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Catagolue questions

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Catagolue questions

Postby RedGolpe » June 21st, 2018, 7:24 am

Hi guys, I'm exploring Catagolue for the first time, and I have a couple of questions. I'm not sure if this is the right forum, if so please excuse my noobness and feel free to move the thread to the appropriate one.

1. From the user page, one can see the most recent hauls: in the "Root" column, the link is either green, blue or red. What does that mean?

2. Is there an easy way to check the total number of objects submitted by a user? The census page only shows those for that specific rule, and unless one has provided a significant amount of hauls one must go the code anyway.

3. Is there some sort of a readable table when one can see their contribution compared to others, apart from the census page where, again, one must contribute significantly before even being visible?

4. Same as above, but for all rules?

Thank you in advance.
RedGolpe
 
Posts: 21
Joined: June 20th, 2018, 5:53 am

Re: Catagolue questions

Postby danny » June 21st, 2018, 7:34 am

Welcome! Let me answer these to the best of my abilities

1. Green usually means that the haul went through correctly, blue means that the haul got indexed by someone who was using the '/attribute' function (example), and red means there was some sort of error. You'll also see yellowish green, which means that the haul is still being checked by catagolue.
2. Unfortunately not, you can go to your 'userpage' (e.g. mine, just replace 'danny' in the url with whatever your name is on the site), and see a lineup for around the past three weeks, but there's no total counter.
3 and 4. Yes, but it involves inspect elementing the chart and doing some really complicated stuff, I forgot how to do it.
she/they // Please stop using my full name. Refer to me as dani.

"I'm always on duty, even when I'm off duty." -Cody Kolodziejzyk, Ph.D.
User avatar
danny
 
Posts: 935
Joined: October 27th, 2017, 3:43 pm
Location: New Jersey, USA

Re: Catagolue questions

Postby RedGolpe » June 21st, 2018, 7:39 am

Thanks!
RedGolpe
 
Posts: 21
Joined: June 20th, 2018, 5:53 am

Re: Catagolue questions

Postby RedGolpe » June 21st, 2018, 7:48 am

Another question: in the case of "red" links (something went wrong), how can one know how to rectify the problem? They also seem to have been elaborated correctly (see this one for example).
RedGolpe
 
Posts: 21
Joined: June 20th, 2018, 5:53 am

Re: Catagolue questions

Postby calcyman » June 21st, 2018, 11:01 am

RedGolpe wrote:Another question: in the case of "red" links (something went wrong), how can one know how to rectify the problem? They also seem to have been elaborated correctly (see this one for example).


Okay, I've looked at the diagnosis for one of your 'red' hauls:

l_XGsYWawJVerv: 1089.1815272896124
Private data:

