Difference between revisions of "Catagolue/Stats"

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<noinclude>{{:Catagolue/Stats/Doc}}</noinclude><includeonly>{{#switch: {{{symmetry|C1}}}
<noinclude>{{:Catagolue/Stats/Doc}}</noinclude><includeonly>{{#switch: {{{symmetry|C1}}}
| C1 = {{#switch: {{{1|}}}
| C1 = {{#switch: {{{1|}}}
     | date            = July 14, 2018
     | date            = May 10, 2021
     | numrules        = 5{{{sep|,}}}435
     | numrules        = 7{{{sep|,}}}254 <!-- not updated -->
     | numsoups        = 10{{{sep|,}}}539{{{sep|,}}}114{{{sep|,}}}433{{{sep|,}}}328
     | numsoups        = 281{{{sep|,}}}959{{{sep|,}}}603{{{sep|,}}}183{{{sep|,}}}910
     | numobjects      = 227{{{sep|,}}}773{{{sep|,}}}217{{{sep|,}}}517{{{sep|,}}}350
     | numobjects      = 1{{{sep|,}}}160{{{sep|,}}}753{{{sep|,}}}250{{{sep|,}}}798{{{sep|,}}}539
     | distinctobjects = 123{{{sep|,}}}160
     | distinctobjects = 247{{{sep|,}}}995
     | xs4 = 2
     | xs4 = 2
     | xs5 = 1
     | xs5 = 1
Line 16: Line 16:
     | xs12 = 121
     | xs12 = 121
     | xs13 = 240
     | xs13 = 240
     | xs14 = 618
     | xs14 = 619
     | xs15 = 1{{{sep|,}}}296
     | xs15 = 1{{{sep|,}}}344
     | xs16 = 2{{{sep|,}}}712
     | xs16 = 3{{{sep|,}}}041
     | xs17 = 4{{{sep|,}}}762
     | xs17 = 5{{{sep|,}}}953
     | xs18 = 7{{{sep|,}}}644
     | xs18 = 10{{{sep|,}}}437
     | xs19 = 10{{{sep|,}}}494
     | xs19 = 15{{{sep|,}}}872
     | xs20 = 13{{{sep|,}}}075
     | xs20 = 21{{{sep|,}}}671
     | xs21 = 14{{{sep|,}}}425
     | xs21 = 26{{{sep|,}}}263
     | xs22 = 14{{{sep|,}}}698
     | xs22 = 29{{{sep|,}}}170
     | xs23 = 13{{{sep|,}}}178
     | xs23 = 28{{{sep|,}}}477
     | xs24 = 11{{{sep|,}}}526
     | xs24 = 26{{{sep|,}}}415
     | xs25 = 8{{{sep|,}}}422
     | xs25 = 21{{{sep|,}}}115
     | xs26 = 6{{{sep|,}}}321
     | xs26 = 17{{{sep|,}}}037
     | xs27 = 4{{{sep|,}}}155
     | xs27 = 11{{{sep|,}}}993
     | xs28 = 2{{{sep|,}}}781
     | xs28 = 8{{{sep|,}}}494
     | xs29 = 1{{{sep|,}}}638
     | xs29 = 5{{{sep|,}}}235
     | xs30 = 1{{{sep|,}}}086
     | xs30 = 3{{{sep|,}}}468
     | xs31 = 495
     | xs31 = 1{{{sep|,}}}871
     | xs32 = 294
     | xs32 = 1{{{sep|,}}}116
     | xs33 = 158
     | xs33 = 581
     | xs34 = 110
     | xs34 = 373
     | xs35 = 46
     | xs35 = 184
     | xs36 = 39
     | xs36 = 139
     | xs37 = 15
     | xs37 = 46
     | xs38 = 12
     | xs38 = 44
     | xs39 = 3
     | xs39 = 13
     | xs40 = 11
     | xs40 = 22
     | xs41 = 3
     | xs41 = 7
     | xs42 = 4
     | xs42 = 9
     | xs45 = 1
    | xs43 = 1
     | xs46 = 1
    | xs44 = 3
     | xs45 = 2
     | xs46 = 3
    | xs48 = 1
     | xs56 = 1
     | xs56 = 1
     | xp2 = 2{{{sep|,}}}108
     | xp2 = 4{{{sep|,}}}358
     | xp3 = 371
     | xp3 = 777
