Fibonacci Numbers

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Lambuzhao
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Fibonacci Numbers

Post by Lambuzhao »

Fibonacci Numbers

Salutations!

This idea is based on a combination of the threads Count to 10 in your Conlang
http://www.cbbforum.com/viewtopic.ph ... bers#p4651


Choices of Mathematical Base
http://www.cbbforum.com/viewtopic.ph ... er+Numbers


Number Types
http://www.cbbforum.com/viewtopic.ph ... er+Numbers

Math
http://www.cbbforum.com/viewtopic.ph ... rs#p127070

And a few other posts here and there.
Let's see how natlangs/conlangs/protolangs handle a subset of the first 32 Fibonacci Numbers.
I am especially interested to see how other Base-systems handle these numbers (I'm thinking of you, Dozenals!). Flex your knowledge of natlangs, augment yer conlangs, steam-punk yer proto-langs - Let's count some Fibonacci numbers!
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Lambuzhao
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Re: Fibonacci Numbers

Post by Lambuzhao »

:con: Rozwi
0 nuwod [nu.wɔd]
1 oza [ʔo.zɐ]
1 oza [ʔo.zɐ]
2 ovai [ʔo.vɑj]
3 zeo [zɛʊ]
5 qinqo [qyŋ.qo]
8 omono [ʔɔ̃.'mõ.nõ]
13 qšemeto ['qʃɛ̃.me.to]
21 °zovo [ʔɔ.zo.vo]
34 `abazuo [̃ʕɑ.bɐ.zu.wo]
55 qinqigo [qyŋ.qy:.go]
89 ptromneuo [pɬɔ̃ɱ.'nɛ.βo]
144 šame`au ovavo [ʃɐ̃.mɛ.ʕɑʊ ʔɔ.vɑ.vo ]
233 òvašemú`ai zezúo [ʔɔ.vɐ.ʃẽ.'mu.ʕɑj ze.'zu.wo]

377 zeušumie qšemevaqšemvúo [zɛʊ.ʃʊ̃.'mjɛ qʃɛ̃.me.vɑ.qʃẽɱ.vu.wo] ]

610 sašumie estro [sɐ.ʃʊ̃.mjɛ ʔes.ɬo]

987 ninyašumie qšemevomnéuo [nĩŋ.jɐ.ʃʊ̃.'mjɛ qʃɛ̃.me.vɔɱ.nɛ.βo]

1597 elefo qišumie qšemeuptrolǽwo [ʔɛ.'le.fo qy.ʃʊ̃.'mjɛ qʃẽ.mɛʊp.ɬɔ.'læ:.wo]

2584 °vǽlefo qišumie `avomneuo [ʔɔ.'væ:.le.fo qy.ʃʊ̃.'mjɛ ʕɑ.vɔ̃ɱ.'nɛ.βo]

4181 `abǽlefo šame`au ozomneuo [ʕɐ.'bæ:.le.fo ʃɐ̃.mɛ.ʕɑʊ ʔo.zɔ̃ɱ.'nɛ.βo]

6765 sasbélefo qēšumie qigšešbo [sɐs.'bɛ.le.fo qɛ:.ʃʊ̃.'mjɛ qyg.'ʃeʃ.bo]

10,946 °zámet ninyašumie šišþavo [ʔɔ.'zɑ̃.met nĩŋ.jɐ.ʃʊ̃.'mjɛ ̃ʃiʃ.'θɑ.vo]

17,711 °zámet qšemvélefo qēšumie 'œstro
[ʔɔ.'zɑ̃.met qʃẽɱ.'vɛ.le.fo qɛ:.ʃʊ̃.'mjɛ ʕʊɛs.ɬo]

28,657 °vǽmet omnélefo sašumie qšemeváqigo
[ʔɔ.'væ̃:.met ʔɔ̃ɱ.'nɛ.le.fo sɐ.ʃʊ̃.mjɛ qʃɛ̃.me.'vɑ.qy.go]

46,368 ªbómet sasbélefo zeušumie omnešešbo
[ʕɐ.'bõ.met sɐs.'bɛ.le.fo zɛʊ.ʃʊ̃.'mjɛ ʔɔ̃ɱ.'nɛ.ʃeʃ.bo]

075,025 qšemvómet qinqélefo qigovo [qʃẽɱ.'võ.met qyŋ.'qɛ.le.fo qy.'gɔ.vo ]