xs15_69ak8zx1256 23 true
xs16_69e0ehr 23 true
xs14_0mk453z321 22 true
xs14_32qj4ko 22 true
xs10_drz32 21 true
xs14_08o0e96z321 20 true
xs15_4a9b8oz033 20 true
xs18_69b88a6zw652 20 true
xp2_31a08zy0123cko 19 true
xs13_2eg6p3zx1 19 true
xs13_6970bd 19 true
xs13_c88a52z33 19 true
xs14_08o6952z321 19 true
xs14_c88a53z33 19 true
xs11_25a84ko 18 true
xs14_69arzx123 18 true
xs11_3542156 17 true
xs13_08o696z321 17 true
xs14_c88e13z33 17 true
xs15_0ggca96z3421 17 true
xs15_178bqic 17 true
xs16_69is079c 17 true
xs11_178ka6 16 true
xs13_356o8a6 16 true
xs15_0g8ka96z3421 16 true
xs15_oggm96z66 16 true
xs17_5b8b96z033 16 true
xs18_g88bbgz011dd 16 true
xs14_08o0e93z321 15 true
xs14_08u1e8z321 15 true
xs15_4ap6426z032 15 true
xs22_2llmz1qaar 15 true
xs13_2560uh3 14 true
xs14_69f0f9 14 true
xs17_0ca952z6953 14 true
xs12_354qic 13 true
xs13_08u156z32 13 true
xs14_65p68ozx11 13 true
xs16_08o0ehrz321 13 true
xs16_3hu06996 13 true
xs17_ca96z065156 13 true
xs12_178kia4 12 true
xs12_3542ako 12 true
xs13_0ggs253z32 12 true
xs15_4a960uic 12 true
xs16_69ngbr 12 true
xs17_0696z311d96 12 true
xs12_32qj4c 11 true
xs14_3hu0ui 11 true
xs15_33gv1oo 11 true
xs16_0c8a53z2553 11 true
xs18_354m453zw343 11 true
xp2_g0k053z11 10 true
xs11_69jzx123 10 true
xs14_4a9raa4 10 true
xs14_69akgkczx1 10 true
xs15_65123qic 10 true
xs16_356o8br 10 true
xs16_69f0f96 10 true
xs18_0c88b96z2553 10 true
xs18_gs2ib96z1221 10 true
xs10_ggka23z1 9 true
xs11_35a8426 9 true
xs12_31eozx123 9 true
xs13_0gil96z32 9 true
xs14_0cq1e8z321 9 true
xs14_0g8ob96z23 9 true
xs14_6970si6 9 true
xs14_djozx356 9 true
xs15_06t1acz321 9 true
xs15_06t1e8z321 9 true
xs15_0c8a52z2553 9 true
xs15_0ggmp3z346 9 true
xs15_3hu069a4 9 true
xs15_699m88gzx121 9 true
xs15_ca96zw3552 9 true
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xs16_0ca952z6513 9 true
xs16_39s0ca4z321 9 true
xs18_0mllicz346 9 true
xp4_ssj3744zw3 8 true
xs12_0g0s256z121 8 true
xs13_3123qic 8 true
xs13_354264ko 8 true
xs14_0gbaa4z343 8 true
xs14_3hu0okc 8 true
xs14_65la4ozx11 8 true
xs14_wggm93z643 8 true
xs15_g88m596z121 8 true
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xs16_c4gf96z321 8 true
xs16_xoka53z653 8 true
xs18_69n8brzx11 8 true
xs18_gbbgn96z11 8 true
xs19_gbb8brz123 8 true
xs10_25a8426 7 true
xs11_31eg84c 7 true
xs11_358gka4 7 true
xs11_4ai3zx123 7 true
xs13_0g8ka52z321 7 true
xs13_178n96 7 true
xs14_31egm93 7 true
xs14_c88b52z33 7 true
xs14_ci96zw1156 7 true
xs14_g4s0796z11 7 true
xs15_25is0sic 7 true
xs16_0g8o653zbc1 7 true
xs16_2ege96z321 7 true
xs16_g88q596z1221 7 true
xs17_4aarhar 7 true
xs18_02596z69d113 7 true
xs18_69b88cz2553 7 true
xs12_0gbaa4z121 6 true
xs12_3215ako 6 true
xs13_035iczca1 6 true
xs13_0g8o652z321 6 true
xs13_0g8o653z23 6 true
xs13_259mge2 6 true
