> Perhaps Warren can post to the mailing list the clear text table of space
group names that are acceptable. 

PyMOL still uses Ralf Gross-Kunstleve's old sglite toolkit for decoding
spacegroups.  Thus, there is no static list of acceptable forms.  However,
included below are the most of the strings from sgsymbols.c.  It is probably
safe to assume that these strings will be recognized literally, but sglite
can handle some other common forms (e.g. "P212121" for "P 21 21 21").

Cheers,
Warren

P 1        
P -1       
P 1 2 1    
P 1 1 2    
P 2 1 1    
P 1 21 1   
P 1 1 21   
P 21 1 1   
C 1 2 1    
A 1 2 1    
I 1 2 1    
A 1 1 2    
B 1 1 2    
I 1 1 2    
B 2 1 1    
C 2 1 1    
I 2 1 1    
P 1 m 1    
P 1 1 m    
P m 1 1    
P 1 c 1    
P 1 n 1    
P 1 a 1    
P 1 1 a    
P 1 1 n    
P 1 1 b    
P b 1 1    
P n 1 1    
P c 1 1    
C 1 m 1    
A 1 m 1    
I 1 m 1    
A 1 1 m    
B 1 1 m    
I 1 1 m    
B m 1 1    
C m 1 1    
I m 1 1    
C 1 c 1    
A 1 n 1    
I 1 a 1    
A 1 a 1    
C 1 n 1    
I 1 c 1    
A 1 1 a    
B 1 1 n    
I 1 1 b    
B 1 1 b    
A 1 1 n    
I 1 1 a    
B b 1 1    
C n 1 1    
I c 1 1    
C c 1 1    
B n 1 1    
I b 1 1    
P 1 2/m 1  
P 1 1 2/m  
P 2/m 1 1  
P 1 21/m 1 
P 1 1 21/m 
P 21/m 1 1 
C 1 2/m 1  
A 1 2/m 1  
I 1 2/m 1  
A 1 1 2/m  
B 1 1 2/m  
I 1 1 2/m  
B 2/m 1 1  
C 2/m 1 1  
I 2/m 1 1  
P 1 2/c 1  
P 1 2/n 1  
P 1 2/a 1  
P 1 1 2/a  
P 1 1 2/n  
P 1 1 2/b  
P 2/b 1 1  
P 2/n 1 1  
P 2/c 1 1  
P 1 21/c 1 
P 1 21/n 1 
P 1 21/a 1 
P 1 1 21/a 
P 1 1 21/n 
P 1 1 21/b 
P 21/b 1 1 
P 21/n 1 1 
P 21/c 1 1 
C 1 2/c 1  
A 1 2/n 1  
I 1 2/a 1  
A 1 2/a 1  
C 1 2/n 1  
I 1 2/c 1  
A 1 1 2/a  
B 1 1 2/n  
I 1 1 2/b  
B 1 1 2/b  
A 1 1 2/n  
I 1 1 2/a  
B 2/b 1 1  
C 2/n 1 1  
I 2/c 1 1  
C 2/c 1 1  
B 2/n 1 1  
I 2/b 1 1  
P 2 2 2    
P 2 2 21   
P 21 2 2   
P 2 21 2   
P 21 21 2  
P 2 21 21  
P 21 2 21  
P 21 21 21 
C 2 2 21   
A 21 2 2   
B 2 21 2   
C 2 2 2    
A 2 2 2    
B 2 2 2    
F 2 2 2    
I 2 2 2    
I 21 21 21 
P m m 2    
P 2 m m    
P m 2 m    
P m c 21   
P c m 21   
P 21 m a   
P 21 a m   
P b 21 m   
P m 21 b   
P c c 2    
P 2 a a    
P b 2 b    
P m a 2    
P b m 2    
P 2 m b    
P 2 c m    
P c 2 m    
P m 2 a    
P c a 21   
P b c 21   
P 21 a b   
P 21 c a   
P c 21 b   
P b 21 a   
P n c 2    
P c n 2    
P 2 n a    
P 2 a n    
P b 2 n    
P n 2 b    
P m n 21   
P n m 21   
P 21 m n   
P 21 n m   
P n 21 m   
P m 21 n   
P b a 2    
P 2 c b    
P c 2 a    
P n a 21   
P b n 21   
P 21 n b   
P 21 c n   
P c 21 n   
P n 21 a   
P n n 2    
P 2 n n    
P n 2 n    
C m m 2    
A 2 m m    
B m 2 m    
C m c 21   
C c m 21   
A 21 m a   
A 21 a m   
B b 21 m   
B m 21 b   
C c c 2    
A 2 a a    
B b 2 b    
A m m 2    
B m m 2    
B 2 m m    
C 2 m m    
C m 2 m    
A m 2 m    
A b m 2    
B m a 2    
B 2 c m    
C 2 m b    
C m 2 a    
A c 2 m    
A m a 2    
B b m 2    
B 2 m b    
C 2 c m    
C c 2 m    
A m 2 a    
A b a 2    
B b a 2    
B 2 c b    
C 2 c b    
C c 2 a    
A c 2 a    
F m m 2    
