492075/262144]]
| | 704/375
| | [[704/375]]
|-
|-
| | 557
| | 557
| | 2293235712/1220703125
| | [[2293235712/1220703125]]
| | 3670016/1953125
| | [[3670016/1953125]]
| | 1323/704
| | [[1323/704]]
|-
|-
| | 558
| | 558
| | 1000000/531441
| | [[1000000/531441]]
| | 1176/625
| | [[1176/625]]
| | 847/450
| | [[847/450]]
|-
|-
| | 559
| | 559
| | 78125/41472
| | [[78125/41472]]
| | 3375/1792
| | [[3375/1792]]
| | 3375/1792
| | [[3375/1792]]
|-
|-
| | 560
| | 560
| | 31640625/16777216
| | [[31640625/16777216]]
| | 31640625/16777216
| | [[31640625/16777216]]
| | 66/35
| | [[66/35]]
|-
|-
| | 561
| | 561
| | 147456/78125
| | [[147456/78125]]
| | 57344/30375
| | [[57344/30375]]
| | 42525/22528
| | [[42525/22528]]
|-
|-
| | 562
| | 562
| | 59049/31250
| | [[59049/31250]]
| | 189/100
| | [[189/100]]
| | 121/64
| | [[121/64]]
|-
|-
| | 563
| | 563
| | 387420489/204800000
| | [[387420489/204800000]]
| | 496125/262144
| | [[496125/262144]]
| | 10648/5625
| | [[10648/5625]]
|-
|-
| | 564
| | 564
| | 8388608/4428675
| | [[8388608/4428675]]
| | 8388608/4428675
| | [[8388608/4428675]]
| | 125/66
| | [[125/66]]
|-
|-
| | 565
| | 565
| | 256/135
| | [[256/135]]
| | 256/135
| | [[256/135]]
| | 256/135
| | [[256/135]]
|-
|-
| | 566
| | 566
| | 243/128
| | [[243/128]]
| | 243/128
| | [[243/128]]
| | 243/128
| | [[243/128]]
|-
|-
| | 567
| | 567
| | 7971615/4194304
| | [[7971615/4194304]]
| | 7971615/4194304
| | [[7971615/4194304]]
| | 154/81
| | [[154/81]]
|-
|-
| | 568
| | 568
| | 81920000/43046721
| | [[81920000/43046721]]
| | 262144/137781
| | [[262144/137781]]
| | 9375/4928
| | [[9375/4928]]
|-
|-
| | 569
| | 569
| | 12500/6561
| | [[12500/6561]]
| | 40/21
| | [[40/21]]
| | 40/21
| | [[40/21]]
|-
|-
| | 570
| | 570
| | 15625/8192
| | [[15625/8192]]
| | 15625/8192
| | [[15625/8192]]
| | 15625/8192
| | [[15625/8192]]
|-
|-
| | 571
| | 571
| | 33554432/17578125
| | [[33554432/17578125]]
| | 33554432/17578125
| | [[33554432/17578125]]
| | 21/11
| | [[21/11]]
|-
|-
| | 572
| | 572
| | 746496/390625
| | [[746496/390625]]
| | 3584/1875
| | [[3584/1875]]
| | 3584/1875
| | [[3584/1875]]
|-
|-
| | 573
| | 573
| | 4782969/2500000
| | [[4782969/2500000]]
| | 245/128
| | [[245/128]]
| | 245/128
| | [[245/128]]
|-
|-
| | 574
| | 574
| | 244140625/127401984
| | [[244140625/127401984]]
| | 3515625/1835008
| | [[3515625/1835008]]
| | 1408/735
| | [[1408/735]]
|-
|-
| | 575
| | 575
| | 524288/273375
| | [[524288/273375]]
| | 524288/273375
| | [[524288/273375]]
| | 675/352
| | [[675/352]]
|-
|-
| | 576
| | 576
| | 48/25
| | [[48/25]]
| | 48/25
| | [[48/25]]
| | 48/25
| | [[48/25]]
|-
|-
| | 577
| | 577
| | 19683/10240
| | [[19683/10240]]
| | 7875/4096
| | [[7875/4096]]
| | 7875/4096
| | [[7875/4096]]
|-
|-
| | 578
| | 578
| | 129140163/67108864
| | [[129140163/67108864]]
| | 129140163/67108864
| | [[129140163/67108864]]
| | 77/40
| | [[77/40]]
|-
|-
| | 579
| | 579
| | 1024000/531441
| | [[1024000/531441]]
| | 16384/8505
| | [[16384/8505]]
| | 16384/8505
| | [[16384/8505]]
|-
|-
| | 580
| | 580
| | 625/324
| | [[625/324]]
| | 27/14
| | [[27/14]]
| | 27/14
| | [[27/14]]
|-
|-
| | 581
| | 581
| | 253125/131072
| | [[253125/131072]]
| | 253125/131072
| | [[253125/131072]]
| | 1408/729
| | [[1408/729]]
|-
|-
| | 582
| | 582
| | 18874368/9765625
| | [[18874368/9765625]]
| | 7340032/3796875
| | [[7340032/3796875]]
| | 495/256
| | [[495/256]]
|-
|-
| | 583
| | 583
| | 3779136/1953125
| | [[3779136/1953125]]
| | 784/405
| | [[784/405]]
| | 242/125
| | [[242/125]]
|-
|-
| | 584
| | 584
| | 9765625/5038848
| | [[9765625/5038848]]
| | 3969/2048
| | [[3969/2048]]
| | 1875/968
| | [[1875/968]]
|-
|-
| | 585
| | 585
| | 48828125/25165824
| | [[48828125/25165824]]
| | 56953125/29360128
| | [[56953125/29360128]]
| | 64/33