xs14_0md1e8z32 6 true
xs14_3hu06ac 6 true
xs14_4a9ria4 6 true
xs15_0g0si53z343 6 true
xs15_0g8ehrz321 6 true
xs15_0ggca96z1243 6 true
xs15_69aczx3156 6 true
xs16_0g8ka952z3421 6 true
xs16_4aab96z033 6 true
xs17_4a97079ic 6 true
xs17_4aab871z033 6 true
xs17_69mggkczw66 6 true
xs17_g6p3qicz11 6 true
xs18_330fhu0oo 6 true
xs18_c88b96z3156 6 true
xs18_g88bbgz0dd11 6 true
xs18_j1u0uicz11 6 true
xs18_o8gehrz643 6 true
xs19_0mlhegoz1243 6 true
xs12_0ggka52z32 5 true
xs12_178ka52 5 true
xs12_35iczx113 5 true
xs13_0g8ka53z23 5 true
xs13_32qj96 5 true
xs13_354c0f9 5 true
xs13_wggm96z252 5 true
xs14_08u1acz321 5 true
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xs14_354c32ac 5 true
xs14_3560uic 5 true
xs14_c88a52z352 5 true
xs14_dbgzmq1 5 true
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xs15_0mk453z3421 5 true
xs15_ca96zw3156 5 true
xs15_kc0si96z11 5 true
xs16_0mk453z3443 5 true
xs16_0mp2sgz643 5 true
xs16_4aab96zx33 5 true
xs16_69baiczx32 5 true
xs16_c4o79cz321 5 true
xs16_c9b871z33 5 true
xs16_gbbo8a6z11 5 true
xs17_03lk453z2521 5 true
xs17_4aarahr 5 true
xs18_0mmge93z1221 5 true
xs18_259aczw359a4 5 true
xs18_ckggm952z066 5 true
xs18_gbbob96z11 5 true
xs19_0c88b96z6953 5 true
xs20_0mlhegoz3443 5 true
xp30_w33z8kqrqk8zzzx33 4 true
xp3_695qc8zx33 4 true
xp8_g3jgz1ut 4 true
xs11_0cp3z65 4 true
xs11_0g0s252z121 4 true
xs11_178c48c 4 true
xs11_25akg8o 4 true
xs12_4ai3s4zx1 4 true
xs12_5b8ozx123 4 true
xs12_g8ka53z11 4 true
xs13_08ob96z32 4 true
xs13_39e0mq 4 true
xs13_g8ka23z56 4 true
xs14_0gbaicz321 4 true
xs14_0gbqicz23 4 true
xs14_3560uh3 4 true
xs14_o8brzx123 4 true
xs14_wggm952z252 4 true
xs15_0j1u066z121 4 true
xs15_25is0si6 4 true
xs15_4a970si6 4 true
xs15_4aara96 4 true
xs15_xoka52z653 4 true
xs16_031e8gz8k871 4 true
xs16_0gjlicz346 4 true
xs16_69b88czw652 4 true
xs16_h7ob96z11 4 true
xs16_raarzx123 4 true
xs18_8e1t2sgz311 4 true
xs18_c88b96z3552 4 true
xs18_m2s079icz11 4 true
xs19_mlhe0e96z1 4 true
xs20_04a96zcid1156 4 true
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xs20_697ob96z0321 4 true
xs20_6a88b96z2553 4 true
xs21_69b8b96zw696 4 true
xp2_25a88gz8ka221 3 true
xp2_j1u062goz11 3 true
xp30_w33z8kqrqk8zzzw33 3 true
xp4_8eh5e0e5he8z178a707a871 3 true
xs11_17842ac 3 true
xs12_0g8ge13z23 3 true
xs12_178c2ko 3 true
xs12_252sga6 3 true
xs12_358m93 3 true
xs12_35icz65 3 true
xs12_4s0c93z11 3 true
xs12_drz346 3 true
xs13_0gbaa4z123 3 true
xs13_0gbq23z121 3 true
xs13_25ac0f9 3 true
xs13_3146178c 3 true
xs13_32arzx123 3 true
xs13_3pczw1156 3 true
xs13_wggm93z252 3 true
xs14_0g8ehrz121 3 true
xs14_0gbb8oz123 3 true
xs14_259e0mq 3 true
xs14_354cgs26 3 true
xs14_64pb8ozx11 3 true
xs14_65pa4ozx11 3 true
xs14_69jzx12453 3 true
xs14_cai3zbd 3 true
xs14_g6pb8oz11 3 true
