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B: a.  ove1 ta2 le3
yes1, (I) will3 go2
*b. ove1 ta2 le3 mo-e4
    yes1, (I) will3 not4 go 2
*c.  mo-e1 ta2 le3
no1, (I) will3 go2
d. mo-e1 ta2 le3 mo-e4
no1 , (I) will3 not4 go2

negative
 
305A:    izho1 ta2 le3 mo4 ha5
    will3 (you) not4 go2 today1 ?5
     
B: *a.  ove1 ai2 ta3 le4
    yes1, I2 will4 (go)3
     
  b. ove1 ai2 ta3 le4 mo-e5
    yes1, I2 will4 not5 go3
     
  c. mo-e1 ai2 ta3 le4
    no1, I2 will4 go3
     
  d. mo-e1 ai2 ta3 le4 mo-e5
    no1, I2 will4 not5 go3
     

Information-Confirming

-do

affirmative
 
306 A:  izho1 do2 today1, isn’t it ?2
       
B: a.  ove1 izho-e2 yes1 , today2
       
  * b.  ove1 izho-e2 mo-e3  yes1 , not3 today2
       
  * c.  mo-e1 izho-e2 no1 , today2
       
     d.  mo-e 1 izho2 mo-e3  no1 , not3 today 2
       

negative
 
307 A:  izho1 mo2 -do3  
    not2 today1 , is it ?3  
       
       
B:  *a.  ove1 izho-e2 yes1 , today2
       
  b.  ove1 izho2 mo-e3 yes1 , not3 today2
       
  c.  mo-e1 izho-e2 no1 , today2
       
  d.  mo-e1 izho2 mo-e3 no1 , not3 today2

     Noticeably, whenever there is an expectation underlying the speaker’s negated verbal stimulus-whether it is information-seeking, -confirming or seeking -confirming-Mao Naga allows as verbal response
 
308  ove1 shui2 mo-e4
  yes1, it (is) not3 (a) holiday2
   
  mo-e1 shui-e2
  no1, it (is) (a) holiday2

The above examples are paradigmatic of all such question-answer interactions in which the predicate parts of the answers seem to be in apparent conflict with the sentence-initial free forms of affirmation and negation viz. ove ‘yes’ and mo-e ‘no’. The free forms of affirmation and negation are comments on the proposition underlying the verbal stimulus and the rest of the response is the speaker’s own description of the actual state of affairs. And the speaker’s response accords with what is considered to be inside the proposition and what is considered to be outside. Thus all permutations of apparently contradictory responses stand explained :
 
izho1 shutti2 mo3-o4
 

PROP


 

(1) ove1 (=ni kape -su maci-e)2
q4 (izho shui2 mo-e3)  
 

 
    (2) mo-e1 (=ni1 kapesu maci moe)2 iszho3 shui-e4 )
'is not3 today1 (a) holiday2 ?4 '    
q4 (today1    (is)     not3   (a) holiday4'    

'yes1 (= what you (are) say (ing) is not right)2,today2 (is) (a) holiday4'   'no1 (= what you (are) say (ing) is not right)2,today2(is) (a) holiday4'
Another representation could be
 
izho1 shui2 mo3-e4
((q4 (Neg3 (izho1 shui2)))          ((q4 (neg3 (today2is holiday2)))

Responses 1 and 2 answer the innermost or positive proposition while responses 3 and 4 answer the proposition which includes Neg

 
 

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