| | [[64/33]]
|-
|-
| | 586
| | 586
| | 32768/16875
| | [[32768/16875]]
| | 32768/16875
| | [[32768/16875]]
| | 10935/5632
| | [[10935/5632]]
|-
|-
| | 587
| | 587
| | 243/125
| | [[243/125]]
| | 35/18
| | [[35/18]]
| | 35/18
| | [[35/18]]
|-
|-
| | 588
| | 588
| | 1594323/819200
| | [[1594323/819200]]
| | 127575/65536
| | [[127575/65536]]
| | 19712/10125
| | [[19712/10125]]
|-
|-
| | 589
| | 589
| | 83886080/43046721
| | [[83886080/43046721]]
| | 33554432/17222625
| | [[33554432/17222625]]
| | 150/77
| | [[150/77]]
|-
|-
| | 590
| | 590
| | 12800/6561
| | [[12800/6561]]
| | 1024/525
| | [[1024/525]]
| | 1024/525
| | [[1024/525]]
|-
|-
| | 591
| | 591
| | 125/64
| | [[125/64]]
| | 125/64
| | [[125/64]]
| | 125/64
| | [[125/64]]
|-
|-
| | 592
| | 592
| | 4100625/2097152
| | [[4100625/2097152]]
| | 4100625/2097152
| | [[4100625/2097152]]
| | 88/45
| | [[88/45]]
|-
|-
| | 593
| | 593
| | 95551488/48828125
| | [[95551488/48828125]]
| | 458752/234375
| | [[458752/234375]]
| | 8019/4096
| | [[8019/4096]]
|-
|-
| | 594
| | 594
| | 3125000/1594323
| | [[3125000/1594323]]
| | 49/25
| | [[49/25]]
| | 49/25
| | [[49/25]]
|-
|-
| | 595
| | 595
| | 1953125/995328
| | [[1953125/995328]]
| | 28125/14336
| | [[28125/14336]]
| | 28125/14336
| | [[28125/14336]]
|-
|-
| | 596
| | 596
| | 67108864/34171875
| | [[67108864/34171875]]
| | 67108864/34171875
| | [[67108864/34171875]]
| | 55/28
| | [[55/28]]
|-
|-
| | 597
| | 597
| | 6144/3125
| | [[6144/3125]]
| | 6144/3125
| | [[6144/3125]]
| | 6144/3125
| | [[6144/3125]]
|-
|-
| | 598
| | 598
| | 19683/10000
| | [[19683/10000]]
| | 63/32
| | [[63/32]]
| | 63/32
| | [[63/32]]
|-
|-
| | 599
| | 599
| | 129140163/65536000
| | [[129140163/65536000]]
| | 2066715/1048576
| | [[2066715/1048576]]
| | 1232/625
| | [[1232/625]]
|-
|-
| | 600
| | 600
| | 1048576/531441
| | [[1048576/531441]]
| | 1048576/531441
| | [[1048576/531441]]
| | 1215/616
| | [[1215/616]]
|-
|-
| | 601
| | 601
| | 160/81
| | [[160/81]]
| | 160/81
| | [[160/81]]
| | 160/81
| | [[160/81]]
|-
|-
| | 602
| | 602
| | 2025/1024
| | [[2025/1024]]
| | 2025/1024
| | [[2025/1024]]
| | 2025/1024
| | [[2025/1024]]
|-
|-
| | 603
| | 603
| | 66430125/33554432
| | [[66430125/33554432]]
| | 66430125/33554432
| | [[66430125/33554432]]
| | 99/50
| | [[99/50]]
|-
|-
| | 604
| | 604
| | 256000000/129140163
| | [[256000000/129140163]]
| | 65536/33075
| | [[65536/33075]]
| | 30976/15625
| | [[30976/15625]]
|-
|-
| | 605
| | 605
| | 78125/39366
| | [[78125/39366]]
| | 125/63
| | [[125/63]]
| | 125/63
| | [[125/63]]
|-
|-
| | 606
| | 606
| | 390625/196608
| | [[390625/196608]]
| | 390625/196608
| | [[390625/196608]]
| | 5632/2835
| | [[5632/2835]]
|-
|-
| | 607
| | 607
| | 4194304/2109375
| | [[4194304/2109375]]
| | 4194304/2109375
| | [[4194304/2109375]]
| | 175/88
| | [[175/88]]
|-
|-
| | 608
| | 608
| | 31104/15625
| | [[31104/15625]]
| | 448/225
| | [[448/225]]
| | 448/225
| | [[448/225]]
|-
|-
| | 609
| | 609
| | 1594323/800000
| | [[1594323/800000]]
| | 3125/1568
| | [[3125/1568]]
| | 3125/1568
| | [[3125/1568]]
|-
|-
| | 610
| | 610
| | 2147483648/1076168025
| | [[2147483648/1076168025]]
| | 33480783/16777216
| | [[33480783/16777216]]
| | 539/270
| | [[539/270]]
|-
|-
| | 611
| | 611
| | 65536/32805
| | [[65536/32805]]
| | 65536/32805
| | [[65536/32805]]
| | 5625/2816
| | [[5625/2816]]
|-
|-
| | 612
| | 612
| | 2/1
| | [[2/1]]
| | 2/1
| | [[2/1]]
| | 2/1
| | [[2/1]]
|}
|}


[[Category:Lists of intervals]]
[[Category:Tables of edo intervals]]
[[Category:11-limit]]
[[Category:11-limit]]
[[Category:5-limit]]
[[Category:5-limit]]
[[Category:612edo]]
[[Category:612edo]]
[[Category:7-limit]]
[[Category:7-limit]]

Latest revision as of 23:18, 23 November 2025

A table of the intervals available in 612edo.

