Editing Talk:1208: Footnote Labyrinths

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So what I'm hearing is this, "No means No.", yes?[[Special:Contributions/66.88.136.254|66.88.136.254]] 19:37, 8 May 2013 (UTC)
 
So what I'm hearing is this, "No means No.", yes?[[Special:Contributions/66.88.136.254|66.88.136.254]] 19:37, 8 May 2013 (UTC)
 
It's a real strange logic, but "No = No" means "Yes" --[[User:Dgbrt|Dgbrt]] ([[User talk:Dgbrt|talk]]) 19:44, 8 May 2013 (UTC)
 
 
;Footnote logic:
 
 
So... I did some footnote logic, and came up with this:
 
 
This explanation will treat footnotes as footnotes, with the order of operations from top-down, with footnotes acting on only the object they are attached to, including other footnotes.
 
 
1. no^1^2
 
 
2. no^3
 
 
3. no(not true^3^2)
 
 
4. no(not (true^5))
 
 
5. no(not (true^2^6^3))
 
 
The ^6 says the ^2 is actually a 1^2^2, but the ^3 says that the ^6 is "not true^3^2". This leads us to an infinite loop, as the "not true^3^2" in step 3 led to the addition of the additional "not true^3^2".
 
 
I assume that the loop can be reduced down to either "true" or "not true", for the purposes of following this path. I will explore both options.
 
 
if infinite loop is true:
 
 
6a. no(not true^1^2^2) (replacing 2 with 1^2^2 as per 6)
 
 
7a. no(not true^1^4)
 
 
8a. no(not true(ignore(not true^3^2))) (infinite loop again)
 
 
I guess we'll split once more.
 
 
if second loop is true:
 
 
9aa. no(not (true(ignore(not true)))) (as the second loop reduced to true, we have no more footnotes)
 
 
10aa. no(not true) (since the "ignore" this exponent was not true, we can remove it)
 
 
And we finally have something simple. No is not true, so evidence was actually found.
 
 
if second loop is false:
 
 
9ab. no(not (true(ignore(not (not true))))) (again, with the second loop reduced to "not true", we have no more footnotes)
 
 
10ab. no(not (true(ignore)))
 
 
11ab. no(not)
 
 
This is a bit more confusing, as we're ignoring the true as per step 10ab, and are just left with no^not. I'm going to take this to mean true, as in, again, evidence was found.
 
 
if first loop is false:
 
 
6b. no(not (true^2)) (the ^6 which said that the ^2 was actually a 1^2^2 was negated by the ^3 (which we declared as false for this leg), therefore both the ^3 and the ^6 can be reduced to nothing.)
 
 
No idea how to proceed here, as true is not a footnote, and can't be followed or incremented.
 
 
If we just ignore the ^2, we're left with the same as 10aa. That is, evidence was again found.
 
 
Alternatively, we can say that because ^5==false led us to a nonsensical result, then ^5 must always reduce to true, meaning that the only acceptable answer is to follow the path to 10aa.
 
 
Any way you slice it, evidence was certainly found.
 
 
[[User:Kalzekdor|Kalzekdor]] ([[User talk:Kalzekdor|talk]]) 22:29, 25 May 2013 (UTC)
 
 
;Read the title text
 
The title text says that you have to toggle between interpreting footnotes and calculating them (minus one, modulo 6, plus 1). And all calculations using the plus sign for exponents are wrong. 3<sup>2</sup> is 3*3 and not 3+2.
 
 
:Interpreting footnotes:
 
:no<sup>1<sup>2</sup></sup> - <sup>1</sup>ignore this
 
:no<sup>2</sup> - <sup>2</sup>increment by 2
 
:no<sup>4</sup> - <sup>4</sup>IBID -> footnote before
 
:no<sup>3</sup> - <sup>3</sup>not true<sup>3<sup>2</sup></sup>
 
:yes<sup>3<sup>2</sup></sup>
 
 
:Calculation:
 
:3<sup>2</sup> = 9 -> 9-1 = 8 -> 8 modulo 6 = 2 -> 2 plus 1 = 3
 
:yes<sup>3</sup>
 
 
:Interpreting footnotes is again the same as before:
 
:yes<sup>3</sup>
 
:no<sup>3<sup>2</sup></sup>
 
 
So I am also on an infinite loop and footnotes 5 and 6 are never used.
 
