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Eighth edition lekma: Difference between revisions
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|||||||||||This content is about the eighth version of ‹ lekma › which signifies disprivate version | |||||||||||This content is about the eighth version of <span title='/ˈʔekmɐ/'>‹ lekma ›</span> which signifies disprivate version of <span title='/ˈʔekmɐ/'>‹ lekma ›</span> spelt <span title='/ˈʔekmɐ/'>‹ lekmae ›</span>. <span title='/ˈʔekmɐ/'>‹ lekma ›</span> is revising <span title=<nowiki>'This ‹ lekma › is private over all. This is a sought derived language, mixture of dialacts of some certain real languages, designed specifically for the writer. Directed to be themselves or to seek that what language be simple. Most things to think in mind, that makes simple is, zero lexical morpheme, low amount of loaned words/origins, self generable lexemes, self centred syntax that uniqueness of syntax is innecessary.'</nowiki>>custom dialects</span>.|| | ||
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|||colspan=5|This eighth is a variation though, a bit more to the other versions | |||colspan=5|This eighth is a variation though, a bit more to the other versions in that lexical items of ‹ lekmae › are cognisable to have selfly been supplied. <span title=<nowiki>'/ˈʔekmɐ/. Though there are writing variants, varies solely in the writing. They were ‹ ekm ›, ‹ ekma ›, ‹ lekma ›, ‹ lekmae ›.'</nowiki>>‹ lekma ›</span> signifies any version,|| | ||
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|||colspan=5|<span title=<nowiki>'/ˈʔekmɐ/. Formally ‹ lekmaeneu › /ˈʔekmɐnäu̯/. They mean expressions of the written language who is a collection of a thousand of items. Kutarutchu /kʉˈtɑɾʉt͡ʂy/ meant Outlanders, whose common language is ‹ lekmae › alongside of their native tongue. ‹ cvetaizue › /kuˈtäi̯çy/ is their ‹ lekmae › name.'</nowiki>>‹ lekmae ›</span> solely means <span title='https://linguifex.com/wiki/Eighth_edition_lekma'>eighth version</span>. <span style=color:#ffffff>__</span> About | |||colspan=5|<span title=<nowiki>'/ˈʔekmɐ/. Formally ‹ lekmaeneu › /ˈʔekmɐnäu̯/. They mean expressions of the written language who is a collection of a thousand of items. Kutarutchu /kʉˈtɑɾʉt͡ʂy/ meant Outlanders, whose common language is ‹ lekmae › alongside of their native tongue. ‹ cvetaizue › /kuˈtäi̯çy/ is their ‹ lekmae › name.'</nowiki>>‹ lekmae ›</span> solely means <span title='https://linguifex.com/wiki/Eighth_edition_lekma'>eighth version</span>. <span style=color:#ffffff>__</span> About the supplied structure that <span title='/ˈʔekmɐ/'>‹ lekmae ›</span> selfly is, word is <span title='Every concept may have supercategory conceptual names of thing names.'>categorised</span> in two, nouns or verbs. Names of objects is lexical noun,|| | ||
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|||colspan=5|<span style=color:#ffffff>__</span>n. in short. <span title='Relationals that were locative or adverbs in a sense, others are common nouns. end in a relation is considered a stative verb'>Relational noun</span>, is the subset, denotes relations of objects, rel. in short. That n. plus resulted n. are nouns. Also <span title=<nowiki>'Of first objective word situates primarily right after verbs, this objective word is sole for a verb, they together modify a description. Same set shares minimal length of time, this may be though the determination based the meaning of word, unique to this, 'be-verb' is a noun. longness for nouns, semi long for relationals, semi short for relationals, shortness for verbs. towards something.'</nowiki>>names of motions</span> is lexical verb, v. in short.|| | |||colspan=5|<span style=color:#ffffff>__</span>n. in short. <span title='Relationals that were locative or adverbs in a sense, others are common nouns. end in a relation is considered a stative verb'>Relational noun</span>, is the subset, denotes relations of objects, rel. in short. That n. plus resulted n. are nouns. Also <span title=<nowiki>'Of first objective word situates primarily right after verbs, this objective word is sole for a verb, they together modify a description. Same set shares minimal length of time, this may be though the determination based the meaning of word, unique to this, 'be-verb' is a noun. longness for nouns, semi long for relationals, semi short for relationals, shortness for verbs. towards something.'</nowiki>>names of motions</span> is lexical verb, v. in short.|| | ||
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|||colspan=5|A set of words that verb objectivises latter next noun is a resulted noun. <span title=<nowiki>'This is ›adjective‹. This includes linking verbs. when a stative verb is first words of an attributive.'</nowiki>>Stative verb</span>, sta. in short, is the subset. Which is lexical descriptive, means unbound to next noun,|| | |||colspan=5|A set of words that verb objectivises latter next noun is a resulted noun. <span title=<nowiki>'This is ›adjective‹. This includes linking verbs. when a stative verb is first words of an attributive.'</nowiki>>Stative verb</span>, sta. in short, is the subset. Which is lexical descriptive, means unbound to next noun,|| | ||
