Re: Suggested LifeWiki edits
Posted: July 18th, 2022, 8:25 pm
The Tlog(t) growth page has an image for the formula. The image uses both n and t but the n should be t. This can be seen in ref 1 where t is not used and n is.
Forums for Conway's Game of Life
https://conwaylife.com/forums/
assuming I'm right, I made a new formula image and inserted it in the articleBook wrote: July 18th, 2022, 8:25 pm The Tlog(t) growth page has an image for the formula. The image uses both n and t but the n should be t. This can be seen in ref 1 where t is not used and n is.
Would it be helpful to have just one wiki page to be updated manually, instead of manual edits scattered over different pages? Something like Catagolue/Stats but with mapping from apgcodes to synthesis costs, specified for every object with a wiki page and synthesis cost.dvgrn wrote: June 12th, 2022, 3:28 amThat would certainly be nice, if someone wants to take the time to figure out how to do it.carsoncheng wrote: June 12th, 2022, 3:03 am Also, should we consider making a LifeWiki template for the synthesis costs to be updated dynamically without manual edits?
On the other hand, the number of changes needed per year along these lines has been gradually decreasing, so this hasn't been a particularly high-priority to solve.
Also, I have a vague memory of it being difficult to set up a template to retrieve this information from a non-conwaylife.com location. Maybe it would require regularly updating some suitably reduced copy of a "textcensus" file? In which case, it seems almost just as easy for everyone to simply keep updating individual synth numbers whenever they notice a discrepancy.
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#N sealtagalong0.rle
#C https://conwaylife.com/wiki/Seal
#C https://www.conwaylife.com/patterns/sealtagalong0.rle
x = 55, y = 55, rule = B3/S23
2b2o$b3ob3o$3bo3b2o$2ob2o2bo2bobo$o6bob4o$6b2obo2bo$o4b2o3bob2o$2o8bob
o2bo$o2b5ob3o4bo$bo9bo4bo$b2obo2bo3bo3bo$2bo9b2o$9b2o2b2o4bo$2bo3b2obo
4b3o2bo$3b2obob5o5bob2o$7b2ob2ob2ob2o2b3o$17bobo4bo$8b2o4bobo3b6o$13bo
7b2o$13bo3bo$13bo4bo3b3o6bo$14b5o3b2ob2o2b2ob2o$17b2obo2bob2o2bo$16b2o
5bo4bo2b3o$15b3obobobobo$22bo2bo$18bobo9bo3bo$19bo8b6obo$26b2o3b4obo$
21b3o5bo4bo3bo$21b3o2b3o6bo3bo$26bo9b2ob2o$20b2o13b2o2bo2b2o$20b2o3bo
8bobo4bo2bo$21bo3bobo5bo$26b3o4bobo5bob2o$28b3o2b2o9bo$32b2o5bobo2b2o$
29b2obo4b2obobob2o$30bob2o3bob2o4bo$37bobo$37b2obo2b2o$31bo3bo3b3o3bo$
31b2o2bo2bo4bo2bo$35b2o5bo5b3o$37bo4b5obo$38bo2b2o2bo5bo$49bob2o$44bo
4bo$44bo5b2ob2o$43bo2b2o$44b3o$46bob2o$48bo$47bo!
I don't have a horse in this race, but there seem to be two issues.confocaloid wrote: August 6th, 2022, 5:26 am I would like to draw attention of the community to the current edit war at Nihonium with myself and GUYTU16J involved, and also to Talk:MWSS out of the blue . I do not agree with some of recent edits of GUYTU16J. An independent review of edits could be helpful.
... that it is possible to construct patterns that temporarily exhibit cubic growth?
(edit)--link should be changed to Superlinear growth page
corrected
That's a really tough process to document, since it's still more of an art than a science. Would everyone agree that the first part of the process is something along the lines ofcarsoncheng wrote: August 13th, 2022, 8:07 pm Could anyone explain the process of finding final steps to oscillators and spaceships? I'm not talking about direct syntheses or soup-based syntheses, so it seems like related content is missing from the glider syntheses tutorial.