     | xp4 = 30
     | xp4 = 97
     | xp5 = 11
     | xp5 = 35
     | xp6 = 7
     | xp6 = 14
     | xp8 = 9
    | xp7 = 2
     | xp8 = 20
     | xp14 = 1
     | xp14 = 1
     | xp15 = 16
     | xp15 = 94
    | xp16 = 1
     | xp24 = 2
     | xp24 = 2
     | xp30 = 34
     | xp30 = 147
     | xp46 = 6
     | xp46 = 7
     | xq4 = 41
    | xp120 = 2
     | xq4 = 46
    | xq7 = 1
    | xq12 = 1
     | xq16 = 1
     | xq16 = 1
     | yl = 36
    | methuselah_25k = 1{{{sep|,}}}678{{{sep|,}}}115
    | methuselah_26k = 909{{{sep|,}}}363
    | methuselah_27k = 506{{{sep|,}}}602
    | methuselah_28k = 269{{{sep|,}}}008
    | methuselah_29k = 189{{{sep|,}}}696
    | methuselah_30k = 82{{{sep|,}}}112
    | methuselah_31k = 45{{{sep|,}}}509
    | methuselah_32k = 24{{{sep|,}}}546
    | methuselah_33k = 13{{{sep|,}}}765
    | methuselah_34k = 7{{{sep|,}}}363
    | methuselah_35k = 4{{{sep|,}}}068
    | methuselah_36k = 2{{{sep|,}}}136
    | methuselah_37k = 1{{{sep|,}}}374
    | methuselah_38k = 709
    | methuselah_39k = 376
    | methuselah_40k = 206
    | methuselah_41k = 139
    | methuselah_42k = 82
    | methuselah_43k = 40
    | methuselah_44k = 18
    | methuselah_45k = 9
    | methuselah_46k = 9
    | methuselah_47k = 9
    | methuselah_48k = 1
    | methuselah_49k = 2
    | methuselah_50k = 2
    | methuselah_52k = 1
    | messless_5h = 886{{{sep|,}}}562
    | messless_6h = 113{{{sep|,}}}785
    | messless_7h = 15{{{sep|,}}}327
    | messless_8h = 2539
    | messless_9h = 813
    | messless_10h = 77
    | messless_11h = 25
    | messless_12h = 6
    | megasized_30h = 26{{{sep|,}}}058{{{sep|,}}}900
    | megasized_31h = 16{{{sep|,}}}614{{{sep|,}}}515
    | megasized_32h = 10{{{sep|,}}}734{{{sep|,}}}573
    | megasized_33h = 6{{{sep|,}}}918{{{sep|,}}}208
    | megasized_34h = 4{{{sep|,}}}503{{{sep|,}}}118
    | megasized_35h = 2{{{sep|,}}}820{{{sep|,}}}138
    | megasized_36h = 1{{{sep|,}}}790{{{sep|,}}}155
    | megasized_37h = 1{{{sep|,}}}162{{{sep|,}}}254
    | megasized_38h = 750{{{sep|,}}}072
    | megasized_39h = 485{{{sep|,}}}424
    | megasized_40h = 311{{{sep|,}}}274
    | megasized_41h = 192{{{sep|,}}}715
    | megasized_42h = 122{{{sep|,}}}713
    | megasized_43h = 80{{{sep|,}}}284
    | megasized_44h = 51{{{sep|,}}}547
    | megasized_45h = 33{{{sep|,}}}611
    | megasized_46h = 21{{{sep|,}}}595
    | megasized_47h = 13{{{sep|,}}}801
    | megasized_48h = 8{{{sep|,}}}940
    | megasized_49h = 5{{{sep|,}}}644
    | megasized_50h = 3{{{sep|,}}}475
    | megasized_51h = 2{{{sep|,}}}463
    | megasized_52h = 1{{{sep|,}}}649
    | megasized_53h = 995
    | megasized_54h = 632
    | megasized_55h = 422
    | megasized_56h = 271
    | megasized_57h = 206
    | megasized_58h = 122
    | megasized_59h = 62
    | megasized_60h = 50
