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  1. 00:53 bouma would you call within a 75% CI weak evidence ? i would call it no evidence
  2. 01:00 somiaj bouma: I would just call it a 75% CI, so 1 and 4 chance you are wrong.
  3. 01:00 somiaj I don't think a p value of 0.25 is that common, most prefer 0.05 or smaller
  4. 01:34 PlanckWalk Ci width has little to do with evidence strength.
  5. 02:19 KZ-Spectra hello
  6. 02:34 KZ-Spectra originally, the indices n+m and n-m do not coincide.
  7. 02:34 KZ-Spectra so when impose periodicity, then I want that also to be the case
  8. 02:35 KZ-Spectra anyway, here is a fun problem
  9. 02:35 KZ-Spectra "Find the remainder when 9 x 99 x 999 x ... x 99....9 (999 9s) is divided by 1000"
  10. 02:35 KZ-Spectra Z-module: ^
  11. 02:43 Z-module so the last factor there is 10^999 - 1 ?
  12. 03:01 KZ-Spectra yeah
  13. 03:02 KZ-Spectra it's the flavor of mod arithmetic since that's what we have been doing :)
  14. 03:08 KZ-Spectra Z-module: I'll give you the end answer: 109
  15. 03:09 KZ-Spectra Z-module: https://i.imgur.com/vTstSUO.png can we just do this?
  16. 03:13 PlanckWalk yeah, 9*99*999^997 = 891*(-1) = 109 (mod 1000)
  17. 03:15 PlanckWalk KZ-Spectra: Are you assuming that u_{n+m} = u_{n-m} in general?
  18. 03:15 KZ-Spectra oh no
  19. 03:19 PlanckWalk Oh, I had trouble seeing the subscripts. After I zoomed in so I could see Z^+, yeah that's fine.
  20. 03:19 PlanckWalk Err, superscripts
  21. 03:20 KZ-Spectra PlanckWalk: were you comparing with the mathbin link from earlier? https://mathb.in/77541 Equation 1
  22. 03:20 PlanckWalk No
  23. 03:21 PlanckWalk It looks like it stands alone
  24. 03:22 PlanckWalk There are possible questions of conditional convergence, though.
  25. 03:23 KZ-Spectra those u's are complex
  26. 03:23 PlanckWalk Defining a sum over Z usually requires absolute convergence, but the LHS doesn't.
  27. 03:23 PlanckWalk Doesn't matter
  28. 03:24 PlanckWalk So *if* the RHS is defined, it is equal to the LHS.
  29. 03:25 KZ-Spectra do I even need to go to Z to do my mod arithmetic argument?
  30. 03:25 PlanckWalk No idea, I haven't read through the mathbin at all.
  31. 03:26 PlanckWalk (and probably won't since I'm just in a tea break at work)
  32. 06:12 Hasdiel Does anyone know of a good self-hosted open source alternative to wolfram alpha?
  33. 07:18 Pelleplutt Hello everyone. Our boss have given us a math problem for fun. If we solve it we will get a cake apparently. None of us here are able to solve it since it seems pretty complex so i thought i just put it out here if someone wants to take a chance :)
  34. 07:18 Pelleplutt In a fictive world. Tell me how one human male and ten human females would repopulate an deserted island in the fastest way. How many years would it take for the population to reach 1 million with unlimited food supply, pre-build shelters and enough space. Take in to calculation that a human female cannot reproduce until 13 years old on average and
  35. 07:18 Pelleplutt will only have 1.1 child per year, The maternal mortality rate will be 0,3 %. Please show the calculation for the population reaching 1 million. Take also into calculation that 3,4 % of the the island population die before 40 due to accident and diseases.
  36. 07:36 greenbagels Pelleplutt: interesting problem for a boss to give their employees lol
  37. 07:37 Pelleplutt greenbagels indeed :) He has been playing around with AI but i do not know why this question came from that
  38. 07:43 isekaijin Pelleplutt: Is your boss a weeb or what? What the hell is with that plot?
  39. 07:43 greenbagels isekaijin: lol it is a very male-centric plot
  40. 07:43 greenbagels Pelleplutt: how old are the original people?
  41. 07:44 Pelleplutt I think he is about 43 or something
  42. 07:44 greenbagels no i mean in the problem
  43. 07:44 Pelleplutt oh, good question. We can assume they are above 13 and below 40
  44. 08:00 Pelleplutt I guess we have to assume that its 50% males and 50% females that is born aswell
  45. 08:15 PlanckWalk Looks like something you could just plug into a spreadsheet.