Step Five limit Seven limit Eleven limit
1 32805/32768 32805/32768 5632/5625
2 1076168025/1073741824 33554432/33480783 385/384
3 1600000/1594323 3136/3125 3136/3125
4 15625/15552 225/224 225/224
5 2109375/2097152 2109375/2097152 176/175
6 393216/390625 393216/390625 2835/2816
7 78732/78125 126/125 121/120
8 129140163/128000000 33075/32768 15625/15488
9 67108864/66430125 67108864/66430125 99/98
10 2048/2025 2048/2025 2048/2025
11 81/80 81/80 81/80
12 531441/524288 531441/524288 1232/1215
13 131072000/129140163 2097152/2066715 625/616
14 20000/19683 64/63 64/63
15 3125/3072 3125/3072 3125/3072
16 34171875/33554432 34171875/33554432 55/54
17 1990656/1953125 28672/28125 28672/28125
18 1594323/1562500 49/48 49/48
19 48828125/47775744 234375/229376 8192/8019
20 4194304/4100625 4194304/4100625 45/44
21 128/125 128/125 128/125
22 6561/6400 525/512 525/512
23 43046721/41943040 17222625/16777216 77/75
24 1638400/1594323 131072/127575 10125/9856
25 250/243 36/35 36/35
26 16875/16384 16875/16384 11264/10935
27 50331648/48828125 58720256/56953125 33/32
28 10077696/9765625 4096/3969 1936/1875
29 1953125/1889568 405/392 125/121
30 9765625/9437184 3796875/3670016 512/495
31 262144/253125 262144/253125 729/704
32 648/625 28/27 28/27
33 531441/512000 8505/8192 8505/8192
34 134217728/129140163 134217728/129140163 80/77
35 20480/19683 8192/7875 8192/7875
36 25/24 25/24 25/24
37 273375/262144 273375/262144 704/675
38 254803968/244140625 3670016/3515625 735/704
39 5000000/4782969 256/245 256/245
40 390625/373248 1875/1792 1875/1792
41 17578125/16777216 17578125/16777216 22/21
42 16384/15625 16384/15625 16384/15625
43 6561/6250 21/20 21/20
44 43046721/40960000 137781/131072 9856/9375
45 8388608/7971615 8388608/7971615 81/77
46 256/243 256/243 256/243
47 135/128 135/128 135/128
48 4428675/4194304 4428675/4194304 132/125
49 409600000/387420489 524288/496125 5625/5324
50 62500/59049 200/189 128/121
51 78125/73728 30375/28672 30375/28672
52 33554432/31640625 33554432/31640625 35/33
53 82944/78125 3584/3375 3584/3375
54 531441/500000 625/588 625/588
55 1220703125/1146617856 1953125/1835008 1331/1250
56 524288/492075 524288/492075 375/352
57 16/15 16/15 16/15
58 2187/2048 2187/2048 2187/2048
59 71744535/67108864 71744535/67108864 77/72
60 5120000/4782969 16384/15309 16384/15309
61 3125/2916 15/14 15/14
62 140625/131072 140625/131072 2816/2625
63 2097152/1953125 2097152/1953125 189/176
64 419904/390625 672/625 242/225
65 43046721/40000000 2205/2048 2205/2048
66 244140625/226492416 31640625/29360128 264/245
67 32768/30375 32768/30375 6075/5632
68 27/25 27/25 27/25
69 177147/163840 70875/65536 16896/15625
70 419430400/387420489 33554432/31000725 250/231
71 64000/59049 1024/945 1024/945
72 625/576 243/224 243/224
73 2278125/2097152 2278125/2097152 88/81
74 10616832/9765625 458752/421875 4455/4096
75 2125764/1953125 49/45 49/45
76 9765625/8957952 15625/14336 15625/14336
77 67108864/61509375 67108864/61509375 12/11
78 2048/1875 2048/1875 2048/1875
79 2187/2000 35/32 35/32
80 14348907/13107200 1148175/1048576 1232/1125
81 5242880/4782969 2097152/1913625 675/616
82 800/729 192/175 192/175
83 1125/1024 1125/1024 1125/1024
84 36905625/33554432 36905625/33554432 11/10
85 53747712/48828125 65536/59535 30976/28125
86 390625/354294 54/49 54/49
87 1953125/1769472 253125/229376 5632/5103
88 4194304/3796875 4194304/3796875 243/220
89 3456/3125 448/405 448/405
90 177147/160000 567/512 567/512
91 1162261467/1048576000 18600435/16777216 256/231
92 65536/59049 65536/59049 3125/2816
93 10/9 10/9 10/9
94 18225/16384 18225/16384 11264/10125
95 597871125/536870912 134217728/120558375 49/44
96 16000000/14348907 4096/3675 4096/3675
97 78125/69984 125/112 125/112
98 1171875/1048576 1171875/1048576 352/315
99 262144/234375 262144/234375 1575/1408
100 17496/15625 28/25 28/25
101 14348907/12800000 18375/16384 18375/16384
102 134217728/119574225 134217728/119574225 55/49
103 4096/3645 4096/3645 4096/3645
