Dictionary Game: Explore the Uniqueness of Words

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The discussion centers around a game variant of the Wikipedia game that involves exploring word definitions through a dictionary. Participants look up a chosen word, then continue to explore the definitions of those definitions until they return to the original word. This exercise reveals that words are often defined in relation to themselves, suggesting that they lack intrinsic meaning. The game highlights the idea that words serve as pointers to personal experiences rather than concrete definitions. A suggestion was made to modify the rules to include looking up definitions until reaching a previously encountered word. One participant shared their experience starting with the word "the," ultimately leading to an infinite loop without repetition, demonstrating the complexity and interconnectedness of language.
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this game is a varient of the wikipedia game, though it teaches a strange lesson.

use dictionary.com or someother dictionary site and take any word, look up its definition and then look up those definitions until you get back to the original word...

what it shows is that words are defined by themselves and thus have no meaning (^_^) as far as definitions are concerned... words point to experiences within us which cannot be defined.
 
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jiohdi said:
use dictionary.com or someother dictionary site and take any word, look up its definition and then look up those definitions until you get back to the original word...
You may wish to consider a slight change to the rules. Look up those definitions until you get back to one of the words you already looked up.

I tried playing this game. Unfortunately I looked up an infinite number of words and never got a repeat. I started with 'the'.
 
I cheated and found:

Hill: a natural elevation of the Earth's surface, smaller than a mountain.

Mountain: a natural elevation of the Earth's surface rising more or less abruptly to a summit, and attaining an altitude greater than that of a hill, usually greater than 2000 ft. (610 m).
 
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