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#Number System
daybreaksys · 1 month
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English based language with a Minecraft based number system
1 wun
2 to
3 twun
4 four
5 fouwun
6 fouto
7 foutwun
8 eigh
9 eiwun
10 eito
11 eitwun
12 eifour
13 eifouwun
14 eifouto
15 eifoutwun
16 sik
17 sikwun
18 sikto
19 siktwun
20 sikfour
21 sikfouwun
22 sikfouto
23 sikfoutwun
24 sikeigh
25 sikeiwun
26 sikeito
27 sikeitwun
28 sikeifour
29 sikeifouwun
30 sikeifouto
31 sikeifoutwun
32 thur
33 thuwun
34 thuto
35 thutwun
36 thufour
37 thufouwun
38 thufouto
39 thufoutwun
40 thureigh
41 thureiwun
42 thureito
43 thureitwun
44 thureifour
45 thureifouwun
46 thureifouto
47 thureifoutwun
48 thursik
49 thursikwun
50 thursikto
51 thursiktwun
52 thursikfour
53 thursikfouwun
54 thursikfouto
55 thursikfoutwun
56 thursikeigh
57 thursikeiwun
58 thursikeito
59 thursikeitwun
60 thursikeifour
61 thursikeifouwun
62 thursikeifouto
63 thursikeifoutwun
64 pak
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paradoxcase · 1 year
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QuCheanya post 6, last post:
I shoved a bunch of extra stuff in at the end of the grammar which is all new but is more vocabulary-related than anything.
First, the number system:
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Eat your heart out, Janko Gorenc. Is he even still around? I have no idea.
I tried to explain this in prose, rather than make a giant table of "here's how you say every number" but I'm not sure this is super clear, let me know if I can make it clearer. The multiples of 6 are as follows:
18: choi mai
24: syene fyeirä / pfona mai
30: talä mai
36: choi fyeirä / choamai
42: choamai fu mai (thirty-six and six)
48: pfona fyeirä / choamai syene (thirty-six two = 120 base 6)
54: choamai choi (thirty-six three = 130 base 6)
60: talä fyeirä / choamai pfona (thirty-six four = 140 base 6)
66: choamai talä (thirty-six five = 150 base 6)
72: mai fyeirä / syene choamai (two thirty-six = 200 base 6)
78: syene choamai fu mai (two thirty-six and six = 210 base 6)
84: roate fyeirä / syene choamai syene (two thirty-six two = 220 base 6)
I hope that makes sense. If you're counting only in base 6, note that syene choamai fu syene is actually 202 base 6, which is 74, while syene choamai syene, without the fu, is 220 base 6 = 84.
Incidentally, the base 12 system for angles of a circle works out to 15 earth degrees for every 12 cheanya degrees, or:
360 degrees = 200 base 12 degrees
180 degrees = 100 base 12 degrees
90 degrees = 60 base 12 degrees
60 degrees = 40 base 12 degrees
45 degrees = 30 base 12 degrees
30 degrees = 20 base 12 degrees
20 degrees = 14 base 12 degrees
15 degrees = 10 base 12 degrees
10 degrees = 8 base 12 degrees
Now that we have numbers, we can have time of day:
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Honestly, I don't know why we split our clock into after-midnight-but-before-noon and after-noon-but-before midnight.
Also, yes, the sundials (and clocks) go anticlockwise. This is because we are in the southern hemisphere. Sundials in the northern hemisphere also go anticlockwise if you mount them on the wall (and southern hemisphere sundials mounted on the wall go clockwise) and I was not able to confirm this, but I suspect that all of those things are reversed if the planet spins the other direction and the sun rises in the west (which is not the case here).
This is using grammar discussed above: qhaitsea is the plural of qhaitse, hour, qätyafye is qätya (which is now a noun) + fye, suapfifye is suapfi (now also a noun) + fye, and fosorofye is the verb foso (= sleep) + action nominalizer -ro + fye. And of course, when your writing system is a syllabary, abbreviations use the entire first syllable of the word.
