207: What xkcd Means
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The second panel shows a person in an inset calling his friend's phone to help him find it, only for it to ring from inside a dog's stomach. | The second panel shows a person in an inset calling his friend's phone to help him find it, only for it to ring from inside a dog's stomach. | ||
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+ | In the third panel, {{w|Graham's number}} is a large number (celebrated as the largest number ever used in a proof), and the {{w|Ackermann function}} is a fast-growing function. Actually, A(g<sub>64</sub>, g<sub>64</sub>) is less than g<sub>65</sub>. | ||
{{incomplete}} | {{incomplete}} |
Revision as of 20:07, 8 March 2013
What xkcd Means |
Title text: It means shuffling quickly past nuns on the street with ketchup in your palms, pretending you're hiding stigmata. |
Explanation
The first panel shows a driver making a right turn at a red light, a U-turn on the connecting road and then a left turn, returning him to his original direction. Right turns at red lights and U-turns could be illegal at some intersections.
The second panel shows a person in an inset calling his friend's phone to help him find it, only for it to ring from inside a dog's stomach.
In the third panel, Graham's number is a large number (celebrated as the largest number ever used in a proof), and the Ackermann function is a fast-growing function. Actually, A(g_{64}, g_{64}) is less than g_{65}.
This explanation may be incomplete or incorrect: Please include the reason why this explanation is incomplete, like this: {{incomplete|reason}} If you can address this issue, please edit the page! Thanks. |
Transcript
- What does XKCD mean?
- [One car of two sitting at a red light makes a right turn, then shifts over to the left and makes a left turn to go back the way it came. It then makes another right and continues on the road past the traffic light. This is shown with a red arrow.]
- It means saving a few seconds at a long red light via elaborate and questionably legal maneuvers.
- [Someone on a cell phone is shown in a circle in the panel. A second person in the panel itself is looking at a dog, from which the ringing sound of his phone is coming]
- Ring
- It means having someone call your cell phone to figure out where it is.
- [The mathematical function "A(g_{64}, g_{64})=" appears in the panel. Next to the equal sign stands a mathematician, clutching his head.]
- It means calling the Ackermann function with Graham's number as the arguments just to horrify mathematicians.
- Mathematician: Aughhh
- [An approximately 8 by 8 square of floor tiles is shown; the first, fourth and seventh across in the first, fourth and seventh rows are black and the rest are white. A guy and girl are shown next to it, walking on what is presumed to be the same pattern of floor tiles.]
- It means instinctively constructing rules for which floor tiles it's okay to step on and then walking funny ever after.
- [Line indicating the uppermost right black tile: Black tiles okay]
- [Line indicating tile directly below it: White tiles directly between black tiles okay]
- [Line indicating a white tile in the last column over: Not okay]
Discussion
I do the last panel ALL THE FRIGGIN' TIME. Alpha (talk) 20:07, 8 March 2013 (UTC) Graham's Number has not had that title for several years now.... See here: http://googology.wikia.com/wiki/Graham's_number XKCD also means getting addicted to webcomics because they are too funny
-108.162.237.175 21:57, 22 June 2015 (UTC)
A question, what is meant with "(In fact, A(g64, g64) is less than g65)"? Is g65 more than g64? Is it much more? Is A(g64, g64 "insanely large" compared to what you would expect or not? Maplestrip (talk) 13:05, 24 June 2015 (UTC)
- It means that mathematicians who read XKCD are not horrified by the idea, but calmly compute the result. (g65 is obviously more than g64 ; both Graham's number and Ackermann functions are methods to make ludicrously high numbers, and the "only slightly more" means that they growing in roughly same ludicrous speed) -- Hkmaly (talk) 02:04, 2 June 2016 (UTC)
You know, if everyone did the traffic thing at intersections, it would basically be the same as a roundabout. --162.158.102.150 16:19, 26 November 2015 (UTC)