    | megasized_61h = 41
    | megasized_62h = 19
    | megasized_63h = 19
    | megasized_64h = 8
    | megasized_65h = 2
    | megasized_66h = 4
    | megasized_67h = 5
    | megasized_68h = 5
    | megasized_70h = 1
    | megasized_72h = 1
     | yl = 906
     | '''Unknown query: {{{1|}}}'''
     | '''Unknown query: {{{1|}}}'''
}} | higher = {{#switch: {{{1|}}}
}} | higher = {{#switch: {{{1|}}}
     | date            = July 14, 2018
     | date            = April 27, 2019
     | numsoups        = 1{{{sep|,}}}813{{{sep|,}}}492{{{sep|,}}}604{{{sep|,}}}715
     | numsoups        = 5{{{sep|,}}}663{{{sep|,}}}811{{{sep|,}}}655{{{sep|,}}}128
     | numobjects      = 38{{{sep|,}}}903{{{sep|,}}}190{{{sep|,}}}278{{{sep|,}}}821
     | numobjects      = 121{{{sep|,}}}676{{{sep|,}}}408{{{sep|,}}}520{{{sep|,}}}111
     | distinctobjects = 347{{{sep|,}}}402
     | distinctobjects = 593{{{sep|,}}}557
     | xs4 = 2
     | xs4 = 2
     | xs5 = 1
     | xs5 = 1
Line 78: Line 162:
     | xs12 = 121
     | xs12 = 121
     | xs13 = 240
     | xs13 = 240
     | xs14 = 602
     | xs14 = 614
     | xs15 = 1{{{sep|,}}}118
     | xs15 = 1{{{sep|,}}}232
     | xs16 = 1{{{sep|,}}}994
     | xs16 = 2{{{sep|,}}}403
     | xs17 = 2{{{sep|,}}}939
     | xs17 = 3{{{sep|,}}}797
     | xs18 = 4{{{sep|,}}}103
     | xs18 = 5{{{sep|,}}}751
     | xs19 = 4{{{sep|,}}}656
     | xs19 = 7{{{sep|,}}}011
     | xs20 = 5{{{sep|,}}}710
     | xs20 = 8{{{sep|,}}}790
     | xs21 = 5{{{sep|,}}}065
     | xs21 = 8{{{sep|,}}}489
     | xs22 = 5{{{sep|,}}}976
     | xs22 = 9{{{sep|,}}}591
     | xs23 = 4{{{sep|,}}}071
     | xs23 = 7{{{sep|,}}}217
     | xs24 = 5{{{sep|,}}}812
     | xs24 = 9{{{sep|,}}}001
     | xs25 = 3{{{sep|,}}}086
     | xs25 = 5{{{sep|,}}}228
     | xs26 = 6{{{sep|,}}}731
     | xs26 = 9{{{sep|,}}}466
     | xs27 = 2{{{sep|,}}}830
     | xs27 = 4{{{sep|,}}}417
     | xs28 = 8{{{sep|,}}}849
     | xs28 = 12{{{sep|,}}}182
     | xs29 = 3{{{sep|,}}}008
     | xs29 = 4{{{sep|,}}}612
     | xs30 = 11{{{sep|,}}}284
     | xs30 = 16{{{sep|,}}}109
     | xs31 = 3{{{sep|,}}}122
     | xs31 = 5{{{sep|,}}}078
     | xs32 = 12{{{sep|,}}}889
     | xs32 = 19{{{sep|,}}}714
     | xs33 = 3{{{sep|,}}}124
     | xs33 = 5{{{sep|,}}}420
     | xs34 = 13{{{sep|,}}}713
     | xs34 = 21{{{sep|,}}}950
     | xs35 = 2{{{sep|,}}}739
     | xs35 = 5{{{sep|,}}}131
     | xs36 = 13{{{sep|,}}}196
     | xs36 = 22{{{sep|,}}}303
     | xs37 = 2{{{sep|,}}}211
     | xs37 = 4{{{sep|,}}}327
     | xs38 = 12{{{sep|,}}}066
     | xs38 = 21{{{sep|,}}}159
     | xs39 = 1{{{sep|,}}}620
     | xs39 = 3{{{sep|,}}}357
     | xs40 = 10{{{sep|,}}}701
     | xs40 = 19{{{sep|,}}}177
     | xs41 = 1{{{sep|,}}}064
     | xs41 = 2{{{sep|,}}}454
     | xs42 = 8{{{sep|,}}}641
     | xs42 = 16{{{sep|,}}}360