  46. 08:15 PlanckWalk With lots of simplifying assumptions, of course.
  47. 08:16 PlanckWalk Proabbly the most annoying relevant one would be reduced fertility with age.
  48. 08:18 PlanckWalk Inbreeding would be definitely a concern, but make a lot less difference than pretty much any other assumptions.
  49. 08:19 PlanckWalk But basically the boss will either give you a cake or not, on his whims. There isn't a true "correct answer" to this.
  50. 08:19 PlanckWalk (and it's not a math problem anyway)
  51. 08:25 PlanckWalk (If only 3.4% die before 40 on this isolated island with no pre-existing civilization then it's a fucking miracle)
  52. 08:25 PlanckWalk (Even with food and shelter)
  53. 08:29 PlanckWalk Anyway, maybe try asking on worldbuilding.stackexchange.com or something :-p
  54. 08:30 PlanckWalk Because it sounds like the premise for some crappy harem litrpg.
  55. 08:33 Pelleplutt PlanckWalk haha yeah i guess :)
  56. 08:33 Pelleplutt Assumtion is that there is no inbreeding problem aswell :P
  57. 09:30 PlanckWalk Pelleplutt: Then eh, if you take off every sane limit like that then you could probably do it in just over a century.
  58. 09:32 PlanckWalk (The stated mortality rates are irrelevant, and shouldn't even have been mentioned)
  59. 10:03 mh_le morning all
  60. 10:03 mahboubine mornin' mh_le
  61. 10:06 biberao hi
  62. 10:29 sigma1 is T := { {}, {{}} } transitive?
  63. 10:30 Inline vertically not, horizontally maybe
  64. 10:33 mh_le sigma1: what is the definition of "transitive" in this sense?
  65. 10:34 sigma1 is each element of the set is a subset of the set
  66. 10:34 sigma1 *If
  67. 10:35 mh_le if would help if you were a bit more precise
  68. 10:36 sigma1 A set H is transitive if every one of its elements is a subset.
  69. 10:37 mh_le then yes
  70. 10:40 sigma1 and T := { {}, {{}}, {{{}}} } ?
  71. 10:41 lericson we went through this, sigma1
  72. 10:41 lericson can you check for yourself?
  73. 10:47 biberao math time
  74. 10:48 mh_le which kind?
  75. 10:50 biberao mh_le: i did some trig and sequences yesterday night
  76. 10:50 mh_le great
  77. 10:51 machinewhore Is there a collection of urn problems/solutions somewhere that I can use for practice?
  78. 10:52 mh_le urn?
  79. 10:52 mh_le you mean counting/probability problems?
  80. 10:52 machinewhore yeah
  81. 10:53 machinewhore eg, 50 red balls and 50 black balls randomly distributed between 2 urns, yada yada
  82. 10:53 mh_le https://www.google.com/search?q=counting+and+probability+problems&oq=counting+and+probability&gs_lcrp=EgZjaHJvbWUqCAgCEAAYFhgeMgYIABBFGDkyBwgBEAAYgAQyCAgCEAAYFhgeMggIAxAAGBYYHjIICAQQABgWGB4yCAgFEAAYFhgeMggIBhAAGBYYHjIICAcQABgWGB4yCAgIEAAYFhgeMggICRAAGBYYHtIBCDcwNTJqMGo3qAIAsAIA&sourceid=chrome&ie=UTF-8
  83. 10:58 sigma1 I'm not sure whether these are transitive T: = {∅, {{∅}} and S:= {∅, {{∅}}, {∅}} I get confused with the ∅
  84. 10:59 machinewhore S is transitive iff each element of S is a subset of S.
  85. 11:01 machinewhore Is ∅ a subset of T? Is {{∅}} a subset of T?
  86. 11:01 sigma1 it'd be T: = {∅, {{∅}} btw
  87. 11:01 machinewhore Still missing a bracket.
  88. 11:01 sigma1 T: = {∅, {{∅}}}
  89. 11:02 machinewhore If you answer those two questions I asked, then you will know if T is transitive or not.
  90. 11:02 biberao immibis: mh_le going to do it in latex
  91. 11:02 biberao sorry
  92. 11:02 biberao i meant mh_le
  93. 11:02 sigma1 since the elements of ∅(i.e. none) are contained in T
  94. 11:03 mh_le biberao: ah cool
  95. 11:07 machinewhore sigma1: Figure it out?