121,393 °závito °vǽmet élefo zeušumie zeoptrolǽwo
[ʔɔ.'zɑ̃.vi.tɔ ʔɔ.'væ̃:.met ʔɛ.'le.fo zɛʊ.ʃʊ̃.'mjɛ zɛʊp.ɬɔ.'læ:.wo ]

196,418 °závito ptromet sasbélefo abaušumie omneto
[ʔɔ.'zɑ̃.vi.tɔ 'pɬõ.met sɐs.'bɛ.le.fo ʕɐ.bɑʊ.ʃʊ̃.'mjɛ ʔɔ̃ɱ.'nɛ.to ]

317,811 zéovito °zámet qšemvélefo omonušumie œstro
['zɛʊ.vi.tɔ ʔɔ.'zɑ̃.met qʃẽɱ.'vɛ.le.fo ʔɔ̃.mõ.nu.ʃʊ̃.'mjɛ ʕʊɛs.ɬo]

514,229 qinqóvito °zámet abǽlefo òvašemú`ai ptrovo
[qyŋ.'qo.vi.tɔ ʔɔ.'zɑ̃.met ʕɐ.'bæ:.le.fo ʔɔ.vɐ.ʃẽ.'mu.ʕɐj 'pɬɔ.vo ]

832,040 omonóvito zéomet °vǽlefo avo
[ʔɔ̃.mõ.'no.vi.tɔ 'zɛʊ.met ʔɔ.'væ:.le.fo 'ʕɑ.vo]

1,346,269 χilóza zéovito ªbómet sasbélefo òvašemú`ai ptróšešbo
[xɪ.'ɫo.zɐ 'zɛʊ.vi.tɔ ʕɐ.'bõ.met sɐs.'bɛ.le.foʔɔ.vɐ.ʃẽ.'mu.ʕɐj 'pɬɔ.ʃeʃ.bo ]

I think I have another thirty, but I'll stop here.
PLEASE feel free to continue on if you wish.

Spoiler:
**NOTE: In Rozwi,units+tens are expressed units first, then tens.
Hundreds are declined for singular (100), dual (200), plural (300-900).
Thousands (elefo), Ten-Thousands (met), Hundred-Thousands (vito), and millions (xil) are pretty much straight up place value holders a la Chinese and Japanese.
Last edited by Lambuzhao on 11 Jun 2016 13:25, edited 1 time in total.
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Sḿtuval
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Re: Fibonacci Numbers

Post by Sḿtuval »

:con: Pimogam (dozenal [:D] )
Numbers are in short form.

0 taham [ˈta.ham]
1 ibi [ˈi.βi]
1 ibi [ˈi.βi]
2 um [um]
3 rem [ɹim]
5 mog [muj]
8 nud [nuð]

11 elbi [ˈil.βi]
19 ilaŋem [i.la.ˈŋim]
2A kimaplut [ki.ˈma.blut]
47 hanyl ped [ˈha.nil pið]
75 pidyl mog [ˈpi.ðil muj]

100 lile [li.ˈli]
175 lile pidyl mog [li.ˈli ˈpi.ðil muj]
275 unte pidyl mog [un.ˈdi ˈpi.ðil muj]
42A hanulel kimaplut [ha.nu.ˈlil ki.ˈma.blut]
6A3 tigmulel pluryl rem []
B11 unnulel elbi []

1,5B4 tinr mugulel unnyl ham []
2,505 umr mugulel tahanyl mog []
3,AB9 ritr plurulel unnyl iam []
6,402 tigmutr hanulel tahanyl um []
A,2BB plurutr unte unnyl omm []

14,701 hinti hanutr pidulel tahanyl ibi []
22,A00 umpiti umr plurulel tahanyl taham []
37,501 rinti pidutr mugulel tahanyl ibi []
5A,301 muguinti plurutr rale tahanyl ibi []
95,802 iaŋuinti mugutr nudulel tahanyl um []

133,B03 irimuinti ritr unnulel tahanyl rem []
209,705 kimatuinti iaŋutr pidulel tahanyl mog []
341,608 kuhantuinti tinr tigmulel tahanyl nud []
54B,111 mugylahanuinti unnutr lile elbi []

The rest of the pronunciation will be added later, as will some more numbers.
Last edited by Sḿtuval on 07 Jul 2014 01:53, edited 1 time in total.
I have absolutely no idea what I'm doing.
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eldin raigmore
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Re: Fibonacci Numbers

Post by eldin raigmore »

Lambuzhao wrote:Fibonacci Numbers
The ratio of consecutive Fibonacci numbers is a Diophantine approximation of the "golden ratio", the solution to R + 1 = R^2 . (That is, 1/(R-1) = R)
Spoiler:

