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nasin nanpa ali ike: Difference between revisions

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nasin nanpa ali ike (edit)

Revision as of 19:21, 23 November 2022

1,044 bytes added ,  1 year ago
fix sup and sub
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(Created page with "{{Other license|ask|the maintainer didn't specify a license for contributors}} {{Hatnote|This page was previously located at [https://pad.snopyta.org/s/B1Os9fO5P pad.snopyta.org].}} there are no good number systems <s>(except nasin nanpa pona)</s> tags: * [base name] ([https://www.seximal.net/names-of-other-bases using jan Misali's method]) * [humorous] * [pu words] * [sel...")
 
(fix sup and sub)
Line 116:
5 - tu tu wan
</blockquote>
6~<sub>10~</sub> - 10~<sub>6~</sub> - luka<br />
36~<sub>10~</sub> - 100~<sub>6~</sub> - mute<br />
216~<sub>10~</sub> - 1000~<sub>6~</sub> - ale
 
<blockquote>
69~<sub>10~</sub> - 153~<sub>6~</sub> - mute luka luka luka luka luka tu wan
</blockquote>
</blockquote>
Line 304:
 
<blockquote>
2~<sub>10~</sub> - 10~<sub>2~</sub> - lopo<br />
69~<sub>10~</sub> - 1000101~<sub>2~</sub> - lopopopolopolo
</blockquote>
</blockquote>
Line 320:
 
<blockquote>
69~<sub>10~</sub> - 1000101~<sub>2~</sub> - nanpapapananpanan<br />
255 - nanananananananan (Patuman)
</blockquote>
Line 333:
 
<blockquote>
69~<sub>10~</sub> - 2120~<sub>3~</sub> - tu wan tu ala
</blockquote>
</blockquote>
Line 378:
4 - po<br />
5 - luka<br />
6~<sub>10~</sub> - 10~<sub>6~</sub> - kulupu (kulu)
 
<blockquote>
69~<sub>10~</sub> - 153~<sub>6~</sub> - wan luka tuli/san
</blockquote>
</blockquote>
Line 451:
</blockquote>
<blockquote>
10~<sub>6~</sub> - 6~<sub>10~</sub> - kitalu
</blockquote>
==== Examples ====
 
<blockquote>
11~<sub>6~</sub> - 7~<sub>10~</sub> - kitata<br />
32~<sub>6~</sub> - 20~<sub>10~</sub> - kisanka<br />
54~<sub>6~</sub> - 34~<sub>10~</sub> - kijete<br />
100~<sub>6~</sub> - 36~<sub>10~</sub> - kitalulu<br />
123~<sub>6~</sub> - 51~<sub>10~</sub> - kitakasan
</blockquote>
Notes:
Line 484:
4 – po<br />
5 – luka<br />
10~<sub>6~</sub> – 6~<sub>10~</sub> – kulu (''from <code>kulupu</code>'')
</blockquote>
Numerals are spoken predictably according to positional notation.
Line 497:
 
<blockquote>
10~<sub>6~</sub> – 6~<sub>10~</sub> – (wan) kulu<br />
11~<sub>6~</sub> – 7~<sub>10~</sub> – wan wan<br />
13~<sub>6~</sub> – 9~<sub>10~</sub> – wan san<br />
20~<sub>6~</sub> – 12~<sub>10~</sub> – tu kulu<br />
21~<sub>6~</sub> – 13~<sub>10~</sub> – tu wan<br />
30~<sub>6~</sub> – 18~<sub>10~</sub> – san kulu<br />
54~<sub>6~</sub> – 34~<sub>10~</sub> – luka po<br />
55~<sub>6~</sub> – 35~<sub>10~</sub> – luka luka<br />
100~<sub>6~</sub> – 36~<sub>10~</sub> – (wan) kulu kulu<br />
101~<sub>6~</sub> – 37~<sub>10~</sub> – (wan) kulu wan<br />
120~<sub>6~</sub> – 48~<sub>10~</sub> – wan tu kulu<br />
123~<sub>6~</sub> – 51~<sub>10~</sub> – wan tu san<br />
200~<sub>6~</sub> – 72~<sub>10~</sub> – tu kulu kulu<br />
201~<sub>6~</sub> – 73~<sub>10~</sub> – tu kulu wan<br />
230~<sub>6~</sub> – 90~<sub>10~</sub> – tu san kulu<br />
234~<sub>6~</sub> – 94~<sub>10~</sub> – tu san po
</blockquote>
Fractions with a power of 10~<sub>6~</sub> in the denominator are denoted with <code>lili</code> after an integer and written with a separator (<code>.</code> or <code>,</code> depending on the user's country).
 