  96. 11:12 sigma1 machinewhore the set {{∅}} is a subset of T, because its element is part of T
  97. 11:13 PlanckWalk Its element is {∅}
  98. 11:14 PlanckWalk The elements of T are ∅ and {{∅}}
  99. 11:16 machinewhore Yup, those are the elements of T.
  100. 11:16 biberao mh_le: i might need help structuring :D
  101. 11:23 mh_le biberao: is a solution to an assignment you are typesetting?
  102. 11:24 biberao yes
  103. 11:25 mh_le ok, I don't know spanish so I'm not sure I will be able to help
  104. 11:25 biberao mh_le: its not even spanish
  105. 11:25 biberao :\
  106. 11:26 biberao but the issue is structuring i wanted to make it similar
  107. 11:26 mh_le biberao: I'm not sure what you mean by that
  108. 11:27 biberao mh_le: i want to be able to have like exercice 1 and so on
  109. 11:27 biberao good alignment
  110. 11:27 mh_le biberao: let's go to #latex
  111. 11:27 biberao ok
  112. 11:31 sigma1 PlanckWalk so T is transitive as ∅ is a subset of T
  113. 11:33 sigma1 and the members of {{ø}} is only {ø}, and {ø} is a subset of A
  114. 11:35 PlanckWalk That's not the test for transitivity
  115. 11:35 machinewhore sigma: What are the members of T?
  116. 11:35 sigma1 ø, {{ø}}
  117. 11:35 machinewhore Correct.
  118. 11:35 machinewhore Is ø a subset of T?
  119. 11:36 sigma1 yes
  120. 11:36 machinewhore Correct.
  121. 11:36 machinewhore Is {{ø}} a subset of T?
  122. 11:36 sigma1 yes
  123. 11:37 machinewhore What is the definition of "subset'?
  124. 11:38 sigma1 If B is a set whose elements are included in a set A we say that B is included in A or that B subset of A
  125. 11:38 PlanckWalk Let's not use the word "included".
  126. 11:38 PlanckWalk Sometimes people use it to mean "element of", sometimes they use it to mean "subset of".
  127. 11:39 PlanckWalk As you did!
  128. 11:39 machinewhore !^
  129. 11:39 PlanckWalk As in, you use it both ways.
  130. 11:39 PlanckWalk used* it
  131. 11:40 PlanckWalk So try again without using the word "included".
  132. 11:41 sigma1 'part of a set A' instead of that
  133. 11:44 PlanckWalk No, let's not.
  134. 11:44 PlanckWalk Try looking up a definition.
  135. 11:45 PlanckWalk The one you're using is broken.
  136. 11:48 machinewhore42 sigma1: Are you a native English speaker?
  137. 11:50 sigma1 A is a subset of B, if and only if every element of A is an element of B
  138. 11:51 PlanckWalk That one looks better
  139. 11:51 PlanckWalk I severy element of {{ø}} an element of T?
  140. 11:53 sigma1 it seems so
  141. 11:53 PlanckWalk What are the elements of {{ø}}?
  142. 11:54 sigma1 the set {ø}
  143. 11:54 PlanckWalk What are the elements of T?
  144. 11:55 sigma1 the set {ø}  and ø
  145. 11:55 * PlanckWalk scrolls up.
  146. 11:55 PlanckWalk Are you sure?
  147. 11:57 sigma1 err the other should be {{ø}}
  148. 11:58 PlanckWalk Which other?
  149. 11:59 sigma1 {{ø}} and ø
  150. 11:59 PlanckWalk Okay. Is {ø} an element of T?
  151. 11:59 sigma1 no
  152. 12:00 PlanckWalk Right, so now you can answer whether T is transitive.
  153. 12:00 PlanckWalk You've checked its elements, and found one that's not a subset.
  154. 12:01 mh_le Let B - i -> B' - p -> B'' be an exact sequence of left R-modules, and let A be a right R-module and consider the maps id_A (X) i and id_A (X) p then (id_A (X) p) \circ (id_A (X) i) = id_A (X) 0, but why is this the zero map?
  155. 12:01 mh_le R is a ring
  156. 12:06 mh_le here 0 must be the map b \mapsto i(b)\mapto p(i(b))=0 for all b in B, but the Id_A is not zero
  157. 12:06 mh_le the map*
  158. 12:07 mh_le wait
  159. 12:11 sigma1 is U\T transitive?
