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{{ArticleTitle|[M3] "This statement is false", true value - MX / Q35,32|NoContents=y}} <includeonly><onlyinclude><dfn class="{{{class|field_mdem}}} manual flag" data-dimension="M3" data-qid="35,32"><data data-field="" data-series="" data-work="" data-chapter="" data-tale="" data-object="" data-note="" data-lexeme=""></data>{{IM3|Q=35,32}}{{#if: {{{1|}}} | [[E:Q35,32|{{{1}}}]] | [[E:Q35,32|{{TTS|tts=True or false?|T/F?:}} This statement is false]] }}<ins class="field"></ins>{{WaveScore|sum=1|quilt=1|ply=1|enddfn=1}}</onlyinclude></includeonly>{{HueNumberPreview|E=Q35,32}}<!-- duplication hint: copy or update fake Item from [[Special:PermanentLink/NNNN|Q35,32]] --> == Core characteristics == <dl class="wikitable hue"> {{HueClaim |P=item type| {{Template:M3}} }} {{HueRoster|EP=PPPA/L|lang=en| {{E:Q3532}} }} {{HueClaim |EP=PPPA|lang=en| What is the truth value of "This statement is false"? }} {{HueRoster|EP=P42| -- }} <!-- en: QID references --> {{HueRoster|EP=P34| -- }} <!-- en: field, scope, or group --> {{HueRoster|EP=P4| {{E:Q942}} | {{E:Q618/STM|statement with complicated truth value}} [[Category:Non-binary statements ontology]] }} {{HueRoster|EP=P3| -- }} {{HueRoster|EP=P5| -- }} </dl> === Appearances === <dl class="wikitable hue"> {{HueRoster|EP=P14| -- }} </dl> == Wavebuilder combinations == <dl class="wikitable hue data_wavebuild three"> {{WaveBuildNone| -- | -- | -- }} <!-- en: Along With, Produces ?? ?? --> </dl> === Wavebuilder characterizations === <dl class="wikitable hue data_wavebuild three"> {{WaveRoute| -- | -- | {{E:Q35,32}} }} <!-- en: From ?? ?? --> </dl> == [[User:Reversedragon/FirstNineThousand/6000|Prototype]] notes == <ol class="hue clean"> <li class="field_mdem" value="35,32" data-dimension="M3">What is the truth value of "This statement is false"? -> <br /> A) statement claims statement cannot contain true information.<br /> B) propositions are to be evaluated for situations in which they are true, rather than assuming they apply to everything β quarks axiom.<br /> C) propositions can carve out specific areas of reality that they apply to before asserting something is true there β Trotskyism axiom.<br /> D) when a statement asserts that something is true or false, it asserts that there is a defined field of study in which the statement applies, such that that field is able to claim particular things are true or false β Digital World axiom.<br /> E) the statement contains an internal model of the statement.<br /> F) the internal model that a particular object holds of itself is not necessarily true β shovel dream axiom.<br /> G) the internal model of an object is true when it accurately models the object β North Korea axiom.<br /> H) the statement itself is an object with internal components.<br /> I) one component of the statement is the model of itself, containing the concepts of "this statement" and "false", and assigning the state of being false to "this statement". <code>p(x) CONTAINS (x HAS RELATIONSHIP false VERSUS p(x))</code><br /> J) in the model, "false" refers to the state of being inaccurate or un-sound, the same as what it is usually assumed to mean.<br /> K) in the model, "this statement" refers to a hypothetical version of the statement, and not the real statement β see Digital World axiom, Trotskyism axiom. the hypothetical statement is inaccurate to something.<br /> L) we do not have to begin by seriously assuming a statement is true as much as potentially-false or undecided β Sagan axiom.<br /> M) the statement "This statement is false" could hypothetically be an inaccurate model. N) the statement claims to apply to itself, and does not claim to apply to other things. </li></ol> == Background == <!-- == Footnotes == <references group="n"> <ref name="a">asdfsdf</ref> </references> === References === <references> <ref name="cn">Citation unknown. Add later.</ref> </references> --> [[Category:Hue-format fake Items]] <!-- to prevent extra spacing. page ends here. magic words: (none) --> <!-- for copying prototype notes, add to change summary: , [[Special:PermanentLink/9131|Q35,32]] -->
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