     | xs43 = 731
     | xs43 = 1{{{sep|,}}}757
     | xs44 = 7{{{sep|,}}}623
     | xs44 = 13{{{sep|,}}}980
     | xs45 = 461
     | xs45 = 1{{{sep|,}}}139
     | xs46 = 5{{{sep|,}}}298
     | xs46 = 10{{{sep|,}}}373
     | xs47 = 272
     | xs47 = 661
     | xs48 = 5{{{sep|,}}}461
     | xs48 = 9{{{sep|,}}}774
     | xs49 = 179
     | xs49 = 427
     | xs50 = 2{{{sep|,}}}954
     | xs50 = 5{{{sep|,}}}914
     | xs51 = 117
     | xs51 = 278
     | xs52 = 4{{{sep|,}}}410
     | xs52 = 7{{{sep|,}}}665
     | xs53 = 60
     | xs53 = 160
     | xs54 = 1{{{sep|,}}}785
     | xs54 = 3{{{sep|,}}}586
     | xs55 = 52
     | xs55 = 115
     | xs56 = 3{{{sep|,}}}992
     | xs56 = 6{{{sep|,}}}997
     | xs57 = 28
     | xs57 = 63
     | xs58 = 1{{{sep|,}}}214
     | xs58 = 2{{{sep|,}}}472
     | xs59 = 18
     | xs59 = 54
     | xs60 = 3{{{sep|,}}}594
     | xs60 = 6{{{sep|,}}}546
     | xs61 = 13
     | xs61 = 29
     | xs62 = 964
     | xs62 = 1{{{sep|,}}}894
     | xs63 = 14
     | xs63 = 26
     | xs64 = 3{{{sep|,}}}168
     | xs64 = 5{{{sep|,}}}945
     | xs65 = 6
     | xs65 = 11
     | xs66 = 692
     | xs66 = 1{{{sep|,}}}414
     | xs67 = 16
     | xs67 = 24
     | xs68 = 2{{{sep|,}}}800
     | xs68 = 5{{{sep|,}}}221
     | xs69 = 2
     | xs69 = 5
     | xs70 = 534
     | xs70 = 1{{{sep|,}}}036
     | xs71 = 4
     | xs71 = 6
     | xs72 = 2{{{sep|,}}}405
     | xs72 = 4{{{sep|,}}}451
     | xs73 = 1
     | xs73 = 3
     | xs74 = 354
     | xs74 = 695
     | xs75 = 1
     | xs75 = 3
     | xs76 = 2{{{sep|,}}}150
     | xs76 = 3{{{sep|,}}}733
     | xs77 = 2
     | xs77 = 2
     | xs78 = 246
     | xs78 = 489
     | xs79 = 1
     | xs79 = 4
     | xs80 = 2{{{sep|,}}}164
     | xs80 = 3{{{sep|,}}}380
     | xs82 = 151
     | xs82 = 304
     | xs83 = 1
     | xs83 = 4
     | xs84 = 2{{{sep|,}}}186
     | xs84 = 3{{{sep|,}}}200
     | xs86 = 92
     | xs86 = 215
     | xs88 = 2{{{sep|,}}}806
    | xs87 = 1
     | xs90 = 47
     | xs88 = 3{{{sep|,}}}708
    | xs89 = 1
     | xs90 = 121
     | xs91 = 1
     | xs91 = 1
     | xs92 = 2{{{sep|,}}}535
     | xs92 = 3{{{sep|,}}}542
     | xs94 = 49
     | xs94 = 82
     | xs96 = 3{{{sep|,}}}955
     | xs96 = 5{{{sep|,}}}030
     | xs97 = 1
     | xs97 = 1
     | xs98 = 17
     | xs98 = 36
     | xs99 = 1
     | xs99 = 1
     | xs100 = 3{{{sep|,}}}441
     | xs100 = 4{{{sep|,}}}971
     | xs102 = 8
     | xs102 = 16
     | xs104 = 5{{{sep|,}}}188
     | xs104 = 7{{{sep|,}}}061
     | xs106 = 6
     | xs106 = 17
     | xs108 = 3{{{sep|,}}}717
     | xs108 = 6{{{sep|,}}}024
     | xs110 = 3
     | xs110 = 4
     | xs112 = 6{{{sep|,}}}135
     | xs112 = 8{{{sep|,}}}987
     | xs116 = 3{{{sep|,}}}731
    | xs114 = 1
     | xs118 = 2
     | xs116 = 6{{{sep|,}}}676
     | xs120 = 6{{{sep|,}}}568