104 9/8 9/8 9/8
105 295245/262144 295245/262144 704/625
106 1310720000/1162261467 4194304/3720087 1155/1024
107 200000/177147 640/567 640/567
108 15625/13824 2025/1792 2025/1792
109 18984375/16777216 18984375/16777216 112/99
110 442368/390625 57344/50625 25515/22528
111 177147/156250 245/216 245/216
112 244140625/214990848 297675/262144 10648/9375
113 8388608/7381125 8388608/7381125 25/22
114 256/225 256/225 256/225
115 729/640 729/640 729/640
116 4782969/4194304 4782969/4194304 154/135
117 16384000/14348907 262144/229635 5625/4928
118 2500/2187 8/7 8/7
119 9375/8192 9375/8192 9375/8192
120 33554432/29296875 117440512/102515625 55/48
121 2239488/1953125 3584/3125 3584/3125
122 9765625/8503056 147/128 147/128
123 48828125/42467328 2109375/1835008 1024/891
124 524288/455625 524288/455625 405/352
125 144/125 144/125 121/105
126 59049/51200 4725/4096 4725/4096
127 387420489/335544320 155003625/134217728 231/200
128 204800/177147 16384/14175 16384/14175
129 125/108 81/70 81/70
130 151875/131072 151875/131072 1408/1215
131 56623104/48828125 7340032/6328125 297/256
132 11337408/9765625 512/441 512/441
133 1953125/1679616 3125/2688 1125/968
134 9765625/8388608 9765625/8388608 64/55
135 32768/28125 32768/28125 6561/5632
136 729/625 7/6 7/6
137 4782969/4096000 76545/65536 19712/16875
138 16777216/14348907 16777216/14348907 90/77
139 2560/2187 1024/875 1024/875
140 75/64 75/64 75/64
141 2460375/2097152 2460375/2097152 88/75
142 286654464/244140625 458752/390625 3125/2662
143 625000/531441 147/125 147/125
144 390625/331776 16875/14336 16875/14336
145 67108864/56953125 67108864/56953125 33/28
146 18432/15625 7168/6075 7168/6075
147 59049/50000 189/160 189/160
148 387420489/327680000 1240029/1048576 1331/1125
149 1048576/885735 1048576/885735 625/528
150 32/27 32/27 32/27
151 1215/1024 1215/1024 1215/1024
152 39858075/33554432 39858075/33554432 196/165
153 51200000/43046721 65536/55125 50625/42592
154 15625/13122 25/21 25/21
155 78125/65536 78125/65536 5632/4725
156 4194304/3515625 4194304/3515625 105/88
157 93312/78125 448/375 448/375
158 4782969/4000000 1225/1024 1225/1024
159 1220703125/1019215872 17578125/14680064 176/147
160 65536/54675 65536/54675 3375/2816
161 6/5 6/5 6/5
162 19683/16384 19683/16384 11264/9375
163 645700815/536870912 67108864/55801305 77/64
164 640000/531441 2048/1701 2048/1701
165 3125/2592 135/112 135/112
166 1265625/1048576 1265625/1048576 880/729
167 2359296/1953125 917504/759375 1701/1408
168 472392/390625 98/81 98/81
169 48828125/40310784 19845/16384 9375/7744
170 134217728/110716875 134217728/110716875 40/33
171 4096/3375 4096/3375 4096/3375
172 243/200 175/144 147/121
173 1594323/1310720 637875/524288 2464/2025
174 52428800/43046721 4194304/3444525 375/308
175 8000/6561 128/105 128/105
176 625/512 625/512 625/512
177 20503125/16777216 20503125/16777216 11/9
178 11943936/9765625 57344/46875 40095/32768
179 1953125/1594323 49/40 49/40
180 9765625/7962624 140625/114688 16384/13365
181 8388608/6834375 8388608/6834375 27/22
182 768/625 768/625 768/625
183 19683/16000 315/256 315/256
184 129140163/104857600 10333575/8388608 154/125
185 655360/531441 262144/212625 6075/4928
186 100/81 100/81 100/81
187 10125/8192 10125/8192 10125/8192
188 301989888/244140625 268435456/217005075 99/80
189 60466176/48828125 8192/6615 3872/3125
190 390625/314928 243/196 150/121
191 1953125/1572864 1953125/1572864 704/567
192 524288/421875 524288/421875 875/704
193 3888/3125 56/45 56/45
194 1594323/1280000 5103/4096 5103/4096
195 268435456/215233605 167403915/134217728 96/77
196 8192/6561 8192/6561 8192/6561
197 5/4 5/4 5/4
198 164025/131072 164025/131072 1408/1125
199 1528823808/1220703125 7340032/5859375 441/352
200 2000000/1594323 784/625 784/625
201 78125/62208 1125/896 1125/896
202 10546875/8388608 10546875/8388608 44/35
203 98304/78125 98304/78125 14175/11264
204 19683/15625 63/50 63/50
205 129140163/102400000 165375/131072 19712/15625
