
    [h                     >    S SK Jr  S SKJr  S r\S:X  a  \" 5         gg)    )zetazero)default_timerc            
         / SQn U  Hd  u  p[        X5        [        5       n[        U5      R                  [	        SU5      5      n[        5       n[        SUS[        XS-
  S5      -  5        Mf     [        S5        [        S5        [        S5      R                  [	        SS	5      5      n[        SU5        [        S
5      R                  [	        SS	5      5      n[        SU5        g )N)	)igZY9A)iNcg"T>A)i]ga1A)i\ g5(]A)iX~>g&;-A)iY~>gcb-A)iZ~>g -A)i[~>gߜ -A)i\~>g԰-Ag      ?zok =z(time = %s)   z2Now computing two huge zeros (this may take hours)z!Computing zetazero(8637740722917)l   *BlgJX.~Bl   *Bl)printclockr   aecomplexround)casesnvt1okt2s         S/var/www/auris/envauris/lib/python3.13/site-packages/mpmath/tests/extratest_zeta.pytest_zetazeror      s    
E aWa[^^GCN+Wfb=5q>9;  

>?	
-.	-	 	#	#GC0I$J	KB	&"	-	 	#	#GC0I$J	KB	&"    __main__N)mpmathr   timeitr   r   r   __name__ r   r   <module>r      s$     )2 zO r   