Code: Select all

      1        1		1
      2        1		2
      3        2		1.5
      5        3		1.66666666666667
      8        5		1.6
     13        8		1.625
     21       13		1.61538461538462
     34       21		1.61904761904762
     55       34		1.61764705882353
     89       55		1.61818181818182
    144       89		1.61797752808989
    233      144		1.61805555555556
    377      233		1.61802575107296
    610      377		1.61803713527851
    987      610		1.61803278688525
  1,597      987		1.61803444782168
  2,584    1,597		1.61803381340013
  4,181    2,584		1.61803405572755
  6,765    4,181		1.61803396316671
 10,946    6,765		1.6180339985218
 17,711   10,946		1.61803398501736
 28,657	17,711		1.6180339901756
 46,368	28,657		1.61803398820532
 75,025	46,368		1.6180339889579
121,393	75,025		1.61803398867044
where each denominator is the previous numerator, and each numerator is the sum of the previous numerator and the previous denominator.
Did you think about the Diophantine approximation of the "silver ratio", the solution to R + 2 = R^2 + R ? (That is, 2 = R^2)
Spoiler:

Code: Select all

            1               1		1
            3               2		1.5
            7               5		1.4
           17              12		1.41666666666667
           41              29		1.41379310344828
           99              70		1.41428571428571
          239             169		1.41420118343195
          577             408		1.41421568627451
        1,393             985		1.41421319796954
        3,363           2,378		1.41421362489487
        8,119           5,741		1.41421355164605
       19,601          13,860		1.41421356421356
       47,321          33,461		1.41421356205732
      114,243          80,782		1.41421356242727
      275,807         195,025		1.4142135623638
      665,857         470,832		1.41421356237469
    1,607,521       1,136,689		1.41421356237282
    3,880,899       2,744,210		1.41421356237314
    9,369,319       6,625,109		1.41421356237309
   22,619,537      15,994,428		1.4142135623731
   54,608,393      38,613,965		1.41421356237309
  131,836,323      93,222,358		1.4142135623731
  318,281,039     225,058,681		1.4142135623731
  768,398,401     543,339,720		1.4142135623731
1,855,077,841   1,311,738,121		1.4142135623731
where each denominator is the sum of the previous numerator and denominator, and each numerator is the sum of the denominator and the previous denominator.
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Lambuzhao
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Re: Fibonacci Numbers

Post by Lambuzhao »

Eldin,
How do the Adpihi represent Fibonacci numbers ?
:wat:
{You are one of the Dozenal of whom I spake}
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eldin raigmore
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Re: Fibonacci Numbers

Post by eldin raigmore »

Lambuzhao wrote:Eldin,
How do the Adpihi represent Fibonacci numbers ?
:wat:
{You are one of the Dozenal of whom I spake}
I don't know yet. I wish I did. If I did I'd tell you.


[hr][/hr]

Sḿtuval wrote::con: Pimogam (dozenal [:D] )
Numbers are in short form (which includes vocative)
"O one!"
"Hey two!"
"Oy three!"
etc.?
Last edited by eldin raigmore on 07 Jul 2014 01:20, edited 2 times in total.
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Sḿtuval
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Re: Fibonacci Numbers

Post by Sḿtuval »

eldin raigmore wrote:
Sḿtuval wrote::con: Pimogam (dozenal [:D] )
Numbers are in short form (which includes vocative)
"O one!"
"Hey two!"
"Oy three!"
etc.?
Maybe vocative wasn't the right term. What I meant was when someone is counting "one, two, three..." as opposed to "one noun, two nouns, three nouns..." they would use the short form.
I have absolutely no idea what I'm doing.
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Bagliun Edar
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Re: Fibonacci Numbers

Post by Bagliun Edar »