Examples:
 
<blockquote>
0.3~<sub>6~</sub> – 0.5~<sub>10~</sub> – ala lili san / lili san<br />
14.1~<sub>6~</sub> – 10.166..~<sub>10~</sub> – wan po lili wan<br />
2.13~<sub>6~</sub> – 2.25~<sub>10~</sub> – tu lili wan san<br />
10.03~<sub>6~</sub> – 6.0833..~<sub>10~</sub> – kulu lili ala san<br />
3.05033..~<sub>6~</sub> – 3.14159..~<sub>10~</sub> – san lili ala luka ala san san.. / san lili ala luka kulu san san..
</blockquote>
To express a negative number, add <code>weka</code> to the end of the series of digits that constitute a single number.
Line 533:
<blockquote>
-1 – wan weka<br />
-20~<sub>6~</sub> – tu kulu weka<br />
-3.3~<sub>6~</sub> – san lili san weka
</blockquote>
To express a ratio, use <code>lon</code> to separate the numerator from the denominator.
Line 545:
1/2 – wan lon tu<br />
3/5 – san lon luka<br />
14/5~<sub>6~</sub> – 10/5~<sub>10~</sub> – 2 – wan po lon luka
</blockquote>
==== Arithmetic ====
Line 596:
 
<blockquote>
2^<sup>3^</sup> = 12 – tu sewi san li wan tu.<br />
3^<sup>2^</sup> = 13 – san sewi tu li wan san.<br />
10^<sup>2^</sup> = 100 – kulu sewi tu li kulu kulu.<br />
5^<sup>0^</sup> = 1 – luka sewi ala li wan.<br />
4.3 * 10^<sup>4^</sup> = 43 000 – po lili san mute kulu sewi po li po san kulu kulu kulu.
</blockquote>
'''Root extraction:''' Separate the radicand from the index with <code>noka</code>.
Line 620:
 
<blockquote>
log~<sub>2~</sub>(12) = 3 – sewi tan wan tu pi anpa tu li san.<br />
log~<sub>3~</sub>(13) = 2 – sewi tan wan san pi anpa san li tu.<br />
log~<sub>10~</sub>(100) = 2 – sewi tan kulu kulu pi anpa kulu li tu.
</blockquote>
'''Order of operations:''' Some operations may share arguments. To reduce ambiguity, evaluate operations in the following order:
Line 859:
<blockquote>
[0-9 as in [[#decimal-humorous-kijetesantakalu-polinpin-tan-jan-Weko-shameless-self-promotion|kijetesantakalu polinpin]]]<br />
10~<sub>10~</sub> - A~<sub>16~</sub> - su<br />
B~<sub>16~</sub> - to<br />
C~<sub>16~</sub> - pa<br />
D~<sub>16~</sub> - ti (<code>si</code> if you're not so brave)<br />
E~<sub>16~</sub> - ku<br />
F~<sub>16~</sub> - na
 
<blockquote>
69420~<sub>10~</sub> - 10F2C~<sub>16~</sub> - je ki na te pa
</blockquote>
</blockquote>
Line 891:
 
<blockquote>
69420~<sub>10~</sub> - 23PC~<sub>32~</sub> - pa pe no lu - pawenolu - nanpa Pawenolu (or nanpa Japenolu becuase there's a <code>p</code> in the <code>nanpa</code>?)
</blockquote>
</blockquote>
Line 937:
5 - luka
 
10~<sub>6~</sub> - kulu[pu*]<br />
11~<sub>6~</sub> - likujo [/kulu wan]<br />
12~<sub>6~</sub> - kulu tu
 
20~<sub>6~</sub> - tu kulu<br />
24~<sub>6~</sub> - tu kulu neja
 
<blockquote>
30~<sub>6~</sub> - san kulu<br />
40~<sub>6~</sub> - neja kulu<br />
43~<sub>6~</sub> - neja kulu san<br />
50~<sub>6~</sub> - luka kulu<br />
55~<sub>6~</sub> - luka kulu luka
</blockquote>
if someone wants to go to thirty-six (which isn't recommended, since this system is built for dice rolls &amp; maybe hours since those fit under thirty-six &amp; fit nicely into base-six, maybe even days of the month since none of those exceed thirty-one), the higher exponent reduplicates the ku- in kulu, so:<br />
100~<sub>6~</sub> - kukulu<br />
153~<sub>6~</sub> - kukulu luka kulu san<br />
200~<sub>6~</sub> - tu kukulu<br />
1000~<sub>6~</sub> - kukukulu<br />
10000~<sub>6~</sub> - kukukukulu
 
<blockquote>
13205~<sub>6~</sub> - kukukukulu san kukukulu tu kukulu luka (= two-thousand two-hundred twenty-one i.e. don't use base-six for gregorian dates)
</blockquote>
</blockquote>
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