206 16777216/13286025 16777216/13286025 125/99
207 512/405 512/405 512/405
208 81/64 81/64 81/64
209 2657205/2097152 2657205/2097152 308/243
210 163840000/129140163 524288/413343 3125/2464
211 25000/19683 80/63 80/63
212 15625/12288 15625/12288 15625/12288
213 67108864/52734375 234881024/184528125 14/11
214 497664/390625 7168/5625 7168/5625
215 1594323/1250000 125/98 125/98
216 244140625/191102976 1171875/917504 2816/2205
217 1048576/820125 1048576/820125 225/176
218 32/25 32/25 32/25
219 6561/5120 2625/2048 2625/2048
220 43046721/33554432 43046721/33554432 77/60
221 2048000/1594323 32768/25515 32768/25515
222 625/486 9/7 9/7
223 84375/65536 84375/65536 2816/2187
224 12582912/9765625 12582912/9765625 165/128
225 2519424/1953125 1568/1215 484/375
226 9765625/7558272 1323/1024 625/484
227 48828125/37748736 18984375/14680064 128/99
228 65536/50625 65536/50625 3645/2816
229 162/125 35/27 35/27
230 531441/409600 42525/32768 39424/30375
231 167772160/129140163 67108864/51667875 100/77
232 25600/19683 2048/1575 2048/1575
233 125/96 125/96 125/96
234 1366875/1048576 1366875/1048576 176/135
235 63700992/48828125 917504/703125 2673/2048
236 6250000/4782969 64/49 64/49
237 1953125/1492992 9375/7168 9375/7168
238 87890625/67108864 134217728/102515625 55/42
239 4096/3125 4096/3125 4096/3125
240 6561/5000 21/16 21/16
241 43046721/32768000 688905/524288 2464/1875
242 2097152/1594323 2097152/1594323 405/308
243 320/243 320/243 320/243
244 675/512 675/512 675/512
245 22143375/16777216 22143375/16777216 33/25
246 322486272/244140625 131072/99225 28125/21296
247 78125/59049 250/189 160/121
248 390625/294912 151875/114688 11264/8505
249 8388608/6328125 8388608/6328125 175/132
250 20736/15625 896/675 896/675
251 531441/400000 1701/1280 1125/847
252 3486784401/2621440000 9765625/7340032 512/385
253 131072/98415 131072/98415 1875/1408
254 4/3 4/3 4/3
255 10935/8192 10935/8192 10935/8192
256 358722675/268435456 134217728/100442349 147/110
257 6400000/4782969 8192/6125 8192/6125
258 15625/11664 75/56 75/56
259 703125/524288 703125/524288 704/525
260 524288/390625 524288/390625 945/704
261 104976/78125 168/125 121/90
262 43046721/32000000 11025/8192 11025/8192
263 268435456/199290375 268435456/199290375 66/49
264 8192/6075 8192/6075 8192/6075
265 27/20 27/20 27/20
266 177147/131072 177147/131072 4224/3125
267 524288000/387420489 8388608/6200145 625/462
268 80000/59049 256/189 256/189
269 3125/2304 1215/896 1215/896
270 11390625/8388608 11390625/8388608 110/81
271 2654208/1953125 114688/84375 15309/11264
272 531441/390625 49/36 49/36
273 48828125/35831808 78125/57344 21296/15625
274 16777216/12301875 16777216/12301875 15/11
275 512/375 512/375 512/375
276 2187/1600 175/128 175/128
277 14348907/10485760 5740875/4194304 308/225
278 6553600/4782969 524288/382725 3375/2464
279 1000/729 48/35 48/35
280 5625/4096 5625/4096 5625/4096
281 67108864/48828125 184528125/134217728 11/8
282 13436928/9765625 16384/11907 7744/5625
283 1953125/1417176 135/98 135/98
284 9765625/7077888 1265625/917504 2048/1485
285 1048576/759375 1048576/759375 243/176
286 864/625 112/81 112/81
287 177147/128000 2835/2048 2835/2048
288 536870912/387420489 93002175/67108864 320/231
289 81920/59049 32768/23625 15625/11264
290 25/18 25/18 25/18
291 91125/65536 91125/65536 2816/2025
292 339738624/244140625 14680064/10546875 245/176
293 20000000/14348907 1024/735 1024/735
294 390625/279936 625/448 625/448
295 5859375/4194304 5859375/4194304 88/63
296 65536/46875 65536/46875 7875/5632
297 4374/3125 7/5 7/5
298 14348907/10240000 45927/32768 39424/28125
299 33554432/23914845 33554432/23914845 108/77
300 1024/729 1024/729 1024/729
301 45/32 45/32 45/32
302 1476225/1048576 1476225/1048576 176/125
303 1638400000/1162261467 2097152/1488375 1875/1331
304 250000/177147 343/243 343/243
305 78125/55296 10125/7168 10125/7168
306 94921875/67108864 332150625/234881024 99/70
307 110592/78125 14336/10125 14336/10125