0 mor [ˈmɔɾ]
1 al [ˈal]
1 al [ˈal]
2 am [ˈam]
3 obul [ˈɔbul]
5 ala [ˈala]
8 enal [ˈɛnal]
13 envin [ˈɛnvin]
21 obulen [ˈɔbulɛn]
34 jaenvin [ˈʒaɛnvin]
55 renvin [ˈɾɛnvin]
89 renalaenala [ˈɾɛnalaɛˌnala]
144 amrenvinenja [ˈamɾɛnviˌnɛnʒa]
233 jarenalaenam [ˈʒaɾɛnalaˌɛnam]
377 enrenjaenvin [ˈɛnɾɛnʒaˌɛnvin]
610 enalarenobulenal [ˈɛnalaɾɛnɔbuˌlɛnal]
987 amenvinrenen [ˈamɛnvinˌɾɛnɛn]
1,597 jaenjarenjaenal [ˈʒaɛnʒaɾɛnʒaˌɛnal]
2,584 zolobulrenalaenal [ˈzɔlɔbulɾɛnalaˌɛnal]
4,181 zolalaenalrenamenam [ˈzɔlalaɛnalɾɛnaˌmɛnam]
6,765 amzolalaenalarenobul [ˈamzɔlalaɛnalaɾɛˌnɔbul]
10,946 jazolobulenvinrenamenala [ˈʒazɔlɔbulɛnvinɾɛnamɛˌnala]
17,711 enzolamenjarenobulenal [ˈɛnzɔlamɛnʒaɾɛnɔbuˌlɛnal]
28,657 enjazolvinenobulrenalaenvin [ˈɛnʒazɔlvinɛnɔbulɾɛnalaˌɛnvin]
46,368 amenalazolamenalrenamen [ˈamɛnalazɔlamɛnalɾɛˌnamɛn]
75,025 jaenobulzolenalarenvin [ˈʒaɛnɔbulzɔlɛnalaˌɾɛnvin]
121,393 renalzolobulenvinrenamenvin [ˈɾɛnalzɔlɔbulɛnvinɾɛnaˌmɛnvin]
196,418 renjaenjazolalaenjarenobulrenala [ˈɾɛnʒaɛnʒazɔlalaɛnʒaɾɛnɔbulɾɛˌnala]
317,811 amrenjaenvinzol [ˈamɾɛnʒaɛnˌvinzɔl]
514,229 jarenamenjazolenalrenobulenam [ˈʒaɾɛnamɛnʒazɔlɛnalɾɛnɔbuˌlɛnam]
832,040 enrenobulzolobulenalarenamenvin [ˈɛnɾɛnɔbulzɔlɔbulɛnalaɾɛnaˌmɛnvin]
1,346,269 enjarenobulenzoljaenvinrenvinenal [ˈɛnʒaɾɛnɔbulɛnzɔlʒaɛnvinɾɛnviˌnɛnal]
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Ahzoh
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Re: Fibonacci Numbers

Post by Ahzoh »

Sḿtuval wrote:
eldin raigmore wrote:
Sḿtuval wrote::con: Pimogam (dozenal [:D] )
Numbers are in short form (which includes vocative)
"O one!"
"Hey two!"
"Oy three!"
etc.?
Maybe vocative wasn't the right term. What I meant was when someone is counting "one, two, three..." as opposed to "one noun, two nouns, three nouns..." they would use the short form.
What you are talking about is called pronominal, as opposed to attributive.
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kiwikami
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Re: Fibonacci Numbers

Post by kiwikami »

:con: Kari

0 am /äm/
1 i /i/
1 i /i/
2 ta /tä/
3 he /çe/
5 do /do/
8 ane /äne/
13 hemmi /çem:i/
21 imda /im̩dä/
34 mumhe /mum̩çe/
55 domdo /dom̩do/
89 paimmane /paimäne/
144 mummunoi /mum̩unoi/
233 hemhenota /çem̩çenotä/
377 ngyamngyanohe /ŋɘäm̩ŋɘänoçe/
610 kenowa /kenoɸä/
987 ngyamanenopai /ŋɘäm̩äenopäi/
1,597 ngyampainodotsii /ŋɘäm̩päinodot͡siʔi/
2,584 mummanenodotsita /mum:änenodot͡sitä/
4,181 immanenoitsimu /m:änenoit͡simu/
6,765 domwanongyatsiwa /domɸänoŋɘät͡siɸä/
10,946 i ike wammunopai ka na /i ike ɸäm:unopäi kä nä/
17,711 i ike imminongyatsingya ka na /i ike im:inoŋɘät͡siŋɘä kä nä/
28,657 ta ike ngyamdonowatsiane ka na /tä ike ŋɘäm̩donoɸät͡siäne kä nä/
46,368 mu ike anemwanohetsiwa ka na /mu ike änem̩ɸänoçet͡siɸä kä nä/
75,025 ngya ike domtatsido ka na /ŋɘä ike dom̩tät͡sido kä nä/
121,393 tammi ike hempainohetsii ka na /täm:i ike çem̩päinoçet͡siʔi kä nä/
196,418 paimmi ike anemminomutsiwa ka na /päim:i ike änem:inomut͡siɸä kä nä/
317,811 imhe ike imminoanetsingya ka na /imçe ike im:inoänet͡siŋɘä kä nä/
514,229 imdo ike paimtanotatsimu ka na /imdo ike päimtänotät͡simu kä nä/
832,040 hemmane ike kemmutsita ka na /çem:äne ike kem:ut͡sitä kä nä/
1,346,269 mumhenoi ike paimwanotatsiwa ka na /mum̩çenoi ike päim̩ɸänotät͡siɸä kä nä/

