Ox-Yew: Difference between revisions

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158 bytes added ,  17 March 2022
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[[Category:Languages]]
[[Category:Conlangs]]
[[Category:Artlangs]]
[[Category:A_priori]]
{{privatelang}}{{construction}}
{{Infobox language
{{Infobox language
|name = Adzaay (Ox-Yew)
|name = Ox-Yew
|nativename = Adzaay, Adɮāλ
|nativename = Adzaay
|pronunciation = /ɑdˈɮɑːtɬʼ/
|pronunciation = /ädˈɮäːtɬ’/
|creator = [[User: Bpnjohnson|BenJamin P. Johnson]],<br />
|creator = [[User:Bpnjohnson|BenJamin P. Johnson]],<br />
<small>creator of:<br />
<small>
creator of:<br />
<ul>
<ul>
<li>[[Ox-Yew|Adzaay]]</li>
<li>[[Ox-Yew|Adzaay]]</li>
<li>[[Brooding]]</li>
<li>[[Dlatci]]</li>
<li>[[Dlatci]]</li>
<li>[[Grayis]]</li>
<li>[[Grayis]]</li>
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<li>''[[Middle Valthungian]]''</li>
<li>''[[Middle Valthungian]]''</li>
</ul>
</ul>
<li>[[Gothic Romance]]</li>
<ul>
<li>[[Extemplar Latin]]</li>
<li>[[Bad Romance]]</li>
</ul>
</ul>
curator of:<br />
<ul>
<li>[[Brooding]]</li>
<li>[[Nymeran]]</li>
</ul>
</ul>
</small>
</small>
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|familycolor = language isolate
|familycolor = language isolate
}}
}}
[[Category:Languages]]
[[Category:Conlangs]]
[[Category:Artlangs]]
[[Category:A_priori]]


[[Contionary: adzaay#Ox-Yew|Adzaay]] (or [[Contionary: adzaay#Ox-Yew|Adɮāλ]]) is an a priori, possibly non-terrestrial language whose phonology, morphology, grammar, and really whose entire weltanschauung is inextricably tied to sets of three. Their number system is nonal (3×3); there are three vowels; there are three of each type of consonant; there are three noun classes (or “genders,” but that word really isn’t useful here); there are even three finite grammatical moods.
[[Contionary: adzaay#Ox-Yew|Adzaay]] (or [[Contionary: adzaay#Ox-Yew|Adɮāλ]]) is an a priori, possibly non-terrestrial language whose phonology, morphology, grammar, and really whose entire weltanschauung is inextricably tied to sets of three. Their number system is nonal (3×3); there are three vowels; there are three of each type of consonant; there are three noun classes (or “genders,” but that word really isn’t useful here); there are even three finite grammatical moods.

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