  160. 12:12 mh_le r( a (X) b) = (ar (x) b) = (a (x) rb). so ( a (x) 0) = 0
  161. 12:13 mh_le that's not right
  162. 12:20 -- Mode ##math [+o int-e] by ChanServ
  163. 12:20 -- Mode ##math [+b-o *!*@2a02:810b:4b40:2998:* int-e] by int-e
  164. 12:28 mh_le so it was pretty obvious that a (x) 0 = 0
  165. 13:56 sigma1 the text asks me whether U \ T is transitive
  166. 13:58 int-e Cool. What are U and T?
  167. 14:21 biberao Z-module: ?
  168. 14:22 brass_ Can the sine function be achieved using finite combination of the basic operations?
  169. 14:24 dTal No, sine is transcendental
  170. 14:25 dTal Why do you ask?
  171. 15:33 paulo https://www.wolframalpha.com/input?i=y%5E2%3D%28x%28x-9%29%28x%2B16%29%29%2C+y+%3D+3
  172. 15:34 paulo why are solutions shown as complex when the line clearly intersects the graph in real space?
  173. 16:12 brass_ dTal Can I message you privately, I can't respond here.
  174. 16:12 dTal You can't?
  175. 16:12 dTal Erm, I guess...
  176. 16:13 brass_ ?Yup ok, it's just that what I might say may sound too dumb on an elementary level.
  177. 16:27 ecraven hello ;) I'm looking for a function that does the following: I know N (the number of items) and i (the index of the current pick). I'd like to go from i=0..N-1, and get back a "random" ordering (so not 0, 1, 2, ... but 5, 7, 23, 1, ...) where each number from 0 to N-1 occurs exactly once for i=0..N-1.
  178. 16:27 ecraven I've tried i*K mod N with K being a coprime to N, but that .. doesn't seem to be correct.
  179. 16:30 Z-module paulo: putting y = 3 in that and working with the resulting equation x^3 + 7x^2 - 144x - 9, I get (if I haven't made an error) the discriminant to be 13133457, which (being positive) means there are three distinct real roots. *Somehow* the particular numbers are fouling up the floating-point solvers. Notice how very minuscule all those imaginary parts are.
  180. 16:32 mh_le hey all
  181. 16:34 ecraven and it works fine, I just implemented it wrong ;)
  182. 17:05 biberao Z-module: tell me what you think https://github.com/gitmapd/gitmapd.github.io/blob/master/limites%20nova%20ficha.pdf <- finished exercise 2 and 3
  183. 17:14 Z-module Looks good, biberao
  184. 17:16 biberao Z-module: ive added another thing to prove bounded for 3-2n
  185. 17:16 biberao if you do f5 should have updated
  186. 17:19 Z-module I think you mean 3 - 2/n
  187. 17:19 biberao no
  188. 17:19 Z-module (here in irc)
  189. 17:19 biberao 3-2n
  190. 17:19 Z-module the sequence 3 - 2n is not bounded
  191. 17:20 biberao thats what i said
  192. 17:20 biberao i meant to say
  193. 17:20 biberao how do i prove its not bounded
  194. 17:20 biberao i did lim n (3-2n) = -inf
  195. 17:20 biberao thats what i meant to say
  196. 17:20 biberao mawk: thanks :D
  197. 17:22 Z-module Take any real r (of any sign). Then 3 - 2n < r iff (3 - r)/2 < n , so for all n > (3 - r)/2, that holds. This is the meaning of lim (3 - 2n) = -infty
  198. 17:23 biberao ah
  199. 17:23 biberao maybe i should use the delta epsilon?
  200. 17:27 Z-module That's what this is, but in the form used for sequences
  201. 17:28 Z-module A sequence {b_n} goes to +infty if: Forall r exists M forall n > M b_n > r Change that last > to < and you get the form for -> -infty
  202. 17:31 mh_le hi Z-module
  203. 17:33 Z-module This reminds me of a very neat thing. Let g_n mean (the (n+1)st prime) - (the nth prime), the nth prime gap. It turns out we don't need really heavy analytic number theory for the following: merely the pretty basic (easier-to-prove than you might think) Chebyshev bounds suffice, and I think only one side of it is even enough: Infinitely many n exist with g_n < g_(n+1) > g_(n+2), also infinitely many with g_n > g_(n+1) < g_(n+2).