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| higher = {{#switch: {{{1|}}}
| date = August 14, 2022
| numsoups = 460{{{sep|,}}}868{{{sep|,}}}581{{{sep|,}}}064{{{sep|,}}}517
| numobjects = 5{{{sep|,}}}252{{{sep|,}}}620{{{sep|,}}}203{{{sep|,}}}418{{{sep|,}}}198
| distinctobjects = 2{{{sep|,}}}340{{{sep|,}}}784
| xs0 = 1
| xs4 = 2
| xs5 = 1
| xs6 = 5
| xs7 = 4
| xs8 = 9
| xs9 = 10
| xs10 = 26
| xs11 = 46
| xs12 = 121
| xs13 = 240
| xs14 = 619
| xs15 = 1{{{sep|,}}}353
| xs16 = 3{{{sep|,}}}207
| xs17 = 6{{{sep|,}}}755
| xs18 = 12{{{sep|,}}}929
| xs19 = 21{{{sep|,}}}044
| xs20 = 31{{{sep|,}}}321
| xs21 = 40{{{sep|,}}}399
| xs22 = 49{{{sep|,}}}251
| xs23 = 50{{{sep|,}}}370
| xs24 = 52{{{sep|,}}}916
| xs25 = 43{{{sep|,}}}476
| xs26 = 45{{{sep|,}}}894
| xs27 = 30{{{sep|,}}}204
| xs28 = 40{{{sep|,}}}913
| xs29 = 20{{{sep|,}}}236
| xs30 = 44{{{sep|,}}}220
| xs31 = 16{{{sep|,}}}193
| xs32 = 55{{{sep|,}}}283
| xs33 = 16{{{sep|,}}}484
| xs34 = 68{{{sep|,}}}141
| xs35 = 17{{{sep|,}}}323
| xs36 = 78{{{sep|,}}}106
| xs37 = 16{{{sep|,}}}699
| xs38 = 82{{{sep|,}}}313
| xs39 = 15{{{sep|,}}}177
| xs40 = 79{{{sep|,}}}864
| xs41 = 12{{{sep|,}}}672
| xs42 = 73{{{sep|,}}}296
| xs43 = 9{{{sep|,}}}759
| xs44 = 63{{{sep|,}}}900
| xs45 = 6{{{sep|,}}}946
| xs46 = 52{{{sep|,}}}594
| xs47 = 4{{{sep|,}}}792
| xs48 = 43{{{sep|,}}}548
| xs49 = 3{{{sep|,}}}239
| xs50 = 32{{{sep|,}}}483
| xs51 = 2{{{sep|,}}}024
| xs52 = 30{{{sep|,}}}032
| xs53 = 1{{{sep|,}}}269
| xs54 = 19{{{sep|,}}}941
| xs55 = 856
| xs56 = 26{{{sep|,}}}356
| xs57 = 595
| xs58 = 14{{{sep|,}}}400
| xs59 = 450
| xs60 = 27{{{sep|,}}}650
| xs61 = 306
| xs62 = 11{{{sep|,}}}944
| xs63 = 302
| xs64 = 30{{{sep|,}}}239
| xs65 = 185
| xs66 = 10{{{sep|,}}}559
| xs67 = 192
| xs68 = 30{{{sep|,}}}825
| xs69 = 110
| xs70 = 8{{{sep|,}}}847
| xs71 = 138
| xs72 = 29{{{sep|,}}}566
| xs73 = 63
| xs74 = 7{{{sep|,}}}224
| xs75 = 87
| xs76 = 26{{{sep|,}}}278
| xs77 = 42
| xs78 = 5{{{sep|,}}}556
| xs79 = 60
| xs80 = 22{{{sep|,}}}169
| xs81 = 15
| xs82 = 4{{{sep|,}}}037
| xs83 = 40
| xs84 = 18{{{sep|,}}}152
| xs85 = 12
| xs86 = 2{{{sep|,}}}923
| xs87 = 19
| xs88 = 15{{{sep|,}}}657
| xs89 = 8
| xs90 = 1{{{sep|,}}}967
| xs91 = 13
| xs92 = 13{{{sep|,}}}024
| xs93 = 2
| xs94 = 1{{{sep|,}}}308
| xs95 = 8
| xs96 = 12{{{sep|,}}}947
| xs97 = 2
| xs98 = 791
| xs99 = 2
| xs100 = 12{{{sep|,}}}099
| xs102 = 464
| xs103 = 3
| xs104 = 14{{{sep|,}}}611
| xs105 = 1
| xs106 = 295
| xs108 = 13{{{sep|,}}}604
| xs110 = 175
| xs112 = 18{{{sep|,}}}860
| xs114 = 69
| xs116 = 16{{{sep|,}}}080
| xs118 = 46
| xs120 = 24{{{sep|,}}}089
| xs122 = 22
| xs123 = 1
| xs124 = 17{{{sep|,}}}578
| xs126 = 14
| xs128 = 28{{{sep|,}}}218