xs15_0cid96z321 3 true
xs15_0gbap3z321 3 true
xs15_256o8br 3 true
xs15_259mge13 3 true
xs15_31ege2ko 3 true
xs15_4a970sic 3 true
xs15_695q88gzx121 3 true
xs15_69aczx3552 3 true
xs15_wggm952z643 3 true
xs16_0c8a52z6953 3 true
xs16_259aria4 3 true
xs16_35is0sic 3 true
xs16_39egmiczx1 3 true
xs16_3hu0uic 3 true
xs16_j1u06ioz11 3 true
xs16_mkhf0ccz1 3 true
xs16_w8k8a53z6521 3 true
xs16_wg0si96z2543 3 true
xs17_0g8o6996z3421 3 true
xs17_255m88czw343 3 true
xs17_259e0ehr 3 true
xs18_0c88b96z6513 3 true
xs18_259aczw4a953 3 true
xs18_ca9m4koz311 3 true
xs18_j1u06akoz11 3 true
xs18_m2s0si96z11 3 true
xs19_02lligz696w23 3 true
xs19_69acz69d113 3 true
xs19_69b8brz033 3 true
xs19_69mgmiczw66 3 true
xs20_259aczw311d96 3 true
xs20_gbbo79cz1221 3 true
xs22_09v0v9z3210123 3 true
xs22_69b8b96z2553 3 true
xs24_c89n8brz33032 3 true
xp2_og2t1e8z6221 2 true
xp2_wbq23z32 2 true
xp5_idiidiz01w1 2 true
xs11_25iczx113 2 true
xs12_08o653z32 2 true
xs12_0g0s252z321 2 true
xs12_0g8ka52z23 2 true
xs12_2ege123 2 true
xs12_31230f9 2 true
xs12_358gka6 2 true
xs12_641j4czx11 2 true
xs12_g4q552z11 2 true
xs13_0gbb8oz121 2 true
xs13_32qkzx346 2 true
xs13_652sga6 2 true
xs13_g6q453z11 2 true
xs13_g8ka52z56 2 true
xs14_0gbq23z321 2 true
xs14_2552sga6 2 true
xs14_6530f96 2 true
xs14_69ak8zx1252 2 true
xs14_69iczx1156 2 true
xs14_8o0uh3z23 2 true
xs14_ck31246z023 2 true
xs14_gilmz1w252 2 true
xs14_wggca52z2521 2 true
xs14_wggm96z643 2 true
xs14_wgil96z252 2 true
xs15_0c88a52z2552 2 true
xs15_0c8a52z6513 2 true
xs15_0gbaa4z3452 2 true
xs15_0ggci96z343 2 true
xs15_178bpic 2 true
xs15_178c0f96 2 true
xs15_2ege1ego 2 true
xs15_39e0mp3 2 true
xs15_3loz12ego 2 true
xs15_3pm0e96 2 true
xs15_3pm0eic 2 true
xs15_8ehjzw1256 2 true
xs15_bdgmiczw1 2 true
xs15_c88b52z352 2 true
xs15_wggca52z6521 2 true
xs15_wmk453z643 2 true
xs16_03l2sgz2543 2 true
xs16_03lkicz643 2 true
xs16_09v0ca4z321 2 true
xs16_0c8a53z6513 2 true
xs16_0gjlkcz346 2 true
xs16_0j9m4koz121 2 true
xs16_259mggozx66 2 true
xs16_35a8czx6513 2 true
xs16_69aczw6953 2 true
xs16_69ara96 2 true
xs16_69ligozw66 2 true
xs16_69p64k8zw121 2 true
xs16_gbap56z121 2 true
xs16_mmge1e8z1 2 true
xs16_oggm952z66 2 true
xs17_03lk453z643 2 true
xs17_09v0cicz321 2 true
xs17_0c88brz653 2 true
xs17_0c8a53z6953 2 true
xs17_2egu1qr 2 true
xs17_3lka96z321 2 true
xs17_69b88a6zw252 2 true
xs17_6a88brz033 2 true
xs17_j1u06ak8z11 2 true
xs17_wggs2qrz252 2 true
xs18_0651u8z69521 2 true
xs18_0h7ob96z321 2 true
xs18_0mmge93z3201 2 true
xs18_0o8b96zog853 2 true
xs18_4a60uh32ac 2 true
xs18_62s0fhoz321 2 true
xs18_69b88cz6513 2 true
xs18_69egdbgzx121 2 true
xs18_c88bqicz33 2 true
xs18_c89n871z311 2 true
xs18_ckgil96z066 2 true
xs19_39u0e93z321 2 true
xs19_3hikl3z32w23 2 true
xs19_69b88a6zw696 2 true