Kari is decimal, so not too many funky things are going on there. It does place smaller decimal values before larger ones, which I don't believe is found in very many natlangs, but it works (even if, the more I look at it, the more counter-intuitive it seems... ah, well, all part of the charm.) It can handle up to the thousands place using affixes, and groups larger numbers into sets of four decimal places, with the smaller ones considered add-ons to the larger ones.
Mumhenoi ike paimwanotatsiwa ka na
One million three hundred forty-six thousand two hundred and sixty-nine essentially translates as "4 ones and 3 tens and 1 hundred, with one set of four decimal places occupied by 9 ones and 6 tens and 2 hundreds and 6 thousands".
Edit: Substituted a string instrument for a French interjection.

:eng: :mrgreen: | :fra: [:)] | ASL [:S] | :deu: [:|] | :tan: [:(] | :nav: [:'(]
Iyionaku
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Re: Fibonacci Numbers

Post by Iyionaku »

0 ocút /ɔ'kut/
1 mia /'mi:a/
1 mia /'mi:a/
2 prena /'pɾɛna/
3 ti /ti/
5 minca /'minka/
8 muven /'mʊvɛn/
13 tifuria /ti'fʊɾja/
21 miaprenda /ˌmia'pɾɛnda/
34 perdativia /ˌpɛɾda'tivja/
55 mincaminda /ˌminka'minda/
89 muvennada /ˌmʊvɛ'nada/
144 pertaperda-miocút /ˌpɛɾtaˌpɛɾdami:o'kut/
233 titivia-prenacút
377 gètgèda-ticút /ˌgɛtˌgɛdati'cút/
610 fúria-vitacút
987 gètmuda-nafiacút
1,597 gètnada-mincacút-pès/ˌgɛtnadaminka'kutpɛs/
2,584 pertamuda-mincacút-prenapès
4,181 miamuven-cút-pertapès
6,765 mincavida-gètcút-vitapès /ˌminkaˌvi:dageˌkuvitapɛs/
Wipe the glass. This is the usual way to start, even in the days, day and night, only a happy one.
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Ahzoh
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Re: Fibonacci Numbers

Post by Ahzoh »

Vrkhazhian dozenal numeral system.

0 ṣan "none"
1 ʾaẏn
1 ʾaẏn
2 nīm
3 daj
5 ʾaẕa
8 šab

11 ʾījīt
19 ʾīlaẏk-ʾadīk
2X nīmīm-yam
47 hatīm-ʾaram
75 ʾarmīm-ʾaẕa

100 kar
175 kar-ʾarmīm-ʾaẕa
275 nīmkar-ʾarmīm-ʾaẕa
42X haktar-nīmīm-yam
6X3 ʾapektar-yamīm-daj
E11 ʾījīktar-ʾīlaẏk-ʾaẏn

1,5E4 būkīl-ʾaẕakar-ʾījtīm-hat
2,505 nīmbūkīl-ʾaẕakar-ʾaẕa
3,XE9 dajbūkīl-yamkar-ʾījtīm-ʾadīk
6,402 ʾapetbūkīl-haktar-nīm
X,2EE yambūkīl-nīmkar-ījtīm-ījīt

when the suffix -kar is attached to a noun ending in /t d/, metathesis happens.
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Iyionaku
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Re: Fibonacci Numbers

Post by Iyionaku »