| xs129 = 1
| xs130 = 13
| xs132 = 17{{{sep|,}}}786
| xs134 = 2
| xs136 = 30{{{sep|,}}}128
| xs138 = 2
| xs140 = 16{{{sep|,}}}443
| xs142 = 2
| xs144 = 29{{{sep|,}}}733
| xs146 = 1
| xs148 = 13{{{sep|,}}}826
| xs152 = 27{{{sep|,}}}395
| xs156 = 10{{{sep|,}}}449
| xs160 = 24{{{sep|,}}}430
| xs164 = 7{{{sep|,}}}764
| xs168 = 20{{{sep|,}}}111
| xs172 = 5{{{sep|,}}}347
| xs174 = 1
| xs176 = 15{{{sep|,}}}862
| xs180 = 3{{{sep|,}}}694
| xs184 = 11{{{sep|,}}}946
| xs188 = 2{{{sep|,}}}297
| xs192 = 8{{{sep|,}}}459
| xs196 = 1{{{sep|,}}}365
| xs200 = 5{{{sep|,}}}922
| xs204 = 781
| xs208 = 3{{{sep|,}}}734
| xs212 = 513
| xs216 = 2{{{sep|,}}}463
| xs220 = 278
| xs224 = 1{{{sep|,}}}483
| xs228 = 149
| xs232 = 832
| xs236 = 82
| xs240 = 476
| xs244 = 45
| xs248 = 255
| xs252 = 20
| xs256 = 156
| xs260 = 6
| xs264 = 74
| xs268 = 6
| xs272 = 46
| xs276 = 6
| xs280 = 15
| xs284 = 2
| xs288 = 9
| xs296 = 2
| xs304 = 3
| xs308 = 1
| xs312 = 1
| xs316 = 1
| xs344 = 1
| xp2 = 254{{{sep|,}}}497
| xp3 = 30{{{sep|,}}}821
| xp4 = 6{{{sep|,}}}473
| xp5 = 4{{{sep|,}}}442
| xp6 = 4{{{sep|,}}}122
| xp7 = 333
| xp8 = 307
| xp9 = 204
| xp10 = 268
| xp11 = 89
| xp12 = 14
| xp13 = 2
| xp14 = 23
| xp15 = 1{{{sep|,}}}196
| xp16 = 9
| xp18 = 7
| xp20 = 2
| xp21 = 1
| xp22 = 2
| xp24 = 42
| xp25 = 1
| xp27 = 1
| xp28 = 2
| xp29 = 14
| xp30 = 1{{{sep|,}}}107
| xp31 = 1
| xp32 = 1
| xp35 = 1
| xp36 = 29
| xp37 = 5
| xp40 = 14
| xp45 = 1
| xp46 = 305
| xp51 = 1
| xp54 = 3
| xp56 = 1
| xp60 = 27
| xp64 = 2
| xp120 = 37
| xp138 = 9
| xp144 = 1
| xp177 = 1
| xp312 = 5
| xq3 = 1
| xq4 = 271
| xq5 = 1
| xq7 = 1
| xq8 = 1
| xq10 = 1
| xq12 = 3
| xq16 = 1
| methuselah_25k = 2{{{sep|,}}}257{{{sep|,}}}045
| methuselah_26k = 1{{{sep|,}}}221{{{sep|,}}}114
| methuselah_27k = 679{{{sep|,}}}561
| methuselah_28k = 361{{{sep|,}}}684
| methuselah_29k = 254{{{sep|,}}}649
| methuselah_30k = 110{{{sep|,}}}835
| methuselah_31k = 60{{{sep|,}}}955
| methuselah_32k = 32{{{sep|,}}}942
| methuselah_33k = 18{{{sep|,}}}469
| methuselah_34k = 9{{{sep|,}}}925
| methuselah_35k = 5{{{sep|,}}}501
| methuselah_36k = 2{{{sep|,}}}889
| methuselah_37k = 1{{{sep|,}}}826
| methuselah_38k = 945
| methuselah_39k = 524
| methuselah_40k = 281
| methuselah_41k = 194
| methuselah_42k = 103
| methuselah_43k = 54
| methuselah_44k = 29
| methuselah_45k = 12
| methuselah_46k = 12
| methuselah_47k = 10
| methuselah_48k = 1
| methuselah_49k = 2
| methuselah_50k = 4
| methuselah_52k = 1
| methuselah_128k = 1
| methuselah_132k = 1
| messless_0h = 813
| messless_1h = 6{{{sep|,}}}035
| messless_2h = 910
| messless_3h = 172
| messless_4h = 32
| messless_5h = 139{{{sep|,}}}110{{{sep|,}}}115
