Editing 207: What xkcd Means

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The second panel shows [[Cueball]] searching for his mobile phone by having his friend call it to locate the ringtone, only to hear a ring from inside of his dog's stomach, possibly a reference to {{w|Jurassic Park III|''Jurassic Park III''}}.{{Citation needed}}<!-- explain which part of the movie it refers to --> This, by the way, is a weird depiction. Usually this is done by someone with or close to you. Because if Cueball didn't have his phone, then how could he get someone outside the house to call it? Having someone you meet call your phone, presumably to find it, is used in [[2900: Call My Cell]], although it turned out it was not really about finding the phone, rather, [[Black Hat]] showing his inner [[classhole]].  
 
The second panel shows [[Cueball]] searching for his mobile phone by having his friend call it to locate the ringtone, only to hear a ring from inside of his dog's stomach, possibly a reference to {{w|Jurassic Park III|''Jurassic Park III''}}.{{Citation needed}}<!-- explain which part of the movie it refers to --> This, by the way, is a weird depiction. Usually this is done by someone with or close to you. Because if Cueball didn't have his phone, then how could he get someone outside the house to call it? Having someone you meet call your phone, presumably to find it, is used in [[2900: Call My Cell]], although it turned out it was not really about finding the phone, rather, [[Black Hat]] showing his inner [[classhole]].  
  
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The third panel discusses calling an Ackermann function using Graham's number as input arguments to horrify mathematicians, where {{w|Graham's number}} is a (very) large number (once celebrated as the largest number ever used in a proof, although it is no longer the record holder), and the {{w|Ackermann function}} is a (very) fast-growing function, thus the function's output must be insanely large. (In fact, A(g<sub>64</sub>, g<sub>64</sub>) is actually smaller than g<sub>65</sub>.)
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In the third panel, {{w|Graham's number}} is a (very) large number (once celebrated as the largest number ever used in a proof, although it is no longer the record holder), and the {{w|Ackermann function}} is a (very) fast-growing function, thus the function's output must be insanely large. (In fact, A(g<sub>64</sub>, g<sub>64</sub>) is actually smaller than g<sub>65</sub>.)
  
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The fourth panel describes how walking in a specific pattern on a tile floor based on arbitrary rules related to the position of the black and white tiles will cause someone to be unable to walk normally on a tile floor ever again. This is further referenced in [[245: Floor Tiles]].
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The fourth panel shows somebody walking in a pattern based on the position of black and white tiles on the floor. This is further referenced in [[245: Floor Tiles]].
  
 
The title text refers to {{w|stigmata}}, marks corresponding to Jesus' crucifixion wounds. They are also sometimes reported to bleed periodically. Using ketchup to cover up stigmata wouldn't be a very good idea, as from afar people would think that you actually are bleeding from your (supposed) stigmata. Devout Catholics have claimed to have spontaneously developed stigmata.
 
The title text refers to {{w|stigmata}}, marks corresponding to Jesus' crucifixion wounds. They are also sometimes reported to bleed periodically. Using ketchup to cover up stigmata wouldn't be a very good idea, as from afar people would think that you actually are bleeding from your (supposed) stigmata. Devout Catholics have claimed to have spontaneously developed stigmata.

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