:con: Caelian

0 okküt [ɔkʰʏt]
1 megjë [mɛgˈjə]
1 megjë [mɛgˈjə]
2 pürnyë [pʰʏɾˈɲə]
3 bicgë [biçˈgə]
5 mangkë [maŋˈkʰə]
8 nawylë [naʋˈlə]
13 fungbicgë [βʊŋbiçˈgə]
21 pürnimegjë [pʏɾˌnimɛgˈjə]
34 bicgipërë [biçˌgipʰəˈrə]
55 mangimangkë [maŋˌgimaŋˈkʰə]
89 nawilodjë [naˌwilɔdˈjə]
144 kyodpërtipërë [ˌkʲɔdpʰəɾˌtipʰəˈrə]
233 pürnyodbicgibicgë [pʰʏɾnˌjɔdbiçˌgibiçˈgə]
377 bicgodgattufungigattu [biçˌgɔdgaˌtʰuβʊŋˌgigaˈtʰu]
610 gerodfungi [gɛˌrɔdβuŋˈgi]
987 lodjodnawigattu [lɔdˌjɔdnaˌwigaˈtʰu]
1'597 pyësmangodlodigattu [pʲəʃmaŋˌgɔdloˌdigaˈtʰu]
2'584 pürnyepjësmangodnawipërë [pʏɾɲɛˌpʲəʃmaŋˌgɔdnaˌwipəˈrə]
4'181 përepjëskyodnawimegjë [pʰərɛˌpʲəʃkʲɔdnaˌwimɛgˈjə]
6'765 gertepjësgattukyodgerimangkë [gɛɾtɛˌpʲəʃgatʰuˌkʲɔdgɛˌrimaŋˈkʰə]

Base-10 system very similar to Yélian's (the roots are mainly the same, except for ti <-> bicgë). However, Caelian's system is more regular than Yélian's.
Last edited by Iyionaku on 30 Jan 2017 14:51, edited 1 time in total.
Wipe the glass. This is the usual way to start, even in the days, day and night, only a happy one.
Lavinia
rupestrian
rupestrian
Posts: 5
Joined: 30 Mar 2016 22:54

Re: Fibonacci Numbers

Post by Lavinia »

:con: Balhukbar

0 nil [nil]
1 hi
1 hi
2 ce [cɛ]
3 loq [lɔp]
5 p̈an [t̼aŋ]
8 liu-ce [liucɛ]
13 sy-hi [ʃɨhi]
21 sy-liu-loq [ʃɨliulɔp]
34 cesy-liu-kal [cɛʃɨliukal]
55 kalsy-liu-hi [kalʃɨliuhi]
89 kej-cesy-p̈an [kɛçcɛʃɨt̼aŋ]
144 cekej-cesy
233 loqkej-kalsy-p̈an
377 liukej-sy-p̈an
610 my-loqkej-liu-kal [mɨlɔpkɛçliukal]
987 jani-cekej-cesy-loq [çanicɛkɛçcɛʃɨlɔp]
1597 jani-my-p̈ankej-loqsy-hi
2584 ryvo-kej-kal [rɨɸɔkɛçkal]
4181 ryvo-jani-my-liukej-loqsy-p̈an
6765 ceryvo-cejani-loqsy-liu-loq
10946 kalryvo-jani-cesy-ce
17711 liuhiryvo-kej-liu-loq
28657 ñuru-jani-kej-loqsy-hi [ɲuruçanikɛçlotʃɨhi]
46368 ñuru-liuhiryvo-jani-cekej-kalsy
75025 ceñuru-liuhiryvo-cejani-kalkej-cesy-hi
121393 kalñuru-kalryvo-my-sy-hi
196418 liuhiñuru-cejani-my-kalkej-loqsy-ce
317811 liup̈anñuru-p̈anryvo-kalkeyj-kalsy-loq
514299 toky-p̈anñuru-liuryvo-loqkej-loqsy-loq [tɔkɨt̼aɲɲuruliurɨɸɔlɔpkɛçlɔpʃɨlɔp]
832040 r̈up̈a-kalñuru-my-sy-liu-ce
1346269 r̈up̈a-toky-liukalñuru-liuryvo-my-cekej-kalsy-hi [ʙut̼atɔkɨliukalɲuruliurɨɸɔmɨcɛkɛçkalʃɨhi]

I spend way to much time translating this.
In the case someone want's go guess what the numeral system is, it's hidden in a spoiler.
Iyionaku
mayan
mayan
Posts: 2102
Joined: 25 May 2014 14:17

Re: Fibonacci Numbers

Post by Iyionaku »

:con: Paatherye

० पाव्व​
0 pāva

[paːva]

१ सुऌ
1 sul

[sul]

१ सुऌ
1 sul

[sul]

२ दूठि
2 dūthi

[ˈðuːtʰi]

३ ति़
3 tin

[tin]

५ पंच​
5 pamca

[ˈpamt͡sa]

८ शाठ​
8 ātha

[ˈaːtʰa]

१३ तोड़​
13 tēra

[ˈteːra]

२१ व्वारदसूऌ
21 vārdasūl

[vaːrðaˈsuːl]

३४ व्वरदहौख​
34 vārdaheykha

[ˌvaːrðaˈhei̯kʰa]