308 177147/125000 486/343 343/242
309 1162261467/819200000 1488375/1048576 2662/1875
310 2097152/1476225 2097152/1476225 125/88
311 64/45 64/45 64/45
312 729/512 729/512 729/512
313 23914845/16777216 23914845/16777216 77/54
314 20480000/14348907 65536/45927 28125/19712
315 3125/2187 10/7 10/7
316 46875/32768 46875/32768 11264/7875
317 8388608/5859375 8388608/5859375 63/44
318 559872/390625 896/625 896/625
319 14348907/10000000 735/512 735/512
320 244140625/169869312 10546875/7340032 352/245
321 131072/91125 131072/91125 2025/1408
322 36/25 36/25 36/25
323 59049/40960 23625/16384 22528/15625
324 387420489/268435456 134217728/93002175 231/160
325 256000/177147 4096/2835 4096/2835
326 625/432 81/56 81/56
327 759375/524288 759375/524288 352/243
328 14155776/9765625 1835008/1265625 1485/1024
329 2834352/1953125 196/135 196/135
330 9765625/6718464 11907/8192 5625/3872
331 48828125/33554432 268435456/184528125 16/11
332 8192/5625 8192/5625 8192/5625
333 729/500 35/24 35/24
334 4782969/3276800 382725/262144 4928/3375
335 20971520/14348907 8388608/5740875 225/154
336 3200/2187 256/175 256/175
337 375/256 375/256 375/256
338 12301875/8388608 12301875/8388608 22/15
339 71663616/48828125 114688/78125 15625/10648
340 781250/531441 72/49 72/49
341 1953125/1327104 84375/57344 22528/15309
342 16777216/11390625 16777216/11390625 81/55
343 4608/3125 1792/1215 1792/1215
344 59049/40000 189/128 189/128
345 387420489/262144000 6200145/4194304 924/625
346 262144/177147 262144/177147 3125/2112
347 40/27 40/27 40/27
348 6075/4096 6075/4096 6075/4096
349 199290375/134217728 199290375/134217728 49/33
350 64000000/43046721 16384/11025 16384/11025
351 78125/52488 125/84 125/84
352 390625/262144 390625/262144 1408/945
353 1048576/703125 1048576/703125 525/352
354 23328/15625 112/75 112/75
355 4782969/3200000 6125/4096 6125/4096
356 536870912/358722675 100442349/67108864 220/147
357 16384/10935 16384/10935 16384/10935
358 3/2 3/2 3/2
359 98415/65536 98415/65536 2816/1875
360 3228504075/2147483648 14680064/9765625 385/256
361 800000/531441 2560/1701 1694/1125
362 15625/10368 675/448 675/448
363 6328125/4194304 6328125/4194304 264/175
364 589824/390625 229376/151875 8505/5632
365 118098/78125 189/125 121/80
366 244140625/161243136 99225/65536 42592/28125
367 33554432/22143375 33554432/22143375 50/33
368 1024/675 1024/675 1024/675
369 243/160 243/160 243/160
370 1594323/1048576 1594323/1048576 616/405
371 65536000/43046721 1048576/688905 1875/1232
372 10000/6561 32/21 32/21
373 3125/2048 3125/2048 3125/2048
374 102515625/67108864 102515625/67108864 55/36
375 2985984/1953125 14336/9375 14336/9375
376 4782969/3125000 49/32 49/32
377 48828125/31850496 703125/458752 4096/2673
378 2097152/1366875 2097152/1366875 135/88
379 192/125 192/125 192/125
380 19683/12800 1575/1024 1575/1024
381 129140163/83886080 51667875/33554432 77/50
382 819200/531441 65536/42525 30375/19712
383 125/81 54/35 54/35
384 50625/32768 50625/32768 5632/3645
385 75497472/48828125 29360128/18984375 99/64
386 15116544/9765625 2048/1323 968/625
387 1953125/1259712 1215/784 375/242
388 9765625/6291456 9765625/6291456 256/165
389 131072/84375 131072/84375 2187/1408
390 972/625 14/9 14/9
391 1594323/1024000 25515/16384 25515/16384
392 67108864/43046721 67108864/43046721 120/77
393 10240/6561 4096/2625 4096/2625
394 25/16 25/16 25/16
395 820125/524288 820125/524288 352/225
396 382205952/244140625 1835008/1171875 2205/1408
397 2500000/1594323 196/125 196/125
398 390625/248832 5625/3584 5625/3584
399 52734375/33554432 184528125/117440512 11/7
400 24576/15625 24576/15625 24576/15625
401 19683/12500 63/40 63/40
402 129140163/81920000 413343/262144 4928/3125
403 4194304/2657205 4194304/2657205 243/154
404 128/81 128/81 128/81
405 405/256 405/256 405/256
406 13286025/8388608 13286025/8388608 198/125
407 204800000/129140163 262144/165375 15625/9856
408 31250/19683 100/63 100/63
409 78125/49152 78125/49152 22528/14175