     | xs118 = 4
     | xs120 = 10{{{sep|,}}}417
     | xs123 = 1
     | xs123 = 1
     | xs124 = 3{{{sep|,}}}369
     | xs124 = 6{{{sep|,}}}497
     | xs126 = 2
     | xs126 = 2
     | xs128 = 6{{{sep|,}}}477
     | xs128 = 11{{{sep|,}}}073
     | xs132 = 2{{{sep|,}}}691
    | xs130 = 1
     | xs136 = 5{{{sep|,}}}744
     | xs132 = 5{{{sep|,}}}651
     | xs136 = 10{{{sep|,}}}582
     | xs138 = 1
     | xs138 = 1
     | xs140 = 2{{{sep|,}}}088
     | xs140 = 4{{{sep|,}}}724
     | xs144 = 5{{{sep|,}}}043
     | xs144 = 9{{{sep|,}}}772
     | xs148 = 1{{{sep|,}}}417
     | xs148 = 3{{{sep|,}}}500
     | xs152 = 3{{{sep|,}}}981
     | xs152 = 8{{{sep|,}}}289
     | xs156 = 936
     | xs156 = 2{{{sep|,}}}437
     | xs160 = 3{{{sep|,}}}120
     | xs160 = 6{{{sep|,}}}904
     | xs164 = 584
     | xs164 = 1{{{sep|,}}}627
     | xs168 = 2{{{sep|,}}}266
     | xs168 = 5{{{sep|,}}}393
     | xs172 = 357
     | xs172 = 1{{{sep|,}}}022
     | xs176 = 1{{{sep|,}}}542
     | xs176 = 3{{{sep|,}}}933
     | xs180 = 213
     | xs180 = 672
     | xs184 = 1{{{sep|,}}}052
     | xs184 = 2{{{sep|,}}}849
     | xs188 = 149
     | xs188 = 395
     | xs192 = 682
     | xs192 = 1{{{sep|,}}}809
     | xs196 = 78
     | xs196 = 233
     | xs200 = 463
     | xs200 = 1{{{sep|,}}}233
     | xs204 = 32
     | xs204 = 118
     | xs208 = 230
     | xs208 = 685
     | xs212 = 21
     | xs212 = 89
     | xs216 = 149
     | xs216 = 460
     | xs220 = 11
     | xs220 = 38
     | xs224 = 84
     | xs224 = 263
     | xs228 = 5
     | xs228 = 20
     | xs232 = 45
     | xs232 = 137
     | xs236 = 1
     | xs236 = 13
     | xs240 = 21
     | xs240 = 71
     | xs248 = 19
    | xs244 = 7
     | xs256 = 5
     | xs248 = 45
     | xs264 = 4
    | xs252 = 1
     | xs256 = 24
    | xs260 = 1
     | xs264 = 13
     | xs268 = 1
     | xs268 = 1
     | xs272 = 2
     | xs272 = 7
     | xp2 = 38{{{sep|,}}}906
    | xs276 = 2
     | xp3 = 4{{{sep|,}}}384
    | xs280 = 1
     | xp4 = 865
    | xs288 = 1
     | xp5 = 733
     | xp2 = 66{{{sep|,}}}353
     | xp6 = 625
     | xp3 = 7{{{sep|,}}}393
     | xp7 = 33
     | xp4 = 1{{{sep|,}}}370
     | xp8 = 52
     | xp5 = 1{{{sep|,}}}255
     | xp9 = 27
     | xp6 = 1{{{sep|,}}}060
     | xp10 = 45
     | xp7 = 54
     | xp11 = 18
     | xp8 = 74
     | xp12 = 2
     | xp9 = 57
     | xp10 = 73
     | xp11 = 38
     | xp12 = 4
     | xp13 = 1
     | xp13 = 1
     | xp14 = 1
     | xp14 = 5
     | xp15 = 356
     | xp15 = 547
     | xp16 = 3
     | xp16 = 4
     | xp18 = 1
     | xp18 = 1
     | xp22 = 1
     | xp22 = 1
     | xp24 = 17
     | xp24 = 21
     | xp27 = 1
     | xp27 = 1
     | xp28 = 2
     | xp28 = 2
     | xp29 = 6
     | xp29 = 8
     | xp30 = 157
     | xp30 = 252
     | xp31 = 1
     | xp31 = 1
     | xp32 = 1
