Difference between revisions of "88: Escher Bracelet"

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==Explanation==
 
==Explanation==
This image parodies "WWJD" bracelets, which is an acronym for "What Would Jesus Do?". Christians (primarily) wear such bracelets (or other "WWJD" paraphernalia) as a reminder to act in a way that Jesus would act, which presumably is the "Christian" way to act. It is not entirely clear, but this particular type of bracelet appears to be the rubber type most famously popularized by cyclist Lance Armstrong’s charitable {{w|Livestrong}} yellow rubber bracelets for charity which later became a popular fad amongst all sorts of charitable and non charitable messages.
+
This image parodies "WWJD" bracelets, which is an acronym for "What Would Jesus Do?". Christians (primarily) wear such bracelets (or other "WWJD" paraphernalia) as a reminder to act in a way that Jesus would act, which presumably is the "Christian" way to act. It is not entirely clear, but this particular type of bracelet appears to be the rubber type most famously popularized by cyclist Lance Armstrong's charitable {{w|Livestrong}} yellow rubber bracelets for charity which later became a popular fad amongst all sorts of charitable and non charitable messages.
  
In this comic, the "J" has been replaced by an "E" for {{w|M. C. Escher}}. a Dutch graphic artist (1898–1972) best known for art containing imagery that would be impossible in the real world (often referred to as impossible constructions or optical illusions). Among his most famous works are "Drawing Hands" – two hands which are drawing each other on paper; "Relativity" in which a series of staircases and arches come from the floor, ceiling and the walls in all directions, each with people standing on them as if each direction is "down"; and "Ascending and Descending" – a building with a staircase on its roof that is a closed square which appears to ascend infinitely.
+
In this comic, the "J" has been replaced by an "E" for {{w|M. C. Escher}}. a Dutch graphic artist (1898–1972) best known for art containing imagery that would be impossible in the real world (often referred to as impossible constructions or optical illusions). Among his most famous works are "{{w|Drawing Hands}}" – two hands which are drawing each other on paper; "{{w|Relativity (M. C. Escher)|Relativity}}" in which a series of staircases and arches come from the floor, ceiling and the walls in all directions, each with people standing on them as if each direction is "down"; and "{{w|Ascending and Descending}}" – a building with a staircase on its roof that is a closed square which appears to ascend infinitely.
  
In keeping with Escher's art, the WWED bracelet has a single half-twist in it. This creates what is known as a {{w|Mobius Strip}}, which actually ''can'' exist in physical space. Although the Mobius strip is not an impossible construction, it is still an apparently confusing structure which Escher used in his art. Most notably, his work "Mobius Strip II" depicts ants crawling around a Mobius Strip. One can create this shape simply by taking a strip of paper (or any bendable material), making a half twist, and taping/stapling/etc. the ends together. If you draw a single continuous line starting down the centre of the bracelet from the middle of the "W" going left, you will end up drawing from the "WWED", going around again on the "inside" of the bracelet, before coming back around to the front again and ending up at the "D". In other words, the surface of the bracelet has only one side (the front and the back are the same side). The phrase "the only downside" in the image-text may be a pun referencing this one-sidedness. As the image-text suggests, the twist in the bracelet might make it uncomfortable to wear.
+
In keeping with Escher's art, the WWED bracelet has a single half-twist in it. This creates what is known as a {{w|Mobius strip}}, which actually ''can'' exist in physical space. Although the Mobius strip is not an impossible construction, it is still an apparently confusing structure which Escher used in his art. Most notably, his work "Mobius Strip II" depicts ants crawling around a Mobius strip. One can create this shape simply by taking a strip of paper (or any bendable material), making a half twist, and taping/stapling/etc. the ends together. If you draw a single continuous line starting down the centre of the bracelet from the middle of the "W" going left, you will end up drawing from the "WWED", going around again on the "inside" of the bracelet, before coming back around to the front again and ending up at the "D". In other words, the surface of the bracelet has only one side (the front and the back are the same side). The phrase "the only downside" in the image-text may be a pun referencing this one-sidedness. As the image-text suggests, the twist in the bracelet might make it uncomfortable to wear.
  
