ó
šxTc           @   sq  d  d l  Te ƒ  Z d Z d Z d Z e j e ƒ e j e e ƒ e e ƒ Z	 e	 j
 ƒ  GHe ƒ  Z e j e	 j ƒ  ƒ e j e	 j ƒ  ƒ e j e	 j ƒ  e	 j ƒ  e	 j ƒ  ƒ e j e e ƒ e j e ƒ e j d ƒ [	 e e ƒ Z	 e	 j ƒ  GHd GHd Ge GHd Ge	 j ƒ  GHd	 e	 j ƒ  e	 j ƒ  f GHd
 Ge	 j ƒ  GHd Ge	 j ƒ  GHd Ge	 j ƒ  GHd Ge	 j ƒ  Ge	 j ƒ  GHe	 j ƒ  Z e	 j ƒ  Z  e	 j! ƒ  Z" e	 j# ƒ  Z$ e	 j% ƒ  Z& e	 j' ƒ  Z( e) d e j* ƒ  ƒ Z+ d Ge+ Gd GHd d d d e e e	 j, ƒ  e	 j- ƒ  d f GHxd e. d e+ ƒ D]S Z d e e d e e d e e d e  e e" e e$ e e& e e( e f GHqWd S(   iÿÿÿÿ(   t   *s   beta_blip.mtzt   Fobst   Sigmat   beta_blip_anos   Anisotropy Corrections   Data read from: s   Data output to : s'   Spacegroup Name (Hall symbol) = %s (%s)s   Unitcell = s   Principal components = s    Range of principal components = s   Wilson Scale and B-factor = i
   s   First s    reflectionss$   %4s %4s %4s %10s %10s %10s %10s %10st   Ht   Kt   Ls   Corr'ni    s.   %4d %4d %4d %10.4f %10.4f %10.4f %10.4f %10.4fi   i   N(/   t   phasert   InputMR_DATt   it   HKLInt   Ft   SIGFt   setHKLIt   setLABIt	   runMR_DATt   rt   logfilet   InputANOt   setSPAC_HALLt   getSpaceGroupHallt   setCELL6t   getUnitCellt   setREFLt	   getMillert   getFobst
   getSigFobst
   setREFL_IDt   setROOTt   runANOt   summaryt
   getMtzFilet   getSpaceGroupNamet
   getEigenBst   getAnisoDeltaBt
   getWilsonKt
   getWilsonBt   hklt   getFt   ft   getSIGFt   sigft   getCorrectedFt   f_isot   getCorrectedSIGFt   sigf_isot   getCorrectiont   corrt   mint   sizet   nreflt
   getLaboutFt   getLaboutSIGFt   range(    (    (    sG   /public2/ftp/pub/ccp4/6.5/ccp4-6.5/lib/py2/phaser/test/beta_blip_ano.pyt   <module>   sP   
		%	*