410 16777216/10546875 16777216/10546875 35/22
411 124416/78125 1792/1125 1792/1125
412 1594323/1000000 625/392 625/392
413 1220703125/764411904 5859375/3670016 704/441
414 262144/164025 262144/164025 1125/704
415 8/5 8/5 8/5
416 6561/4096 6561/4096 6561/4096
417 215233605/134217728 215233605/134217728 77/48
418 2560000/1594323 8192/5103 8192/5103
419 3125/1944 45/28 45/28
420 421875/262144 421875/262144 1408/875
421 3145728/1953125 3145728/1953125 567/352
422 629856/390625 392/243 121/75
423 48828125/30233088 6615/4096 3125/1936
424 244140625/150994944 217005075/134217728 160/99
425 16384/10125 16384/10125 16384/10125
426 81/50 81/50 81/50
427 531441/327680 212625/131072 9856/6075
428 209715200/129140163 16777216/10333575 125/77
429 32000/19683 512/315 512/315
430 625/384 625/384 625/384
431 6834375/4194304 6834375/4194304 44/27
432 15925248/9765625 229376/140625 13365/8192
433 3188646/1953125 49/30 49/30
434 9765625/5971968 46875/28672 50625/30976
435 33554432/20503125 33554432/20503125 18/11
436 1024/625 1024/625 1024/625
437 6561/4000 105/64 105/64
438 43046721/26214400 3444525/2097152 616/375
439 2621440/1594323 1048576/637875 2025/1232
440 400/243 288/175 242/147
441 3375/2048 3375/2048 3375/2048
442 110716875/67108864 110716875/67108864 33/20
443 80621568/48828125 32768/19845 15488/9375
444 390625/236196 81/49 81/49
445 1953125/1179648 759375/458752 2816/1701
446 2097152/1265625 2097152/1265625 729/440
447 5184/3125 224/135 224/135
448 531441/320000 1701/1024 1701/1024
449 1073741824/645700815 55801305/33554432 128/77
450 32768/19683 32768/19683 9375/5632
451 5/3 5/3 5/3
452 54675/32768 54675/32768 5632/3375
453 1793613375/1073741824 29360128/17578125 147/88
454 8000000/4782969 2048/1225 2048/1225
455 78125/46656 375/224 375/224
456 3515625/2097152 3515625/2097152 176/105
457 131072/78125 131072/78125 4725/2816
458 26244/15625 42/25 42/25
459 43046721/25600000 55125/32768 55125/32768
460 67108864/39858075 67108864/39858075 165/98
461 2048/1215 2048/1215 2048/1215
462 27/16 27/16 27/16
463 885735/524288 885735/524288 1056/625
464 655360000/387420489 2097152/1240029 2250/1331
465 100000/59049 320/189 320/189
466 15625/9216 6075/3584 6075/3584
467 56953125/33554432 56953125/33554432 56/33
468 663552/390625 28672/16875 28672/16875
469 531441/312500 245/144 245/144
470 244140625/143327232 390625/229376 5324/3125
471 4194304/2460375 4194304/2460375 75/44
472 128/75 128/75 128/75
473 2187/1280 875/512 875/512
474 14348907/8388608 14348907/8388608 77/45
475 8192000/4782969 131072/76545 16875/9856
476 1250/729 12/7 12/7
477 28125/16384 28125/16384 11264/6561
478 16777216/9765625 16777216/9765625 55/32
479 3359232/1953125 5376/3125 1936/1125
480 9765625/5668704 441/256 441/256
481 48828125/28311552 6328125/3670016 512/297
482 262144/151875 262144/151875 1215/704
483 216/125 140/81 121/70
484 177147/102400 14175/8192 14175/8192
485 671088640/387420489 268435456/155003625 343/198
486 102400/59049 8192/4725 8192/4725
487 125/72 125/72 125/72
488 455625/262144 455625/262144 704/405
489 84934656/48828125 3670016/2109375 891/512
490 17006112/9765625 256/147 256/147
491 1953125/1119744 3125/1792 3125/1792
492 29296875/16777216 102515625/58720256 96/55
493 16384/9375 16384/9375 16384/9375
494 2187/1250 7/4 7/4
495 14348907/8192000 229635/131072 9856/5625
496 8388608/4782969 8388608/4782969 135/77
497 1280/729 1280/729 1280/729
498 225/128 225/128 225/128
499 7381125/4194304 7381125/4194304 44/25
500 429981696/244140625 524288/297675 9375/5324
501 312500/177147 432/245 432/245
502 390625/221184 50625/28672 45056/25515
503 33554432/18984375 33554432/18984375 99/56
504 27648/15625 3584/2025 3584/2025
505 177147/100000 567/320 567/320
506 1162261467/655360000 3720087/2097152 1331/750
507 524288/295245 524288/295245 625/352
508 16/9 16/9 16/9
509 3645/2048 3645/2048 3645/2048
510 119574225/67108864 119574225/67108864 98/55
511 25600000/14348907 32768/18375 32768/18375