५५ चोरदखान​
55 cērdakhāna

[ˌt͡seːrðaˈkʰaːna]

८९ शोकव्वारमनि
89 ēkavārmani

[ˌeːkaˈvaːrmani]

१४४ षठं जू चोरदचाड़​
144 șatham jū cērdacāra

[ˈʃatʰam ˌt͡seːrðaˈt͡saːra]

२३३ दूषठं जू व्वारदतोड़​
233 dūșatham jū vārdatēra

[ðuːˈʃatʰam ˌvaːɾðaˈteːra]

३७७ ति़षठं जू जैृददोग​
377 tinșatham jū jāydadēga

[tinˈʃatʰam ˌd͡ʒaːiðaˈðeːɣa]

६१० जयषठं जू दाष​
610 jayașatham jū dāșa

[ˌd͡ʒajaˈʃatʰam ˈðaːʃa]

९८७ नयषठं जू शोकसात​
987 nayașatham jū ēkasāta

[ˌnajaˈʃatʰam ˌeːkaˈsaːta]

१ं५९७ हाजर जू पंषठं जू शोकदोग​
1,597 hājar jū pamșatham jū ēkadēga

[ˈhaːd͡ʒaɾ pamˈʃatʰam ˌeːkaˈðeːɣa]

२॑५८४ दूहाजर जू पंषठं जू शोकचाड़​
2,584 dūhājar jū pamșatham jū ēkacāra

[ðuːˈhaːd͡ʒaɾ pamˈʃatʰam ˌeːkaˈt͡saːra]

४॑१८१ चाहाजर जू षठं जू शोकसूऌ
4,181 cāhājar jū șatham jū ēkasūl

[t͡saːˈhaːd͡ʒaɾ ˌsaːtaˈʃatʰam ˌeːkaˈsuːl]

६॑७६५ जयहाजर जू सातषठं जू जैृदपंच​
6,765 jayahājar jū sātașatham jū jāydapamca

[ˌd͡ʒaiaˈhaːd͡ʒar ˌsaːtaˈʃatʰam ˌjaːi̯ðaˈpamt͡sa]

Note that जू (and) is written, but not spoken.
Wipe the glass. This is the usual way to start, even in the days, day and night, only a happy one.
User avatar
All4Ɇn
mayan
mayan
Posts: 1765
Joined: 01 Mar 2014 07:19

Re: Fibonacci Numbers

Post by All4Ɇn »

