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It is not the case that The cookie cutter model of types — the idea that a type is a perceptible pattern that all tokens resemble — does not work
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Reasons For
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1.
There are generally no properties had by all and only tokens of a given word type (not same phonological structure, nor same sense, nor same spelling)
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2.
Not all tokens of a type have any natural projectible property except for the property of being tokens of the same type
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Reasons Against
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Reason against 1 of 2
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1.
Wittgenstein's family resemblance argument shows that type-members share overlapping similarities rather than a single common perceptible pattern.
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2.
If no single perceptible pattern is shared by all tokens, the cookie cutter model's core mechanism — pattern-matching — cannot be the basis for type-membership.
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3.
Homographic words like 'bank' demonstrate that perceptually identical tokens belong to distinct types, severing resemblance from type-individuation entirely.
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Reason against 2 of 2
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1.
Peirce's original type-token distinction was grounded in abstract law-like relations, not perceptual resemblance, making the cookie cutter model a misreading of the framework's own foundation.
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2.
Abstract objects like the word-type 'the' lack spatiotemporal location and therefore cannot serve as a perceptible pattern that tokens could literally resemble.
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