--[[User:Dgbrt|Dgbrt]] ([[User talk:Dgbrt|talk]]) 11:29, 26 May 2013 (UTC)
 
 
 
you are all wrong and I would presume there is no solution as title popup says '''every time''' you read it you should toggle... so I'm afraid everyone could arrive to different solution.
 
[[Special:Contributions/87.239.45.58|87.239.45.58]] 12:55, 26 June 2013 (UTC) Cyp
 
 
(A) I don't follow the last comment.  You toggle only when you read the mouseover.  For most people, only once: i.e., try it the other way. 
 
(B) Should 1 be interpreted as a message to the reader or a comment on the footnoted phrase?  If the latter, then as exponents, it is 1x1=1, or ignore the "no".  If the former, then as exponents, move on to footnote 2, then 4, then 3 and stop there--"not true <sup>3x3</sup>" cannot be evaluated.  When interpreting as footnotes, then the footnote on No<sup>1</sup> also cannot be evaluated as footnote 3 is an endless loop of 3-2-4-3-2-4... There is no opportunity to arbitrarily stop at "true" or "not true" as one commenter suggests because one never reaches the point of evaluating the self-referential 3 on the third footnote.  Or it so it seems to me. [[Special:Contributions/114.171.110.105|114.171.110.105]] 14:03, 11 July 2013 (UTC)
 
 
;Where is the EDIT WAR here???
 
There is an update here today to the latest update on November 17. 2013; where is the actual WAR??? --[[User:Dgbrt|Dgbrt]] ([[User talk:Dgbrt|talk]]) 01:35, 8 January 2014 (UTC)
 
:I am the anonymous editor who made the last edit before the page was protected. I suspect my frustrated summaries made the administrators believe there was a war. [[Special:Contributions/199.27.128.146|199.27.128.146]] 17:53, 13 January 2014 (UTC)
 
 
I see it in a a different way.
 
no ^ 1 ^ 2 means footnote 1) to the word "no" and footnote 2) to footnote 1. Thus we got:
 
No (ignore this) (2)
 
no (ignore this) (increment by 2 before following) - so use 4) instead of 2)
 
no (ignore this) (4)
 
no (ignore this (ibid) - so use 3) instead of 3)
 
no (ignore this) (3)
 
no (ignore this) (not true) (3)(2)
 
As 2) take us to 3) via 4) we got
 
no (ignore this) (not true) (3)(3)
 
Now we can replace both (3)'s with '(not true) (3)(2)', but... they are the same. It does not matter if they are true or not, because we can A) apply 'not true' to the phrase 'not true', which results in 'true', or B) apply 'true' to the 'true' phrase, which results in the same answer, so:
 
no (ignore this) (not true)
 
Not true makes us ignoring footnote 1, and in consequence, footnoted 'no' from the very beginning stays the same.
 
I could alt, but It's 4p.m. and I'm heading home from office. 8-)
 
[[Special:Contributions/141.101.88.219|141.101.88.219]] 13:58, 26 September 2014 (UTC)Koovert
 
 
testing a thing here
 
jc{{unsigned ip|162.158.34.4}}
 
 
== It is meaningless to increment a phrase by 2 ==
 
 
Increment by 2 = add 2 = ignore this 2 = ignore this too, implying there's another ¹ somewhere earlier. Such word games wouldn't be out of character for whoever would write such a terrible mess. (Though at doesn't explain the 'before following' part.) --[[Special:Contributions/172.68.182.112|172.68.182.112]] 19:30, 20 March 2019 (UTC)
 
:As I understand it, you are incrementing the one by two, leading you to three, which leads to an infinite loop of 3 and 5. [[User:Netherin5|Netherin5]] ([[User talk:Netherin5|talk]]) 13:33, 21 March 2019 (UTC)
 
 
House of Leaves reference, anyone? [[Special:Contributions/108.162.238.161|108.162.238.161]] 16:43, 17 September 2019 (UTC)
 

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