And now we have dates:
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So, there are five weeks in each month, the first and last two are six days long and the middle one is usually eight days long and sometimes nine days long. And there are nine months. So that is a total of 32 days in the seven short months, 33 days in the two long months, and one leap day every five years, for a total of 290.2 days in the year. The days are 30.5 earth hours long, because I wanted to give my conpeople a day length that actually matches my natural circadian rhythm, for a total of 8851.1 earth hours in a year, compared to earth's 8769.6 earth hours per year, a difference of 81.5 earth hours, or about 3 earth days and 9 earth hours and 30 earth minutes. Each Cheanya hour is about 1 earth hour and 42 earth minutes long, with the Cheanya minutes being about 42 earth seconds long, and the Cheanya seconds are about 18% longer than earth seconds.
Language-wise: Nyoacelya Lyuya is nyoace (= fact/piece of information) + plural genitive ending -lya (plural nyoacea means knowledge/information) and lyui (= day) pluralized to lyuya. Nyufeisya is diminutive prefix nyu- + feisya (= sister), and Yearilye Ciria and Nyufeisyalye Ciria are just the names of the moons + genitive singular -lye and ciria, which looks plural, but actually means celebration or festival in either the singular or the plural.
Now, a table of postpositions, some of which are new:
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Also shows what they mean when you affix them to a verb, and what case they take. Probably I will add more, but I think this covers a decent range to start with.
And some charts of the system of demonstratives and time/place words I talked about before:
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More grammatical uses for tsai and nea. I think when I get to question words I will make them using another prefix that goes onto this same set of bases to make "what time", "what place", "what thing", "what person", etc. Note that this is yet another solution to the gay fanfiction problem - if the topic-reflexive pronoun and the noun tenses are not enough, there are also eight other words you can use to refer to people and things besides the third-person pronoun. I didn't do this intentionally, it kind of happened by accident.
Anyway, that's the wrap. The full document, including a number of other interlinears at the end and a dictionary of all QuCheanya words used in the document is here: https://github.com/faiuwle/qucheanya/blob/main/qucheanya.pdf
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quizsession1 · 1 year
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Mathematics
Unlimited Questions for practice. Useful in every Government Job exam like BANK, SSC, RAILWAYS and any Other Exams
Mathematics - Quizsession.com
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ncertlearninglab · 2 months
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Transform Your Math Skills: NCERT Class 9 Maths Chapter 1 NUMBER SYSTEM ...
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bhagavanbhakthi · 3 months
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Indian invented just 0, then who invented other numbers?
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novastellavox · 5 months
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Hey 👋
I just created a way to count from 1 to 12 on one hand!
Going from Thumb to pinky they're numbered 1 - 5. When a finger is extended, it is mentioned.. contracted fingers are not named in the form... For example: 👍 = 1☝️= 2✌️= 23 🤙 = 1 5 🤟 = 12 5 🖐️ = 12345
And the counting works in the following way:
1: 1
2: 12
3: 123
4: 1 4
5: 12 4
6: 1234
7: 1 5
8: 12 5
9: 123 5
10: 1 45
11: 12 45
12: 12345
In that sense 1, 2, and 3 count each as 1 Unit; 4 as 3 Units, and 5 as 6 Units.
You might notice that there are technically 2 ways to show some of these numbers.. one extended and one compact.
3 Units is either 123 or 4... 6 Units are either 1234 or 5... and 9 Units are either 123 5 or 45
Now.. I would say which one you use is based on context.
If you want to show a number at greater distances or count down, the extended version makes more sense. For example: 123 -> 12 -> 1 is better for 3 Units than 4 -> 12 -> 1... and same for the other special versions..
But if you want to display just that number over a short distance or count upwards, the compact version makes more sense to use.
Anyway.. When counting in Base12... I would say it's:
one, two, three, four, five, six, seven, eight, nine, ten, eleven, twelve, onetwel, twotwel, thirtwel, [...], ninetwel, tentwel, eletwel, twenty, [...], twentyten, twentyleven, thirty, [........], ninetyleven, tenty, [...] tentyleven, Eleventy, [...], Eleventyleven, One Hundred....
One Hundred being 144 in Base10.
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late-night-bear · 10 months
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It's time to talk numbers. Now, as a mathematician, I'm legally obligated to say that I love numbers and have a special connection to them - there's nothing quite like a number i to lay aside in bed with after the dusk falls into quiet darkness. Alas, I mustn't dwell on the imaginary.