| messless_6h = 30{{{sep|,}}}947{{{sep|,}}}703
| messless_7h = 7{{{sep|,}}}316{{{sep|,}}}962
| messless_8h = 2{{{sep|,}}}057{{{sep|,}}}337
| messless_9h = 566{{{sep|,}}}557
| messless_10h = 172{{{sep|,}}}513
| messless_11h = 53{{{sep|,}}}547
| messless_12h = 17{{{sep|,}}}142
| messless_13h = 9{{{sep|,}}}831
| messless_14h = 8{{{sep|,}}}537
| messless_15h = 1{{{sep|,}}}277
| messless_16h = 333
| messless_17h = 138
| messless_18h = 57
| messless_19h = 14
| messless_20h = 7
| messless_21h = 4
| messless_22h = 1
| messless_24h = 1
| megasized_30h = 1{{{sep|,}}}067{{{sep|,}}}267{{{sep|,}}}847
| megasized_31h = 870{{{sep|,}}}783{{{sep|,}}}161
| megasized_32h = 722{{{sep|,}}}787{{{sep|,}}}153
| megasized_33h = 608{{{sep|,}}}997{{{sep|,}}}636
| megasized_34h = 506{{{sep|,}}}282{{{sep|,}}}757
| megasized_35h = 423{{{sep|,}}}514{{{sep|,}}}981
| megasized_36h = 353{{{sep|,}}}285{{{sep|,}}}350
| megasized_37h = 299{{{sep|,}}}484{{{sep|,}}}663
| megasized_38h = 251{{{sep|,}}}059{{{sep|,}}}731
| megasized_39h = 213{{{sep|,}}}109{{{sep|,}}}159
| megasized_40h = 182{{{sep|,}}}530{{{sep|,}}}003
| megasized_41h = 155{{{sep|,}}}161{{{sep|,}}}097
| megasized_42h = 134{{{sep|,}}}696{{{sep|,}}}498
| megasized_43h = 111{{{sep|,}}}463{{{sep|,}}}778
| megasized_44h = 95{{{sep|,}}}104{{{sep|,}}}991
| megasized_45h = 82{{{sep|,}}}711{{{sep|,}}}444
| megasized_46h = 71{{{sep|,}}}617{{{sep|,}}}309
| megasized_47h = 60{{{sep|,}}}588{{{sep|,}}}613
| megasized_48h = 51{{{sep|,}}}906{{{sep|,}}}149
| megasized_49h = 45{{{sep|,}}}079{{{sep|,}}}839
| megasized_50h = 38{{{sep|,}}}103{{{sep|,}}}836
| megasized_51h = 34{{{sep|,}}}336{{{sep|,}}}873
| megasized_52h = 29{{{sep|,}}}008{{{sep|,}}}524
| megasized_53h = 25{{{sep|,}}}544{{{sep|,}}}286
| megasized_54h = 22{{{sep|,}}}327{{{sep|,}}}419
| megasized_55h = 18{{{sep|,}}}624{{{sep|,}}}720
| megasized_56h = 15{{{sep|,}}}969{{{sep|,}}}297
| megasized_57h = 13{{{sep|,}}}937{{{sep|,}}}992
| megasized_58h = 11{{{sep|,}}}907{{{sep|,}}}468
| megasized_59h = 10{{{sep|,}}}407{{{sep|,}}}332
| megasized_60h = 9{{{sep|,}}}023{{{sep|,}}}425
| megasized_61h = 7{{{sep|,}}}997{{{sep|,}}}544
| megasized_62h = 6{{{sep|,}}}971{{{sep|,}}}420
| megasized_63h = 6{{{sep|,}}}111{{{sep|,}}}465
| megasized_64h = 5{{{sep|,}}}198{{{sep|,}}}460
| megasized_65h = 4{{{sep|,}}}548{{{sep|,}}}507
| megasized_66h = 4{{{sep|,}}}132{{{sep|,}}}316
| megasized_67h = 3{{{sep|,}}}618{{{sep|,}}}539
| megasized_68h = 2{{{sep|,}}}972{{{sep|,}}}167
| megasized_69h = 2{{{sep|,}}}948{{{sep|,}}}766
| megasized_70h = 2{{{sep|,}}}429{{{sep|,}}}060
| megasized_71h = 1{{{sep|,}}}994{{{sep|,}}}588
| megasized_72h = 1{{{sep|,}}}883{{{sep|,}}}434
