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Shastadari Prefixes

Shastadari prefixes are a set of sezimal (base six) prefixes, originally designed to be used with the Shastadari Units;

For the online conversion between Shastadari units and prefixes, and the units and prefixes of the S.I. and other systems, access the Sezimal Calculator;

Shastadari prefixes are formed by combining the letter for each digit, and in some cases the value, of the exponent correspondent to the prefix, in upper case when the prefix is positive, and lower case when negative.

Prefixes’ names are formed by combining an affix, corresponding to the exponent number/value, plus an infix indicating whether the exponent is positive or negative.

Number/ValueAffix+Exp. Symbol−Exp. SymbolName Origin
1 eka E eएक /'eː.kə/ ‹eka› «one»
2 di D dद्वि /d̪vi/ ‹dvi› «two»
3 tri T tत्रि /t̪ri/ ‹tri› «three»
4 char(1) C cचतुर् /cə't̪ur/ ‹catur› «four»
5 pan(2) P pपञ्चन् /'pəɲ.cən/ ‹pañcan› «five»
10 sha(1) X xषष् /ʂəʂ/ ‹ṣaṣ› «six»
100 ni N n/nif/ ‹nif›, Ndom for thirty-six
1󱹭000 ar A aअर्ध /'ər.d̪ʰə/ ‹ardha› «half» (of six)
+ ma(3) m(4)  मह /'mə.ɦə/ ‹maha› «abundant, great»
ti(3)   i(4)षष्ठ्य /'ʂəʂ.ʈʰjə/ ‹ṣaṣṭhya› «one sixth»
(1) some languages don’t have the different phonemes ch /tʃ/ and sh /ʃ/, and since both prefixes use the same vowel, we add the ‹r› to char to help differentiate them on those languages, for example French and Portuguese, where both prefixes would be pronounced /ʃa/ without the ‹r›
(2) pan + ma = pama; pan + ni = pani;
(3) ma + a... = ma; charmaanuga = charmanuga etc.; ti + i... = ti; shatiindana = shatindana etc.;
(4) used between the prefix and the unit when letter case can’t be used to indicate the exponent’s sign

The list of prefixes below covers all the scale range of S.I. prefixes between quetta and quecto, and new prefixes can be made as needed:

PositiveNegative
+Exp.Sym.UnicaseName−Exp.Sym.UnicaseName
10161Eemekama10−16−1eeiekati
10262Ddmdima10−26−2ddiditi
10363Ttmtrima10−36−3ttitriti
10464Ccmcharma10−46−4ccicharti
10565Ppmpama10−56−5ppipanti
101066Xxmshama10−106−6xxishati
101167XExemshaekama10−116−7xexeishaekati
101268XDxdmshadima10−126−8xdxdishaditi
101369XTxtmshatrima10−136−9xtxtishatriti
1014610XCxcmshacharma10−146−10xcxcishacharti
1015611XPxpmshapama10−156−11xpxpishapanti
1020612DXdxmdishama10−206−12dxdxidishati
1021613DEdemdiekama10−216−13dedeidiekati
1022614DDddmdidima10−226−14ddddididiti
1023615DTdtmditrima10−236−15dtdtiditriti
1024616DCdcmdicharma10−246−16dcdcidicharti
1025617DPdpmdipama10−256−17dpdpidipanti
1030618TXtxmtrishama10−306−18txtxitrishati
1031619TEtemtriekama10−316−19teteitriekati
1032620TDtdmtridima10−326−20tdtditriditi
1033621TTttmtritrima10−336−21ttttitritriti
1034622TCtcmtricharma10−346−22tctcitricharti
1035623TPtpmtripama10−356−23tptpitripanti
1040624CXcxmcharshama10−406−24cxcxicharshati
1041625CEcemcharekama10−416−25ceceicharekati
1042626CDcdmchardima10−426−26cdcdicharditi
1043627CTctmchartrima10−436−27ctctichartriti
1044628CCccmcharcharma10−446−28ccccicharcharti
1045629CPcpmcharpama10−456−29cpcpicharpanti
1050630PXpxmpanshama10−506−30pxpxipanshati
1051631PEpempanekama10−516−31pepeipanekati
1052632PDpdmpandima10−526−32pdpdipanditi
1053633PTptmpantrima10−536−33ptptipantriti
1054634PCpcmpancharma10−546−34pcpcipancharti
1055635PPppmpanpama10−556−35ppppipanpanti
10100636Nnmnima10−1006−36nniniti
10101637NEnemniekama10−1016−37neneiniekati
10102638NDndmnidima10−1026−38ndndiniditi
10103639NTntmnitrima10−1036−39ntntinitriti
10104640NCncmnicharma10−1046−40ncncinicharti
10105641NPnpmnipama10−1056−41npnpinipanti
10110642NXnxmnishama10−1106−42nxnxinishati
10111643NXEnxemnishaekama10−1116−43nxenxeinishaekati
10112644NXDnxdmnishadima10−1126−44nxdnxdinishaditi
10113645NXTnxtmnishatrima10−1136−45nxtnxtinishatriti
10114646NXCnxcmnishacharma10−1146−46nxcnxcinishacharti
10115647NXPnxpmnishapama10−1156−47nxpnxpinishapanti
10120648NDXndxmnidishama10−1206−48ndxndxinidishati
...   ...   ...   ...   ...   ...
10200672DNdnmdinima10−2006−72dndnidiniti
...   ...   ...   ...   ...   ...
101󱹭0006216Aamarma10−1󱹭0006−216aaiarti
...   ...   ...   ...   ...   ...