Now, counting is a fairly interesting thing in language, because contrary to what I want to do, as far as I've seen number systems in ancient languages only go so big before they get cumbersome, inefficient, or perhaps they're just not capable of it. But this makes sense if I think about it. Would anyone really need to count to one hundred novemvigintillion? NO. At best a few tens or hundreds of thousands is enough for most purposes when populations are smaller and there aren't people walking around playing idle exponential growth games with the global economy. If and when the people of Plenith start playing around with bigger numbers they can invent new words as they go, but for now this is fine.
With that being said, I'm personally a big fan of the number 12, which is why I've decided that Orekanav's numbering system is in base-12. This basically means that each digit of a number goes in powers of 12 rather than our decimal powers of 10. E.g. our numbers go 1s, 10s, 100s, 1000s, etc. but my numbers go 1s, 12s, 144s, 1728s, 20736s and so on. It looks ugly here but that's because I'm having to write these numbers in base 10 using arabic numerals, but whatever.
As you can see in the table all the digits from 0 - 11 are there, along with the names for the multiples of 12, as well as for 144, 1728 and 20736. Also a neat lil trick you can see in the bottom right there when there are multiple zeroes in a row, they get tied together with small circles to help keep it easier to read.
Also up there in the top is a symbol I created which is sort of a number but not really, called dát (d-ahh-t) and it's basically used when you want to say that there's an absolute ton of stuff without having to give a specific number. Usually the "size" of this absolute ton depends on the context (i.e. the stuff that we're talking about), but if you really want to emphasise how many stuff there is you can always add more O.
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dooseep · 1 year
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Binary Number System in computer
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The binary number system is one of the four types of number systems. In computer applications, where binary numbers are represented by only two symbols or digits, i.e. 0 (zero) and 1 (one). Here binary numbers are expressed in base-2 numeral system. Reed More.....
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meltedmush · 22 days
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Bunch a doodlesssss
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bluestation · 1 year
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RUNNING THROUGH MY MIND
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vidyaguru1 · 1 year
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Supercharge Your Math Skills: Top Tricks for SSC CGL, Banking, Competitive Exams, and CDS using Super Number System
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brambeag · 1 year
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they gave him long greying hair 4 me<3xoxoxo
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gunstellations · 2 months
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shadow is saddled with unnecessary feelings
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firesidefable · 1 year
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Daalina number system:
*Daalina is my conlang ; vowels make their own syllables except "aa" ; "aj" sounds like [ aye ] ; Daalina numbers are in non-romanized script , but will be referred to as their phonetic , romanized versions
0 - [ ohh ] 1 - [ mu ] 2 - [ na ] 3 - [ keh ] 4 - [ rey ] 5 - [ jhaj] 6 - [ vei ] 7 - [ kwsh ] 8 - [ kaj ] 9 - [ thiu ] 10 - [ gkaa or aam ]
- base 10
- numbers from 0 - 10 are called 'base numerals'
- 11-19 are configured as ( number ) + ( 10 ) , so 14 = [ 4 ] + [ 10 ] = [ reygkaa ]
- 20 , 30 , 40 , etc are configured as [ 10 ] • [ number ] so 40 = [ 10 ] • [ 4 ] = [ aamrey ]
- [ gkaa ] is used when adding 10 and [ aam ] multiplying 10
- larger multiples of 10 are denoted by powers of , or [ ch ] . [ Ch ] has a slight "ih" sound at the end . 700 = [ 10^2 ] • [ 7 ] = [ aamchna • kwsh ] = [ aamchnakwsh ]
- larger and more complicated numbers are configured in a way similar to scientific notation ... 109,016 = [ 16 ] + [ 10^3 • 9 ] + [ 10^5 ] = [ veigkaa + aamchkeh • thiu + aamchjhaj ] = [ veigkaa'aamchkehthiuaamchjhaj ]
- looking for "aam" helps differentiate 'sections' of large numbers
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i think it would be funny if people occasionally arose from the dead. like if that was a real-life one-in-a-million but well-documented Thing That Sometimes Happens, and the entire legal system around death (laws on inheritance & marriage & murder etc) had to include caveats for the unlikely-but-scientifically-possible event that the dead person in question might spontaneously self-resurrect, even years or decades after death. it would raise so many inconvenient and absurd possibilities
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bishy437 · 7 months
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congratulations to moshang for being the most popular pairing of my mxtx charms! 💙 🧡
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And congratulations to Coffin!Hualian for being the overall most popular item LOL ❤️🤍
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