  204. 17:52 biberao back
  205. 17:52 biberao sorry
  206. 17:53 biberao Z-module: thank you
  207. 17:56 theseb Can someone tell me how they got the "observed power" on this A/B test calculator? https://abtestguide.com/calc/
  208. 17:57 theseb "two proportions hypothesis testing"
  209. 18:05 biberao Z-module: so for example if an = 3-2n was a monotonic increasing i could do an > M
  210. 18:05 biberao ok
  211. 18:06 biberao i guess that works
  212. 18:06 biberao thank you
  213. 18:06 Z-module by the way, a sequence can -> +infty without being monotonic or eventually monotonic. For example: 1, 2, 3, 2, 3, 4, 3, 4, 5, 4, 5, 6 ...
  214. 18:07 biberao i see
  215. 18:07 biberao for this case is this right to say 1 < 3-2n < -inf
  216. 18:07 biberao ?
  217. 18:07 biberao i dont know if its a good notation
  218. 18:07 Z-module However, that prime gaps sequence {g_n}, while unbounded, does not -> infty, as we've only known with proof for around a decade.
  219. 18:08 Z-module nothing is < -infty
  220. 18:08 Z-module so don't write that
  221. 18:08 biberao ok
  222. 18:08 biberao but you understood what i meant
  223. 18:08 biberao ok
  224. 18:08 Z-module I didn't, nor would anyone else
  225. 18:08 biberao i meant to say
  226. 18:08 biberao sorry
  227. 18:08 biberao i meant to say
  228. 18:08 biberao -inf < 3-2n < 1
  229. 18:09 greenbagels <= 1
  230. 18:09 Z-module okay but -infty < any reals you like, so there's no point writing that. Finitely many innequalities have nothing to do with -> -infty
  231. 18:09 biberao greenbagels: thank you
  232. 18:09 biberao like now i understood what you taught me today
  233. 18:18 biberao check my updated
  234. 18:18 biberao Exercise 2 d)
  235. 18:18 biberao please
  236. 18:26 Z-module I don't think you need to check or mention that 1 > every a_n at all. Simply the fact that eventually all a_n are < any pre-selected number is enough to get that the sequence is not bounded. Also you shouldn't write lim a_n = -infty at the top like that: only write it after showing it to be true.
  237. 18:27 biberao what if for example
  238. 18:27 Z-module the 1 > all a_n would be relevant if you were dealing with "unbounded only on one side" as a separate / special case of "unbounded".
  239. 18:27 Z-module but you're not
  240. 18:27 biberao ah so with a_n >M or a_n < M
  241. 18:27 biberao works for both sides?
  242. 18:37 Z-module {b_n} is "bounded" iff some positive r exists with |b_n| < r (same as: -r < b_n < r ) for all n. Equivalent to saying some reals r < s exist with r < b_n < s for all n. The negation of this, {b_n} unbounded, is: EITHER: for every r, for infinitely many n, r < b_n (that's unbounded above), OR: for every r, for infinitely many n, r > b_n (unbounded below). Or both.
  243. 18:39 Z-module But unbounded above is weaker than {b_n} -> +infty ; unbounded below is weaker than {b_n} -> -infty. The sequence 0, 1, 0, 2, 0, 3, 0, 4, ... is unbounded above, but does not -> +infty.
  244. 18:44 biberao Z-module: so thats the way we did earlier then
  245. 18:44 biberao b_n < M or b_n > M
  246. 18:47 biberao ok gtg
  247. 18:47 biberao thank you
  248. 18:48 greenbagels another happy customer
  249. 19:11 mh_le hi
  250. 19:11 mh_le hey greenbagels
  251. 19:11 greenbagels hi
  252. 19:12 mh_le any progres on Wald?
  253. 19:12 greenbagels realistically i dont know if i have the time for it tbh
  254. 19:12 mh_le ok no problem :)
  255. 19:39 Simplar I'm having issues with elementary problem. I want to find out how to prove that even divided by odd is always even if the divisor divides dividend. I know that even number has 2 among the multiples, while odd number never does, so the two won't go anywhere.
  256. 19:39 Simplar But how to prove the same with subtractions?
  257. 19:57 Z-module Simplar: 2m - (2n + 1) = 2(m - n) - 1 = 2(m - n - 1) + 1 and this last is odd.
  258. 20:09 Simplar Z-module: I meant (2m) / (2n+1)
  259. 20:09 Simplar How can we guarantee that the quotient will always be even?
  260. 20:10 Simplar 2m = (2n+1)q + r
  261. 20:13 Guest5398 Hello, sorry, If you have 7 Characters and every 1 day Chance of Birth is 1%, how can i create a function that will Tell me the amount of Characters after n days?
