The claim therefore smuggles in classical assumptions about linear order that are not neutral across foundational frameworks, making its modal force framework-relative rather than absolute.

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Absolute(1930 [1893]: 129): One system whose contents are nothing but sentient experience; a single and all-inclusive experience embracing every partial diversity in concord.
Classical assumptions(what constructive logic challenges): The traditional rules of logic that have been used for centuries, which assume that every statement is either completely true or completely false.
Foundational frameworks(mathematical philosophy): Different basic systems or sets of rules that mathematicians use to build and understand mathematics from the ground up.
Framework-relative(philosophy of mathematics): Something that is true or makes sense only within a particular system or set of rules, rather than being true in all situations.
Linear order(as used in mathematics and logic): An arrangement where things are lined up in a sequence from first to last, like numbers on a number line, so you can always say one thing comes before another.
Smuggles in(argumentation and logic): Introduces something quietly or without acknowledgment, making it seem innocent when it's actually a controversial addition.
modal force(as used in modal logic): The power or strength of a statement about necessity, possibility, or contingency—what makes something 'must be' versus 'might be'.

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