     | xp32 = 1
     | xp36 = 2
     | xp36 = 4
     | xp37 = 2
     | xp37 = 2
     | xp40 = 6
     | xp40 = 7
     | xp46 = 22
     | xp46 = 90
     | xp51 = 1
     | xp51 = 1
     | xp60 = 3
    | xp54 = 1
     | xp120 = 8
     | xp60 = 6
     | xp138 = 2
    | xp64 = 1
     | xp120 = 14
     | xp138 = 3
     | xp177 = 1
     | xp177 = 1
     | xq4 = 89
    | xp312 = 1
     | xq4 = 188
    | xq7 = 1
     | xq10 = 1
     | xq10 = 1
     | xq12 = 3
     | xq12 = 3
     | yl = 306
    | xq16 = 1
    | methuselah_25k = 3{{{sep|,}}}284
    | methuselah_26k = 1{{{sep|,}}}770
    | methuselah_27k = 957
    | methuselah_28k = 577
    | methuselah_29k = 324
    | methuselah_30k = 167
    | methuselah_31k = 92
    | methuselah_32k = 56
    | methuselah_33k = 28
    | methuselah_34k = 15
    | methuselah_35k = 3
    | methuselah_36k = 5
    | methuselah_37k = 1
    | methuselah_38k = 1
    | methuselah_39k = 2
    | methuselah_41k = 1
    | methuselah_45k = 1
    | methuselah_171h = 2
    | methuselah_173h = 43
    | methuselah_174h = 101
    | methuselah_177h = 1
    | methuselah_178h = 1
    | methuselah_179h = 1
    | methuselah_181h = 1
    | methuselah_182h = 1
    | methuselah_204h = 1
    | messless_5h = 1{{{sep|,}}}579{{{sep|,}}}211
    | messless_6h = 324{{{sep|,}}}661
    | messless_7h = 73{{{sep|,}}}099
    | messless_8h = 19{{{sep|,}}}202
    | messless_9h = 5{{{sep|,}}}181
    | messless_10h = 1{{{sep|,}}}465
    | messless_11h = 472
    | messless_12h = 146
    | messless_13h = 82
    | messless_14h = 65
    | messless_15h = 10
    | messless_16h = 1
    | megasized_20h = 78
    | megasized_21h = 41
    | megasized_22h = 28
    | megasized_23h = 10
    | megasized_24h = 12
    | megasized_25h = 6
    | megasized_26h = 3
    | megasized_27h = 3
    | megasized_28h = 2
    | megasized_30h = 270{{{sep|,}}}567
    | megasized_31h = 218{{{sep|,}}}442
    | megasized_32h = 185{{{sep|,}}}592
    | megasized_33h = 152{{{sep|,}}}657
    | megasized_34h = 129{{{sep|,}}}970
    | megasized_35h = 111{{{sep|,}}}784
    | megasized_36h = 92{{{sep|,}}}404
    | megasized_37h = 78{{{sep|,}}}367
    | megasized_38h = 66{{{sep|,}}}798
    | megasized_39h = 57{{{sep|,}}}380
    | megasized_40h = 49{{{sep|,}}}864
    | megasized_41h = 45{{{sep|,}}}879
    | megasized_42h = 35{{{sep|,}}}131
    | megasized_43h = 30{{{sep|,}}}214
    | megasized_44h = 26{{{sep|,}}}932
    | megasized_45h = 22{{{sep|,}}}971
    | megasized_46h = 20{{{sep|,}}}970
    | megasized_47h = 16{{{sep|,}}}980
    | megasized_48h = 14{{{sep|,}}}838
    | megasized_49h = 12{{{sep|,}}}260
    | megasized_50h = 10{{{sep|,}}}433
    | megasized_51h = 8{{{sep|,}}}596
    | megasized_52h = 7{{{sep|,}}}919
    | megasized_53h = 9{{{sep|,}}}795
    | megasized_54h = 8{{{sep|,}}}383