  262. 20:24 Z-module Simplar: The question presupposes that the numerator n = 2m is an integer multiple of the denominator d where d is odd. So 2m = kd for some k. So 2m/d = k, and k can't be odd because then d, also being odd, would mean kd is also odd, not true since kd = 2m.
  263. 20:25 Z-module also, note taht "difference" referes to the - operator, not the / operator
  264. 20:28 Z-module Simplar: another way to put that. 2m = kd and prime factoriation is unique (up to order), so 2 appears somewhere in the prime factorization of kd. But it's not in d, so it must be in k. So 2m/d = k is even.
  265. 20:33 Guest5398 Its Like having seven dollars and getting 1% interest? Having 7 Characters having a Baby at 1% Chance . That should be IT.
  266. 20:35 pavonia Guest5398: What is the relation between characters and birth here?
  267. 20:36 pavonia Or is it like characters in a game?
  268. 20:36 Guest5398 I mean Characters can increase by 1 at a 1% Chance per one Character per day
  269. 20:36 Guest5398 Yes. Sorry.
  270. 20:42 mahboubine basic question: I've calculated the derivative of some function f, then I was asked to calculate f'(x) at some point c. I did this and the result was an undetermined form (5/0) where do I move from there?
  271. 20:42 mahboubine I am used to facing undetermined forms in limits but I don't know how to deal with them in this case
  272. 20:43 pavonia Guest5398: I guess it's a matter of definition if the chance after N days is 0.01*N or (1.01)^N
  273. 20:43 pavonia ...
  274. 20:46 serveee why is topology so hard to understand
  275. 20:46 serveee set topology that is
  276. 20:46 mh_le is it?
  277. 20:46 serveee maybe im just not understanding it right
  278. 20:47 Galois it's a lot easier if you know real analysis well
  279. 20:47 serveee how so
  280. 20:47 Galois in real analysis you (are supposed to) learn about open and closed sets arising from metric spaces
  281. 20:47 mh_le serveee: topology is the study of continuity
  282. 20:48 serveee i should go back some steps then
  283. 20:48 Galois metric spaces are already an abstraction of Euclidean space, and one which is useful in many ways, but abstracting to open and closed sets is a perfectly natural next step, and that gives you topology
  284. 20:48 serveee frustrating but this isnt something im not familiar with
  285. 20:48 mh_le serveee: you are welcome to ask if there is something specific that's not clear to you
  286. 21:17 Z-module mahboubine: what's your f, and your c ? f might not actually be differentiable at c
  287. 21:20 mh_le Z-module: pm?
  288. 21:33 mahboubine Z-module: oh forgot about this, as you said f turned out not differentiable at c
  289. 21:33 mahboubine I was overthinking the whole thing
  290. 22:27 adder I'm trying to do IDWDS on a three table game, but I'm not sure how. Can someone help? | | Ann | Bob | Carla |
  291. 22:27 adder | ---- | ---- | ---- | ---- |
  292. 22:27 adder | Ann | (2, 0, 1) | (2, 0, 1) | (2, 0, 1) |
  293. 22:27 adder | Bob | (2, 0, 1) | (0, 1, 2) | (0, 1, 2) |
  294. 22:27 adder | Carla | (2, 0, 1) | (1, 2, 0) | (1, 2, 0) |
  295. 22:27 adder
  296. 22:27 adder Carla votes Ann
  297. 22:27 adder
  298. 22:27 adder | | Ann | Bob | Carla |
  299. 22:27 adder | ---- | ---- | ---- | ---- |
  300. 22:27 adder | Ann | (2, 0, 1) | (0, 1, 2) | (2, 0, 1) |
  301. 22:27 adder | Bob | (0, 1, 2) | (0, 1, 2) | (0, 1, 2) |
  302. 22:28 adder Sorry.
  303. 22:28 b0nn adder: FTR a paste site would have been more appropriate than posting into the channel
  304. 22:29 adder I know, I just mispasted the screenshot url. I meant to paste: https://imgur.com/AM8lJ0J.png
  305. 22:29 adder So what I don't get is how a three-table game reduced to a single table.
  306. 22:29 adder That is, I'm not following what the text says.
  307. 22:35 int-e Hmm. the label on the 2nd (or is that 4th) figure should be "Anna votes for A".
  308. 22:36 adder Ah, that makes sense.
  309. 22:36 int-e adder: But that seems to be the only thing wrong with it... what are you having trouble with?
  310. 22:39 adder Nothing, it checks out now.
  311. 22:39 adder Thanks, int-e.
  312. 22:39 int-e Cool, np.