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The following table lists the roots, the existing multiplier prefixes, and the corresponding power prefixes:

Digit

Mathinline
host995ab198-7a30-32f5-af5e-2597e3461d6a
body\left(N\right)

Root
Form

Multipliers

995ab198-7a30-32f5-af5e-2597e3461d6a
Mathinline
host
body\left(N\times\right)

Reciprocals

Mathinline
hostbody995ab198-7a30-32f5uriencoded-af5e-2597e3461d6abody(N^{-1}-\left(N%5e%7B-1%7D\right)

Positive Powers

Mathinline
hostbody995ab198-7a30-32f5uriencoded-af5e-2597e3461d6abody-\left(\mathsf{10_z}^Nmathsf%7B10_z%7D%5eN\right)

Negative Powers

Mathinline
hostbody995ab198-7a30-32f5uriencoded-af5e-2597e3461d6abody-\left(\mathsf{10_z}^{-N}mathsf%7B10_z%7D%5e%7B-N%7D\right)

PrefixAbbrPrefixAbbrPrefixAbbrPrefixAbbr
0nilnili·n•n*nilinfra·n\n\nilqua·n↑n@nilcia·n↓n#
1ununi·u•u*uninfra·u\u\unqua·u↑u@uncia·u↓u#
2bibina·b•b*bininfra·
semi·
b\b\biqua·b↑b@bicia·b↓b#
3tritrina·t•t*trininfra·t\t\triqua·t↑t@tricia·t↓t#
4quadquadra·q•q*quadinfra·
quarter·
q\q\quadqua·q↑q@quadcia·q↓q#
5pentpenta·p•p*pentinfra·p\p\pentqua·p↑p@pentcia·p↓p#
6hexhexa·h•h*hexinfra·h\h\hexqua·h↑h@hexcia·h↓h#
7septsepta·s•s*septinfra·s\s\septqua·s↑s@septcia·s↓s#
8octocta·o•o*octinfra·o\o\octqua·o↑o@octcia·o↓o#
9ennennea·e•e*enninfra·e\e\ennqua·e↑e@enncia·e↓e#
decdeca·d•d*decinfra·d\d\decqua·d↑d@deccia·d↓d#
Ɛlevleva·ℓ•L*levinfra·ℓ\L\levqua·ℓ↑L@levcia·ℓ↓L#

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