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The other case markers the vocative case maker is prefixed to the noun.

  va-sampel ane i

‘O! sampel, come here’

       1            2    3          1               2      3

 va-tundup tyo gotaRa ko haa

 
           1     2       3       4     5  
 ‘O! Tundup, who is in your house  
          1         4 5          2 3  
 va-nuRphel iok kyane bya:lena  
         1          2            3           4  
‘O! Nurphel, where, all of you are going  
         1           3                 2           4  
li-mole ane i ‘O! girl, come here’
1   2          3  1            3        2
i-cRin Rulma ane i  ‘O! Sringrulma, come here’
1        2               3                1            3       2

Numeral:
Numeral is a word denoting a number or quantity. The number is a grammatical category distinguishing between singular and plural. The numerals are divided into (l) Cardinals, (2) Ordinals, and (3) Fractions.
Cardinal:
The cardinal numerals are used for counting. The cardinal numerals are either primary or derived. The primary ones are monomorphemic words. The derived ones are formed by combining two or more primary numerals.
Primary Numeral:
The following are the primary numerals. 

e:k

‘one’

du ‘two’
tRa ‘three’
hor ‘four’
pu ‘five’
a ‘six’
sa:t ‘seven’
a:t ‘eight’
nu ‘nine’
da:  ‘ten’
ku:j.a ‘nineteen’
bia ‘twenty’
yo ‘hundred’
sto ‘thousand’
la:k ‘lakh’
kaRod ‘crore’
kode: ‘eleven’
bude:  ‘twelve’
tRobe:  ‘thirteen’
hude: ‘fourteen’
pande:  ‘fifteen’
obe: ‘sixteen’
satu: 'seventeen’

atu:

 ‘eighteen’


The numerals for eleven, twelve, fourteen and fifteen are formed by adding de:s. allomorph of da:s. ‘ten’, along with the respective primary numerals, viz., ko ‘one’ allomorph of e:k, bu ‘two’ allomorph of du ‘two’, c.hu ‘four’ allomorph of c.hoR, ‘two’ allomorph of pu´â. The numerals for thirteen, and for sixteen are formd by adding be: s. ‘ten’ allomorph of da:s. along with the respective primary numerals, viz., tRo ‘three’ allomorph of tRa, and âo ‘six’ allomorph of âa. The numerals for seventeen and eighteen are formed by adding u:´â allomorph of d:s. ‘ten’ is added along with the primary numerals sat allomorph of sa:t ‘seven’ and aât, allomorph of a:ât ‘eight’ respectively.

Derived Numeral:

He derived numerals of higher order are formed by conjoining the primary numerals and putting them in additive or multiplying relationship. For example the number thirty is derived by adding twenty and ten [20 + 10 = 30]; and the number forty is derived by multiplying two and twenty [ 2 x 20 = 40]. The number fifty is derived both by multiplication and [2 x 20 + 10 = 50].

The following are some of the derived numerals:

       

                                       

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