| megasized_73h = 1{{{sep|,}}}633{{{sep|,}}}809
| megasized_74h = 1{{{sep|,}}}313{{{sep|,}}}486
| megasized_75h = 1{{{sep|,}}}180{{{sep|,}}}289
| megasized_76h = 1{{{sep|,}}}041{{{sep|,}}}573
| megasized_77h = 922{{{sep|,}}}082
| megasized_78h = 777{{{sep|,}}}774
| megasized_79h = 700{{{sep|,}}}081
| megasized_80h = 644{{{sep|,}}}000
| megasized_81h = 539{{{sep|,}}}739
| megasized_82h = 488{{{sep|,}}}137
| megasized_83h = 462{{{sep|,}}}003
| megasized_84h = 359{{{sep|,}}}738
| megasized_85h = 320{{{sep|,}}}796
| megasized_86h = 342{{{sep|,}}}066
| megasized_87h = 250{{{sep|,}}}236
| megasized_88h = 266{{{sep|,}}}320
| megasized_89h = 246{{{sep|,}}}225
| megasized_90h = 193{{{sep|,}}}501
| megasized_91h = 152{{{sep|,}}}827
| megasized_92h = 269{{{sep|,}}}052
| megasized_93h = 116{{{sep|,}}}317
| megasized_94h = 100{{{sep|,}}}991
| megasized_95h = 94{{{sep|,}}}577
| megasized_96h = 78{{{sep|,}}}472
| megasized_97h = 75{{{sep|,}}}886
| megasized_98h = 61{{{sep|,}}}674
| megasized_99h = 64{{{sep|,}}}644
| megasized_100h = 58{{{sep|,}}}385
| megasized_101h = 42{{{sep|,}}}050
| megasized_102h = 36{{{sep|,}}}911
| megasized_103h = 39{{{sep|,}}}449
| megasized_104h = 28{{{sep|,}}}977
| megasized_105h = 30{{{sep|,}}}134
| megasized_106h = 23{{{sep|,}}}320
| megasized_107h = 20{{{sep|,}}}604
| megasized_108h = 17{{{sep|,}}}720
| megasized_109h = 15{{{sep|,}}}112
| megasized_110h = 13{{{sep|,}}}824
| megasized_111h = 11{{{sep|,}}}533
| megasized_112h = 11{{{sep|,}}}632
| megasized_113h = 10{{{sep|,}}}124
| megasized_114h = 8{{{sep|,}}}854
| megasized_115h = 8{{{sep|,}}}037
| megasized_116h = 6{{{sep|,}}}520
| megasized_117h = 5{{{sep|,}}}795
| megasized_118h = 5{{{sep|,}}}131
| megasized_119h = 4{{{sep|,}}}449
| megasized_120h = 3{{{sep|,}}}979
| megasized_121h = 3{{{sep|,}}}468
| megasized_122h = 3{{{sep|,}}}349
| megasized_123h = 2{{{sep|,}}}911
| megasized_124h = 2{{{sep|,}}}584
| megasized_125h = 2{{{sep|,}}}453
| megasized_126h = 1{{{sep|,}}}915
| megasized_127h = 1{{{sep|,}}}870
| megasized_128h = 1{{{sep|,}}}660
| megasized_129h = 1{{{sep|,}}}304
| megasized_130h = 1{{{sep|,}}}143
| megasized_131h = 996
| megasized_132h = 869
| megasized_133h = 968
| megasized_134h = 757
| megasized_135h = 720
| megasized_136h = 526
| megasized_137h = 479
| megasized_138h = 498
| megasized_139h = 415
| megasized_140h = 326
| megasized_141h = 347
| megasized_142h = 291
| megasized_143h = 234
| megasized_144h = 236
| megasized_145h = 222
| megasized_146h = 183
| megasized_147h = 192
| megasized_148h = 145
| megasized_149h = 132
| megasized_150h = 136
| megasized_151h = 82
| megasized_152h = 75
| megasized_153h = 79
| megasized_154h = 73