xs19_cimgm93z066 2 true
xs19_mkkm96z1226 2 true
xs19_mlhe0eicz1 2 true
xs20_04aab871zc871 2 true
xs20_354mggzx1023cko 2 true
xs20_39u0mmz321011 2 true
xs20_69b88a6z2553 2 true
xs20_6a88b96z6513 2 true
xs20_g6p3sj96z11 2 true
xs20_wrb079icz321 2 true
xs21_2llmz12269ic 2 true
xs21_o8b9aczx359a4 2 true
xs24_09v0v9z6430346 2 true
xs24_31e8w8ozc8711dd 2 true
xs24_39u0u93z3210123 2 true
xp14_j9d0d9j 1 true
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xp2_4k1v0ciczw11 1 true
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xp3_025qzrq221 1 true
xs10_1784213 1 true
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xs12_312312ko 1 true
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xs12_32qczx113 1 true
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xs12_358mic 1 true
xs12_39c0f9 1 true
xs12_3pczw1246 1 true
xs12_4ai3zx1246 1 true
xs12_642tic 1 true
xs12_69jzx1246 1 true
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xs13_0g0s256z321 1 true
xs13_0g6p56z121 1 true
xs13_0gbaa4z321 1 true
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xs13_0ggm96z56 1 true
xs13_0ggs256z32 1 true
xs13_0o4871z643 1 true
xs13_178c0f9 1 true
xs13_178ka53 1 true
xs13_2ege1e8 1 true
xs13_2lmge2z01 1 true
xs13_31e86246 1 true
xs13_31eg84ko 1 true
xs13_358go8a6 1 true
xs13_39e0db 1 true
xs13_6246pic 1 true
xs13_651i4ozw121 1 true
xs13_g0s2pmz11 1 true
xs13_g842156z123 1 true
xs13_ghn871z1 1 true
xs14_04s39cz321 1 true
xs14_08u156z65 1 true
xs14_08u15a4z32 1 true
xs14_0drzrm 1 true
xs14_0g4q552z321 1 true
xs14_0g6p2sgz121 1 true
xs14_0ggm952z56 1 true
xs14_0ggraa4z32 1 true
xs14_0m2s53z121 1 true
xs14_178c2ego 1 true
xs14_178f1e8 1 true
xs14_256o8a53 1 true
xs14_25a88cz0253 1 true
xs14_25is0qm 1 true
xs14_32132qr 1 true
xs14_3542tic 1 true
xs14_35ac0f9 1 true
xs14_3lmge2z01 1 true
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xs14_4s0f96z11 1 true
xs14_64132qr 1 true
xs14_64lb8ozw11 1 true
xs14_6970sic 1 true
xs14_69eg8ozw23 1 true
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xs14_drz012156 1 true
xs14_g84q552z121 1 true
xs14_g8o652z1ac 1 true
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xs14_o4s0796z01 1 true
xs14_wggc871z2521 1 true
xs14_wggm93z652 1 true
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xs15_025a8cz6513 1 true
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xs15_03lk46z643 1 true
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xs15_04ap3zcip 1 true
xs15_0at1acz321 1 true
xs15_0g0s2qrz121 1 true
xs15_0g0si96z343 1 true
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xs15_0gba96z343 1 true
xs15_0gbhe8z3421 1 true
xs15_0j1u0ooz121 1 true
xs15_0j9akoz321 1 true
xs15_0ml9a4z641 1 true
xs15_2552sgz0253 1 true