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|||colspan=5|they may modify a <span title=<nowiki>'basically a noun words though. when so ‹ - › is between that words so that set of words are tied.'</nowiki>>noun / words / thematic words</span>. Them plus resulted sta. are descriptives. <span style=color:#ffffff>__</span> Every noun modifies their latter next noun. This links nouns till lattermost noun|| | |||colspan=5|they may modify a <span title=<nowiki>'basically a noun words though. when so ‹ - › is between that words so that set of words are tied.'</nowiki>>noun / words / thematic words</span>. Them plus resulted sta. are descriptives. <span style=color:#ffffff>__</span> Every noun modifies their latter next noun. This links nouns till <span title=<nowiki>'lattermost nouns in a set of words are noun, inneed to have a word to modify.'</nowiki>>lattermost noun</span>|| | ||
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|||colspan=5|that makes a set of words, between nouns are spaceless. It is possible that a set of words is made of a word. A set of words is incomplete save for words end in noun,|| | |||colspan=5|that makes a set of words, between nouns are spaceless. It is possible that a set of words is made of a word. A set of words is incomplete save for words end in noun,|| | ||
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|||colspan=5|still modifies a latter word/words. A set of words end in rel. is resulted stative verb, can modify their | |||colspan=5|still modifies a latter word/words. A set of words end in rel. is resulted stative verb, can modify their near to <span title=<nowiki>'It means for an incomplete a set of words to have a words to modify is, to stabilise them momentally.'</nowiki>>words that may beyond spaces/dictions.</span>|| | ||
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|<span style=color:#ffffff>_</span>concerning lekmae which is pronounced /ˈʔekmɐ/</span> | |<span style=color:#ffffff>_</span>concerning lekmae which is pronounced /ˈʔekmɐ/</span> | ||
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|<span style=color:#ffffff>_</span>documentation is <span title='The eighth version graphs to construct | |<span style=color:#ffffff>_</span>documentation is <span title='The eighth version graphs to construct is, in the course though the completion will be years later.'>drastically incomplete</span> <br><span style=color:#ffffff>_</span>a thousand lexical items will be listed in years | ||
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|<span style=color:#ffffff>_</span>content is written in the language, <br><span style=color:#ffffff>_</span>that is a language of outer lands to the [[User:Neubalhhonn|<span style=color:#000000>writer</span>]] | |<span style=color:#ffffff>_</span>content is written in the language, <br><span style=color:#ffffff>_</span>that is a language of outer lands to the [[User:Neubalhhonn|<span style=color:#000000>writer</span>]] | ||
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|<span title=letter tracing the original. letter of numbers. Graphs of numbers are unphonemical.>graphemes</span>||<span style=color:#ffffff>_</span>lexicals<span style=color:#ffffff>_</span>|| | |<span title=letter tracing the original. letter of numbers. Graphs of numbers are unphonemical.>graphemes</span>||<span style=color:#ffffff>_</span>lexicals<span style=color:#ffffff>_</span>||meanings||<center><span title=<nowiki>'original letter, that is a made rooting. originally letter colours may have served for majuscule/minuscule difference, also for punctation.'</nowiki>>original approximate graphs</span> | ||
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|<center>E/e||<span title=<nowiki>'›zero‹. of tot. this is a zeroth number. when placed before a ‹ . ›, fills the place, it is zero, numbers placed before this will be tenfold. when placed after a <.>, unfills the place, it is a quantity of zero.'</nowiki>>Etd/etd</span>||every zeroth||a ›zero‹, also <span title=<nowiki>'‹ ⴲ ›, ‹ T ›/‹ t ›, a tenfold. ‹ C ›/‹ c ›, a hundredfold. ‹ O ›/‹ o ›, a thousandfold.'</nowiki>>‹ T ›</span> | |<center>E/e||<span title=<nowiki>'›zero‹. of tot. this is a zeroth number. when placed before a ‹ . ›, fills the place, it is zero, numbers placed before this will be tenfold. when placed after a <.>, unfills the place, it is a quantity of zero.'</nowiki>>Etd/etd</span>||every zeroth||a ›zero‹, also <span title=<nowiki>'‹ ⴲ ›, ‹ T ›/‹ t ›, a tenfold. ‹ C ›/‹ c ›, a hundredfold. ‹ O ›/‹ o ›, a thousandfold.'</nowiki>>‹ T ›</span> | ||