:con: Kyüweng
0 Ȏιογ [o˥˩.jo˨ŋ]
1 Ιο [jo]
1 Ιο [jo]
2 Δο [do]
3 Շe [te]
5 Бȇк [be˥˩k̚]
8 Ασтᾶ [as.ta˥˩]
13 Ἑσтἰ [he.sti]
21 Бοтeγαм [bo.teŋ.am]
34 Շἰσeγцϛ̇ȇϱ [ti.seŋ.kʷe˥˩l]
55 Бeψeγϐȇк [be.pseŋ.be˥˩k̚]
89 Ασтeγαⲛυ [as.teŋ.a.ny]
144 Ͼαᵹογцϛ̇èтσeγцϛ̇ȇϱ [sa.doŋ.kʷe˩t̚.se˨ŋ.kʷe˥˩l]
233 Δοσαᵹογтἰσeγтe [do.sa.doŋ.ti.seŋ.te]
377 Շeσαᵹογσeтσeγσeᵹeγ [te.sa.doŋ.set̚.seŋ.se.deŋ]
610 Ͼοσσαᵹογтeσ [sos.sa.doŋ.tes]
987 Αⲛυσαᵹογασтeγσeᵹeγ [a.ny.sa.doŋ.as.teŋ.se.deŋ]
1,597 ͱΈσϐȇцσαᵹογαⲛσeγσeᵹeγ [he˥s.be˥˩k̚.sa.doŋ.an.seŋ.se.deŋ]
2,584 Δοͱéσοσϐȇцσαᵹογασтeγцϛ̇ȇϱ [do.he˥.so˦s.be˥˩k̚.sa.doŋ.as.teŋ.kʷe˥˩l]
4,181 ևϛ̇ȇρͱéσοσσαᵹογασтeγαм [kʷe˥˩l.he˥.so˦s.sa.doŋ.as.teŋ.am]
6,765 Ͼοσͱéσοσσeᵹeγσαᵹογσοтeγϐȇк [sos.he˥.so˦s.se.deŋ.sa.doŋ.so.teŋ.be˥˩k̚]
10,946 Շeσͱéσοσαⲛυσαᵹογцϛ̇èтσeγσοσ [tes.he˥.so˦s.a.ny.sa.doŋ.kʷe˩t̚.se˨ŋ.sos]
17,711 Бȇσтἰͱéσοσσeᵹeγσαᵹογe̔σαγ [be˥˩s.ti.he˥.so˦s.se.deŋ.sa.doŋ.he.saŋ]
28,657 Бοтeγασтᾶͱéσοσσοσσαᵹογϐeψeγσeᵹeγ [bo.teŋ.as.ta˥˩.he˥.so˦s.sos.sa.doŋ.be.pseŋ.se.deŋ]
46,368 ևϛ̇èтσeγσοσͱéσοσтeσαᵹογσοтσeγασтᾶ [kʷe˩t̚.se˨ŋ.sos.he˥.so˦s.te.sa.doŋ.sot̚.seŋ.as.ta˥˩]
75,025 Ͼeтσeγϐȇцͱéσοσϐοтeγϐȇк [set̚.seŋ.be˥˩k̚.he˥.so˦s.bo.teŋ.be˥˩k̚]
121,393 Ͼαᵹογϐοтeγαмͱéσοσтeσαᵹογαⲛσeγтe [sa.doŋ.bo.teŋ.am.he˥.so˦s.te.sa.doŋ.an.seŋ.te]
196,418 Ͼαᵹογαⲛσeγσοσͱéσοσцϛ̇ȇρσαᵹογϐȇσᵹο [sa.doŋ.an.seŋ.sos.he˥.so˦s.kʷe˥˩l.sa.doŋ.be˥˩s.do]
317,811 Շeσαᵹογϐȇσтἰͱéσοσασтᾶσαᵹογe̔σαγ [te.sa.doŋ.be˥˩s.ti.he˥.so˦s.as.ta˥˩.sa.doŋ.he.saŋ]
514,229 Бȇцσαᵹογe̔σϙωρͱéσοσᵹοσαᵹογϐοтeγαⲛυ [be˥˩k̚.sa.doŋ.hes.kul.he˥.so˦s.do.sa.doŋ.bo.teŋ.a.ny]
832,040 Ασтᾶσαᵹογтἰσeγᵹοͱéσοσцϛ̇èтσeγ [as.ta˥˩.sa.doŋ.ti.seŋ.do.he˥.so˦s.kʷe˩t̚.seŋ]
1,346,269 Мἰριοⲛтeσαᵹογцϛ̇èтσeγσοσͱéσοσᵹοσαᵹογσοтσeγαⲛυ [mil.jon.te.sa.doŋ.kʷe˩t̚.se˨ŋ.sos.he˥.so˦s.do.sa.doŋ.sot̚.seŋ.a.ny]
User avatar
Lao Kou
mongolian
mongolian
Posts: 5089
Joined: 25 Nov 2012 10:39
Location: 蘇州/苏州

Re: Fibonacci Numbers

Post by Lao Kou »

Image Géarthnuns

0 ngau
1 sír
1 sír
2 punge
3 tou
5 palav
8 bés
13 mnö tou
21 pungemnö sír
34 toumnö sebut
55 palavmnö palav
89 bésmnö ngareth
144 kashad sebutmnö sebut
233 pungekashad toumnö tou

377 toukashad zhöshemnö zhöshe

610 rhalkashad sírmnö

987 ngarethkashad bésmnö zhöshe

1597 pér palavkashad ngarethmnö zhöshe

2584 pungepér palavkashad bésmnö sebut

4181 sebutpér sírkashad bésmnö sír

6765 rhalpér zhöshekashad rhalmnö palav

10,946 íaza ngarethkashad sebutmnö rhal

17,711 íaza zhöshepér zhöshekashad sírmnö sír

28,657 pungeíaza béspér rhalkashad palavmnö zhöshe

46,368 sebutíaza rhalpér toukashad rhalmnö bés

75,025 zhösheíaza palavpér pungemnö palav

121,393 ö pungeíaza sírpér toukashad ngarethmnö tou

196,418 ö ngarethíaza rhalpér sebutkashad sírmnö bés

317,811 toubö síríaza zhöshepér béskashad sírmnö sír

514,229 palavö síríaza sebutpér pungekashad pungemnö ngareth

832,040 bésö touíaza pungepér sebutmnö

1,346,269 ngefü toubö sebutíaza rhalpér pungekashad rhalmnö ngareth
道可道,非常道
名可名,非常名
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