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Type-token distinction
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The type-token distinction is between a concept and particular instances of that concept. For example, the bicycle in your garage is a token of the type "bicycle."; the bicycle-token is a "particular" located in time and space but the type-bicycle type is not. If we said "The bicycle has become more popular recently." the bicycle referred to is the bicycle-type; if we said the bicycle is in the garage, the bicycle referred to is the bicycle-token.
Types are said to be "abstract objects" that do not have the attributes of location in space and time, as opposed "particulars" that do: the term "particular" is used to refer to (loosely) 'concrete physical objects'.

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The type-token distinction is between a concept and particular instances of that concept. For example, the bicycle in your garage is a token of the type "bicycle."; the bicycle-token is a "particular" located in time and space but the type-bicycle type is not. If we said "The bicycle has become more popular recently." the bicycle referred to is the bicycle-type; if we said the bicycle is in the garage, the bicycle referred to is the bicycle-token.
Types are said to be "abstract objects" that do not have the attributes of location in space and time, as opposed "particulars" that do: the term "particular" is used to refer to (loosely) 'concrete physical objects'. A type may have none to many tokens, e.g. there may be no token of the type "Even number not the sum of two primes".
In a true statement asserting identity between two terms, if the terms refer to the same particular then they are said to be token-identical, otherwise type-identical. For example if it is true that A's favorite car, X, is identical to B's favorite car, Y, then if X and Y are the self-same particular car, then X and Y are tokens and are token-identical. If on the other hand X and Y refer to models of car, then X and Y are types and are type-identical.
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