    | megasized_55h = 4{{{sep|,}}}907
    | megasized_56h = 4{{{sep|,}}}023
    | megasized_57h = 3{{{sep|,}}}339
    | megasized_58h = 2{{{sep|,}}}663
    | megasized_59h = 2{{{sep|,}}}422
    | megasized_60h = 2{{{sep|,}}}000
    | megasized_61h = 2{{{sep|,}}}025
    | megasized_62h = 1{{{sep|,}}}585
    | megasized_63h = 1{{{sep|,}}}373
    | megasized_64h = 1{{{sep|,}}}204
    | megasized_65h = 1{{{sep|,}}}072
    | megasized_66h = 884
    | megasized_67h = 796
    | megasized_68h = 674
    | megasized_69h = 718
    | megasized_70h = 498
    | megasized_71h = 439
    | megasized_72h = 363
    | megasized_73h = 284
    | megasized_74h = 277
    | megasized_75h = 227
    | megasized_76h = 243
    | megasized_77h = 183
    | megasized_78h = 165
    | megasized_79h = 161
    | megasized_80h = 135
    | megasized_81h = 111
    | megasized_82h = 91
    | megasized_83h = 61
    | megasized_84h = 52
    | megasized_85h = 48
    | megasized_86h = 52
    | megasized_87h = 59
    | megasized_88h = 46
    | megasized_89h = 25
    | megasized_90h = 28
    | megasized_91h = 14
    | megasized_92h = 26
    | megasized_93h = 11
    | megasized_94h = 13
    | megasized_95h = 24
    | megasized_96h = 16
    | megasized_97h = 5
    | megasized_98h = 7
    | megasized_99h = 10
    | megasized_100h = 8
    | megasized_101h = 6
    | megasized_102h = 1
    | megasized_103h = 5
    | megasized_104h = 3
    | megasized_105h = 6
    | megasized_106h = 5
    | megasized_107h = 5
    | megasized_108h = 2
    | megasized_109h = 2
    | megasized_110h = 2
    | megasized_111h = 2
    | megasized_112h = 2
    | megasized_113h = 2
    | megasized_114h = 3
    | megasized_116h = 2
    | megasized_117h = 1
    | megasized_118h = 2
    | megasized_121h = 3
    | megasized_122h = 1
    | megasized_127h = 2
    | megasized_136h = 1
     | yl = 332
     | '''Unknown query: {{{1|}}}'''
     | '''Unknown query: {{{1|}}}'''
}} | SS = {{#switch: {{{1|}}}
}} | SS = {{#switch: {{{1|}}}
     | date            = July 14, 2018
     | date            = April 27, 2019
     | numsoups        = 3{{{sep|,}}}732{{{sep|,}}}136{{{sep|,}}}786
     | numsoups        = 4{{{sep|,}}}419{{{sep|,}}}415{{{sep|,}}}310
     | numobjects      = 455{{{sep|,}}}951{{{sep|,}}}534{{{sep|,}}}486
     | numobjects      = 556{{{sep|,}}}856{{{sep|,}}}180{{{sep|,}}}742
     | distinctobjects = 2{{{sep|,}}}512
     | distinctobjects = 2{{{sep|,}}}667
     | xs4 = 2
     | xs4 = 2
     | xs5 = 1
     | xs5 = 1
Line 258: Line 496:
     | xs11 = 43
     | xs11 = 43
     | xs12 = 96
     | xs12 = 96
     | xs13 = 138
     | xs13 = 144
     | xs14 = 242
     | xs14 = 254
     | xs15 = 274
     | xs15 = 292
     | xs16 = 308
     | xs16 = 323
     | xs17 = 279
     | xs17 = 296
     | xs18 = 264