512 15625/8748 25/14 25/14
513 234375/131072 234375/131072 2816/1575
514 2097152/1171875 2097152/1171875 315/176
515 139968/78125 224/125 224/125
516 14348907/8000000 3675/2048 3675/2048
517 1073741824/597871125 120558375/67108864 88/49
518 32768/18225 32768/18225 10125/5632
519 9/5 9/5 9/5
520 59049/32768 59049/32768 5632/3125
521 1937102445/1073741824 33554432/18600435 231/128
522 320000/177147 1024/567 1024/567
523 3125/1728 405/224 405/224
524 3796875/2097152 3796875/2097152 440/243
525 3538944/1953125 458752/253125 5103/2816
526 708588/390625 49/27 49/27
527 48828125/26873856 59535/32768 28125/15488
528 67108864/36905625 67108864/36905625 20/11
529 2048/1125 2048/1125 2048/1125
530 729/400 175/96 175/96
531 4782969/2621440 1913625/1048576 1232/675
532 26214400/14348907 2097152/1148175 1125/616
533 4000/2187 64/35 64/35
534 1875/1024 1875/1024 1875/1024
535 61509375/33554432 61509375/33554432 11/6
536 17915904/9765625 28672/15625 28672/15625
537 1953125/1062882 90/49 90/49
538 9765625/5308416 421875/229376 8192/4455
539 4194304/2278125 4194304/2278125 81/44
540 1152/625 448/243 448/243
541 59049/32000 945/512 945/512
542 387420489/209715200 31000725/16777216 231/125
543 327680/177147 131072/70875 15625/8448
544 50/27 50/27 50/27
545 30375/16384 30375/16384 11264/6075
546 452984832/244140625 58720256/31640625 245/132
547 80000000/43046721 4096/2205 4096/2205
548 390625/209952 625/336 225/121
549 1953125/1048576 1953125/1048576 352/189
550 262144/140625 262144/140625 2625/1408
551 5832/3125 28/15 28/15
552 4782969/2560000 15309/8192 15309/8192
553 134217728/71744535 134217728/71744535 144/77
554 4096/2187 4096/2187 4096/2187
555 15/8 15/8 15/8
556 492075/262144 492075/262144 704/375
557 2293235712/1220703125 3670016/1953125 1323/704
558 1000000/531441 1176/625 847/450
559 78125/41472 3375/1792 3375/1792
560 31640625/16777216 31640625/16777216 66/35
561 147456/78125 57344/30375 42525/22528
562 59049/31250 189/100 121/64
563 387420489/204800000 496125/262144 10648/5625
564 8388608/4428675 8388608/4428675 125/66
565 256/135 256/135 256/135
566 243/128 243/128 243/128
567 7971615/4194304 7971615/4194304 154/81
568 81920000/43046721 262144/137781 9375/4928
569 12500/6561 40/21 40/21
570 15625/8192 15625/8192 15625/8192
571 33554432/17578125 33554432/17578125 21/11
572 746496/390625 3584/1875 3584/1875
573 4782969/2500000 245/128 245/128
574 244140625/127401984 3515625/1835008 1408/735
575 524288/273375 524288/273375 675/352
576 48/25 48/25 48/25
577 19683/10240 7875/4096 7875/4096
578 129140163/67108864 129140163/67108864 77/40
579 1024000/531441 16384/8505 16384/8505
580 625/324 27/14 27/14
581 253125/131072 253125/131072 1408/729
582 18874368/9765625 7340032/3796875 495/256
583 3779136/1953125 784/405 242/125
584 9765625/5038848 3969/2048 1875/968
585 48828125/25165824 56953125/29360128 64/33
586 32768/16875 32768/16875 10935/5632
587 243/125 35/18 35/18
588 1594323/819200 127575/65536 19712/10125
589 83886080/43046721 33554432/17222625 150/77
590 12800/6561 1024/525 1024/525
591 125/64 125/64 125/64
592 4100625/2097152 4100625/2097152 88/45
593 95551488/48828125 458752/234375 8019/4096
594 3125000/1594323 49/25 49/25
595 1953125/995328 28125/14336 28125/14336
596 67108864/34171875 67108864/34171875 55/28
597 6144/3125 6144/3125 6144/3125
598 19683/10000 63/32 63/32
599 129140163/65536000 2066715/1048576 1232/625
600 1048576/531441 1048576/531441 1215/616
601 160/81 160/81 160/81
602 2025/1024 2025/1024 2025/1024
603 66430125/33554432 66430125/33554432 99/50
604 256000000/129140163 65536/33075 30976/15625
605 78125/39366 125/63 125/63
606 390625/196608 390625/196608 5632/2835
607 4194304/2109375 4194304/2109375 175/88
608 31104/15625 448/225 448/225
609 1594323/800000 3125/1568 3125/1568
610 2147483648/1076168025 33480783/16777216 539/270
611 65536/32805 65536/32805 5625/2816
612 2/1 2/1 2/1
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