
 (a
 (a  b) = -(a
 b) = -(a  (-b))
 (-b)) a:
a: , n:
, n:

 . a = (a
. a = (a  n)
 n) n+(a rem n)
[a;-b]
n+(a rem n)
[a;-b]
 a:
a: , n:
, n:
 . 0
. 0 (a rem n)  &  (a rem n) < n
 [a;-b]
(a rem n)  &  (a rem n) < n
 [a;-b]
 a:
a: , n:
, n:

 . a = (a
. a = (a  n)
 n) n+(a rem n)
 [a;b]
n+(a rem n)
 [a;b]
 a:
a: , n:{...-1}. 0
, n:{...-1}. 0 (a rem n)  &  (a rem n) < -n
 [a;b]
(a rem n)  &  (a rem n) < -n
 [a;b]| 1 | 3. a = (a  (-b))  (-b)+(a rem -b) 4. 0  (a rem -b)  &  (a rem -b) < -b 5. a = (a  b)  b+(a rem b) 6. 0  (a rem b)  &  (a rem b) < -b  (a  b) = -(a  (-b)) | 
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