     | xs18 = 284
     | xs19 = 207
     | xs19 = 231
     | xs20 = 194
     | xs20 = 207
     | xs21 = 116
     | xs21 = 127
     | xs22 = 121
     | xs22 = 126
     | xs23 = 53
     | xs23 = 59
     | xs24 = 31
     | xs24 = 34
     | xs25 = 12
     | xs25 = 14
     | xs26 = 12
     | xs26 = 14
     | xs27 = 5
     | xs27 = 5
     | xs28 = 6
     | xs28 = 6
Line 278: Line 516:
     | xs32 = 2
     | xs32 = 2
     | xs40 = 1
     | xs40 = 1
     | xp2 = 48
     | xp2 = 49
     | yl = 0
     | yl = 0
     | '''Unknown query: {{{1|}}}'''
     | '''Unknown query: {{{1|}}}'''
}} }}</includeonly>
}} }}</includeonly><noinclude>[[Category:Templates]]</noinclude>

Revision as of 16:25, 10 May 2021

Ambox notice.png The slow salvo data is outdated, last updated April 27, 2019 (the most recent semi-automatic update). C1/G1 was last updated on January 8, 2024, and all symmetries were last updated on March 12, 2024.


This template can be used to query various Catagolue statistics for B3/S23. Usage:

{{:Catagolue/Stats|''stat''|''extra parameters''}}

The stat parameter can be:

  • numsoups: number of soups searched.
  • numobjects: number of objects found.
  • distinctobjects: number of distinct objects found.
  • xs4, xs5, ...: number of distinct still lifes with population 4, 5, …
  • xp4, xp5, ...: number of distinct oscillators with period 4, 5, …
  • xq4, xq5, ...: number of distinct spaceships with period 4, 5, …
  • methuselah_25k, methuselah_26k, ...: number of methuselahs with lifetime 25000-25999, 26000-26999, …
  • messless_5h, messless_6h, ...: number of diehards with lifetime 500-599, 600-699, …
  • megasized_30h, megasized_31h, ...: number of soups with final population 3000-3099, 3100-3199, …
  • yl: number of distinct linear-growth patterns.
  • date: date when data was collected (e.g. "January 20, 2018").
  • numrules: number of rules searched.

Known extra parameters:

  • symmetry=XXX: symmetry to use. Known values:
    • symmetry=C1: C1 and G1 combined (default)
    • symmetry=higher: all symmetries (as defined in the Catagolue article)
    • symmetry=SS: slow salvos
  • sep=XXX: thousands-separator to use (default: ,)

Before May 7, 2023, "higher" symmetries (i.e. excluding C1 and G1) was used instead of all symmetries. The word "higher" still appears in the code, but it now includes C1 and G1.

Example usage:

Stat Result Template call
Soups 281,959,603,183,910 {{:Catagolue/Stats|numsoups}}
30-bit still lifes 3_468 {{:Catagolue/Stats|xs30|sep=_}}
Period-4 oscillators 97 {{:Catagolue/Stats|xp4|symmetry=C1}}
Period-12 spaceships (all symmetries) 3 {{:Catagolue/Stats|xq12|symmetry=higher}}
Linear-growth patterns (from slow salvos) 0 {{:Catagolue/Stats|yl|symmetry=SS}}
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