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xs15_25ac0fho 1 true
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xs15_358gu156 1 true
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xs15_5b88a6z033 1 true
xs15_6413ob96 1 true
xs15_699m4k8zx11 1 true
xs15_699mkk8zx1 1 true
xs15_69aczw2553 1 true
xs15_cilmzx256 1 true
xs15_g8hf0cicz01 1 true
xs15_g8id1egoz01 1 true
xs15_g8ob96z56 1 true
xs15_j5q453z11 1 true
xs15_j5s256z11 1 true
xs15_ogila4z66 1 true
xs15_w8u156zca1 1 true
xs15_wggs252zc96 1 true
xs15_wgil96z643 1 true
xs15_xc8a52z6513 1 true
xs15_xg8o653zca1 1 true
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xs15_xok871z653 1 true
xs15_xoka53z253 1 true
xs16_0259acz2553 1 true
xs16_0259acz6513 1 true
xs16_02llicz643 1 true
xs16_08u1da4z321 1 true
xs16_0c88a53z653 1 true
xs16_0c88b52z2552 1 true
xs16_0c93z651156 1 true
xs16_0g0s2qrz321 1 true
xs16_0g6pb8oz321 1 true
xs16_0g8p78cz3421 1 true
xs16_0gba96z3452 1 true
xs16_0gilicz34a4 1 true
xs16_0j1u0ooz321 1 true
xs16_0jhu0ooz32 1 true
xs16_0ml96zc96 1 true
xs16_178f1ego 1 true
xs16_1no3qic 1 true
xs16_259araa4 1 true
xs16_259e0mp3 1 true
xs16_25is0si52 1 true
xs16_25is0sia4 1 true
xs16_2lla8cz1221 1 true
xs16_31egu156 1 true
xs16_354kmzx1256 1 true
xs16_358e1dio 1 true
xs16_358go0uic 1 true
xs16_35a8ob96 1 true
xs16_35is0si6 1 true
xs16_3hu0oka6 1 true
xs16_3iaj2acz011 1 true
xs16_4a9b88czx33 1 true
xs16_6530fpzx32 1 true
xs16_6970si96 1 true
xs16_697o4iczx11 1 true
xs16_69ab8oz033 1 true
xs16_69b88czw256 1 true
xs16_69mggoz04a6 1 true
xs16_6a88b52z033 1 true
xs16_6ags2qr 1 true
xs16_8o6p96z1221 1 true
xs16_c4o79icz011 1 true
xs16_ca2s53z311 1 true
xs16_cim453z641 1 true
xs16_ckl3zw34ac 1 true
xs16_g2u0uh3z11 1 true
xs16_g88e13z178c 1 true
xs16_gjlkk8z146 1 true
xs16_m2s0796z11 1 true
xs16_o4o7picz01 1 true
xs16_o8bdzx3156 1 true
xs16_wg8ob96z643 1 true
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xs16_wml5a4z643 1 true
xs16_xca952z2553 1 true
xs16_xca952z6513 1 true
xs17_02lligz252w23 1 true
xs17_069a4ozc8711 1 true
xs17_069n871z311 1 true
xs17_08e1t6z6511 1 true
xs17_09v0f9z321 1 true
xs17_0c88a53z6952 1 true
xs17_0g8ie0e96z23 1 true
xs17_0gbb871z343 1 true
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Everything is marked as 'true' (meaning that whenever you claim that an object is produced, it is indeed actually produced), so it would ordinarily pass. However, the chi-squared statistic is huge (1089), suggesting that there's some mismatch between the frequencies of objects in your haul against the rest of Catagolue. Investigating now...
What do you do with ill crystallographers? Take them to the mono-clinic!
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Re: Catagolue questions