 
==Transcript==
 
==Transcript==
:[A Livestrong-type bracelet is featured with an Escher twist in it. The band has the letters "WWED" printed on it.]
+
:[A Livestrong-type bracelet is featured, but with an Escher twist in it. The band is a Mobius strip. The band has the letters "WWED" printed on it.]
 
:What Would Escher Do?
 
:What Would Escher Do?
 +
 
{{comic discussion}}
 
{{comic discussion}}
 +
 +
[[Category:Math]]

Revision as of 14:30, 13 December 2015

Escher Bracelet
The only downside is that it would be a little uncomfortable.
Title text: The only downside is that it would be a little uncomfortable.

Explanation

This image parodies "WWJD" bracelets, which is an acronym for "What Would Jesus Do?". Christians (primarily) wear such bracelets (or other "WWJD" paraphernalia) as a reminder to act in a way that Jesus would act, which presumably is the "Christian" way to act. It is not entirely clear, but this particular type of bracelet appears to be the rubber type most famously popularized by cyclist Lance Armstrong's charitable Livestrong yellow rubber bracelets for charity which later became a popular fad amongst all sorts of charitable and non charitable messages.

In this comic, the "J" has been replaced by an "E" for M. C. Escher. a Dutch graphic artist (1898–1972) best known for art containing imagery that would be impossible in the real world (often referred to as impossible constructions or optical illusions). Among his most famous works are "Drawing Hands" – two hands which are drawing each other on paper; "Relativity" in which a series of staircases and arches come from the floor, ceiling and the walls in all directions, each with people standing on them as if each direction is "down"; and "Ascending and Descending" – a building with a staircase on its roof that is a closed square which appears to ascend infinitely.

In keeping with Escher's art, the WWED bracelet has a single half-twist in it. This creates what is known as a Mobius strip, which actually can exist in physical space. Although the Mobius strip is not an impossible construction, it is still an apparently confusing structure which Escher used in his art. Most notably, his work "Mobius Strip II" depicts ants crawling around a Mobius strip. One can create this shape simply by taking a strip of paper (or any bendable material), making a half twist, and taping/stapling/etc. the ends together. If you draw a single continuous line starting down the centre of the bracelet from the middle of the "W" going left, you will end up drawing from the "WWED", going around again on the "inside" of the bracelet, before coming back around to the front again and ending up at the "D". In other words, the surface of the bracelet has only one side (the front and the back are the same side). The phrase "the only downside" in the image-text may be a pun referencing this one-sidedness. As the image-text suggests, the twist in the bracelet might make it uncomfortable to wear.

Transcript

[A Livestrong-type bracelet is featured, but with an Escher twist in it. The band is a Mobius strip. The band has the letters "WWED" printed on it.]
What Would Escher Do?


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Discussion

Search the Internet for WWFSMD. Xhfz (talk) 22:12, 22 October 2013 (UTC)

Something you might like to try with two paper Mobius strips (apologies if you already know these)...take the first one you made and with scissors make a hole in the middle of the strip and cut all the way around making sure to stay along the middle until you get back to the start... see what you ended up with? It gets better... take the second strip you made and repeat the cutting but this time make sure you cut along the strip 1/3rd of the way from the edge (youll need to go around twice before you get back to the starting puncture hole)... how cool is that!Squirreltape (talk) 18:43, 3 March 2014 (UTC)


If the bracelet band is a Möbius strip, shouldn't the words on it have been "What Would Möbius Do?" 162.158.154.229 19:51, 2 October 2017 (UTC)

The idea is that the bracelet is referencing maths, not a specific person. 141.101.98.174 09:26, 17 March 2021 (UTC)