| megasized_155h = 66
| megasized_156h = 64
| megasized_157h = 46
| megasized_158h = 50
| megasized_159h = 48
| megasized_160h = 29
| megasized_161h = 38
| megasized_162h = 19
| megasized_163h = 30
| megasized_164h = 24
| megasized_165h = 22
| megasized_166h = 14
| megasized_167h = 9
| megasized_168h = 11
| megasized_169h = 13
| megasized_170h = 15
| megasized_171h = 8
| megasized_172h = 11
| megasized_173h = 6
| megasized_174h = 8
| megasized_175h = 7
| megasized_176h = 10
| megasized_177h = 6
| megasized_178h = 3
| megasized_179h = 2
| megasized_180h = 5
| megasized_181h = 4
| megasized_182h = 5
| megasized_183h = 5
| megasized_184h = 3
| megasized_185h = 1
| megasized_187h = 1
| megasized_188h = 3
| megasized_189h = 1
| megasized_190h = 2
| megasized_191h = 3
| megasized_192h = 2
| megasized_193h = 1
| megasized_195h = 2
| megasized_196h = 1
| megasized_198h = 1
| megasized_199h = 1
| megasized_200h = 1
| megasized_201h = 1
| megasized_277h = 1
| megasized_808h = 1
| megasized_857h = 1
| yl = 1600
| '''Unknown query: {{{1|}}}'''
}} Code: Select all
x = 11, y = 23, rule = B3/S23
3bo2bo$7bo$2bo5bo$2b2o4bo$7bo$6bo$5b4obo$5bo3bo$3bo3bo$2bob4o$6bo$5bo
$4bo4b2o$4bo5bo$5bo$6bo2bo5$2bo4bo$2ob4ob2o$2bo4bo!Done!rattlesnake wrote: August 29th, 2022, 2:27 am Suggest to put 34P7 on pentadecathlon:in 34P7#LCM_oscillators.Code: Select all
RLE
Code: Select all
x = 16, y = 16, rule = B3/S23
11b2ob2o$10bobobo$10bobobo$9b2o2bo$6bo4b2o$6b5o$4b2o4bo$5bo2b2o$5bobo
$3bobobo$b3ob2o$o3bo$3obo$3bo$3o$o!Code: Select all
x = 77, y = 27, rule = B3/S23
2o47b2o$bo48bo$bobo8b3o35bobo8b3o$2b2o8b3o36b2o8b3o$11bobo46bobo$11b2o
47b2o6$21b2o49b2ob2o$5b2o15bo31b2o15bobobo$6bo15bob2o29bo15bobobo$3b3o
15b2o2bo26b3o15b2o2bo$3bo14bo4b2o27bo14bo4b2o$18b5o44b5o$16b2o4bo42b2o
4bo$17bo2b2o44bo2b2o$17bobo46bobo$12bo2bobobo44bobobo$12b4ob2o43b3ob2o
$16bo44bo3bo$14bobo44b3obo$14b2o48bo$61b3o$61bo!fixedHotWheels9232 wrote: August 30th, 2022, 3:58 pm The wiki says that the p18 pi hassler is p21, although it is in the p18 section.
Same for p100 for LoM hasslersBook wrote: August 30th, 2022, 4:05 pmfixedHotWheels9232 wrote: August 30th, 2022, 3:58 pm The wiki says that the p18 pi hassler is p21, although it is in the p18 section.
fixedHotWheels9232 wrote: August 30th, 2022, 4:24 pmSame for p100 for LoM hasslersBook wrote: August 30th, 2022, 4:05 pmfixedHotWheels9232 wrote: August 30th, 2022, 3:58 pm The wiki says that the p18 pi hassler is p21, although it is in the p18 section.
added to gallerypzq_alex wrote: September 4th, 2022, 6:57 am The “drifter version” of the Eater 3 is not on the wiki, despite it being mentioned in p71 honey farm hassler.