Postby RedGolpe » June 21st, 2018, 11:12 am

Thank you for your time, waiting for your confirmation before submitting large hauls again.
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Re: Catagolue questions

Postby calcyman » June 21st, 2018, 11:47 am

RedGolpe wrote:Thank you for your time, waiting for your confirmation before submitting large hauls again.


Your three super-large hauls have now passed verification successfully (to be entered into the census at 16:48, in two minutes time), as have many others I've rerun after changing the chi-squared calculation method to ignore the 10 most common objects. By 17:00 the entire verification backlog (extending back to May) should have been processed.
What do you do with ill crystallographers? Take them to the mono-clinic!
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Re: Catagolue questions

Postby RedGolpe » June 21st, 2018, 1:54 pm

Thank you. I wrongly assumed that the larger the haul the better, but I will limit their size from now on.
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Re: Catagolue questions

Postby calcyman » June 21st, 2018, 2:37 pm

RedGolpe wrote:Thank you. I wrongly assumed that the larger the haul the better, but I will limit their size from now on.


That's not necessary! Larger hauls are better, because they put less strain on Catagolue. Thank you for alerting me to the fact that Catagolue was incorrectly rejecting valid hauls (which has since been amended).
What do you do with ill crystallographers? Take them to the mono-clinic!
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Re: Catagolue questions

Postby RedGolpe » June 21st, 2018, 2:45 pm

Large it is then. Thank you for the troubleshooting.
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Re: Catagolue questions

Postby 77topaz » June 21st, 2018, 9:49 pm

You're able to submit 20 million soups every five minutes or so? :o I'm guessing you're using multiple computers?
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Re: Catagolue questions

Postby RedGolpe » June 22nd, 2018, 8:34 am

I'm using 3 machines, though rarely they're all up together. The fastest one outputs 20M soups every little more than 11 minutes.

Edit after setup tweaks (also a note to self):

Machine 1 - always up - 21M every ~28m - ~12k soups/s
Machine 2 - mostly up during the day - 22M every ~14m30s - ~25k soups/s
Machine 3 - mostly up during the night - 23M every ~13m - ~29k soups/s

Peak speed (all machines up): ~66k soups/s
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Re: Catagolue questions

Postby Majestas32 » June 22nd, 2018, 2:13 pm

wha? If only i could have that computing power or otherwise convice you to search my rules lol
Please, stop spam searching Snowflakes.
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Re: Catagolue questions

Postby RedGolpe » June 22nd, 2018, 2:58 pm

I've got nothing against non-standard rules. Which ones are you interested in?
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Re: Catagolue questions

Postby 77topaz » June 22nd, 2018, 5:30 pm

RedGolpe wrote:Machine 1 - always up - 21M every ~28m - ~12k soups/s
Machine 2 - mostly up during the day - 22M every ~14m30s - ~25k soups/s
Machine 3 - mostly up during the night - 23M every ~13m - ~29k soups/s

Peak speed (all machines up): ~66k soups/s


Those are some impressive speeds, the computer I use for searching can only manage about 2200 soups/sec for b3s23/C1. Also, if you're interested, some other rules I'd recommend would be b36is234j/C1, b3-ry4ckns2-in3-cjn4it5aiky6-a7e8/C1 and b3-jkn4as1e2-a3ijnry4n/C1 (I've linked their respective forum threads).
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Re: Catagolue questions

Postby calcyman » June 22nd, 2018, 6:15 pm

Presumably RedGolpe's stats are with the parallelisation flag -p, whereas 2200 soups/sec is typical of a single core.
What do you do with ill crystallographers? Take them to the mono-clinic!
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Re: Catagolue questions

Postby RedGolpe » June 22nd, 2018, 6:23 pm

77topaz wrote:some other rules I'd recommend would be b36is234j/C1, b3-ry4ckns2-in3-cjn4it5aiky6-a7e8/C1 and b3-jkn4as1e2-a3ijnry4n/C1


They all look very interesting, I'll devote some CPU to them in the next few days.

calcyman wrote:Presumably RedGolpe's stats are with the parallelisation flag -p, whereas 2200 soups/sec is typical of a single core.


Indeed. That's 7 logical processors on the slower machine and 11 on the other two.
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Re: Catagolue questions

Postby Majestas32 » June 22nd, 2018, 6:36 pm

I'd recommend b2-a5k6n7cs12-i3ij4k5j8 personally
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