F 2 m m    
F m 2 m    
F d d 2    
F 2 d d    
F d 2 d    
I m m 2    
I 2 m m    
I m 2 m    
I b a 2    
I 2 c b    
I c 2 a    
I m a 2    
I b m 2    
I 2 m b    
I 2 c m    
I c 2 m    
I m 2 a    
P m m m    
P n n n    
P c c m    
P m a a    
P b m b    
P b a n    
P n c b    
P c n a    
P m m a    
P m m b    
P b m m    
P c m m    
P m c m    
P m a m    
P n n a    
P n n b    
P b n n    
P c n n    
P n c n    
P n a n    
P m n a    
P n m b    
P b m n    
P c n m    
P n c m    
P m a n    
P c c a    
P c c b    
P b a a    
P c a a    
P b c b    
P b a b    
P b a m    
P m c b    
P c m a    
P c c n    
P n a a    
P b n b    
P b c m    
P c a m    
P m c a    
P m a b    
P b m a    
P c m b    
P n n m    
P m n n    
P n m n    
P m m n    
P n m m    
P m n m    
P b c n    
P c a n    
P n c a    
P n a b    
P b n a    
P c n b    
P b c a    
P c a b    
P n m a    
P m n b    
P b n m    
P c m n    
P m c n    
P n a m    
C m c m    
C c m m    
A m m a    
A m a m    
B b m m    
B m m b    
C m c a    
C c m b    
A b m a    
A c a m    
B b c m    
B m a b    
C m m m    
A m m m    
B m m m    
C c c m    
A m a a    
B b m b    
C m m a    
C m m b    
A b m m    
A c m m    
B m c m    
B m a m    
C c c a    
C c c b    
A b a a    
A c a a    
B b c b    
B b a b    
F m m m    
F d d d    
I m m m    
I b a m    
I m c b    
I c m a    
I b c a    
I c a b    
I m m a    
I m m b    
I b m m    
I c m m    
I m c m    
I m a m    
P 4        
P 41       
P 42       
P 43       
I 4        
I 41       
P -4       
I -4       
P 4/m      
P 42/m     
P 4/n      
P 42/n     
I 4/m      
I 41/a     
P 4 2 2    
P 4 21 2   
P 41 2 2   
P 41 21 2  
P 42 2 2   
P 42 21 2  
P 43 2 2   
P 43 21 2  
I 4 2 2    
I 41 2 2   
P 4 m m    
P 4 b m    
P 42 c m   
P 42 n m   
P 4 c c    
P 4 n c    
P 42 m c   
P 42 b c   
I 4 m m    
I 4 c m    
I 41 m d   
I 41 c d   
P -4 2 m   
P -4 2 c   
P -4 21 m  
P -4 21 c  
P -4 m 2   
P -4 c 2   
P -4 b 2   
P -4 n 2   
I -4 m 2   
I -4 c 2   
I -4 2 m   
I -4 2 d   
P 4/m m m  
P 4/m c c  
P 4/n b m  
P 4/n n c  
P 4/m b m  
P 4/m n c  
P 4/n m m  
P 4/n c c  
P 42/m m c 
P 42/m c m 
P 42/n b c 
P 42/n n m 
P 42/m b c 
P 42/m n m 
P 42/n m c 
P 42/n c m 
I 4/m m m  
I 4/m c m  
I 41/a m d 
I 41/a c d 
P 3        
P 31       
P 32       
R 3        
P -3       
R -3       
P 3 1 2    
P 3 2 1    
P 31 1 2   
P 31 2 1   
P 32 1 2   
P 32 2 1   
R 3 2      
P 3 m 1    
P 3 1 m    
P 3 c 1    
P 3 1 c    
R 3 m      
R 3 c      
P -3 1 m   
P -3 1 c   
P -3 m 1   
P -3 c 1   
R -3 m     
R -3 c     
P 6        
P 61       
P 65       
P 62       
P 64       
P 63       
P -6       
P 6/m      
P 63/m     
P 6 2 2    
P 61 2 2   
P 65 2 2   
P 62 2 2   
P 64 2 2   
P 63 2 2   
P 6 m m    
P 6 c c    
P 63 c m   
P 63 m c   
P -6 m 2   
P -6 c 2   
P -6 2 m   
P -6 2 c   
P 6/m m m  
P 6/m c c  
P 63/m c m 
P 63/m m c 
P 2 3      
F 2 3      
I 2 3      
P 21 3     
I 21 3     
P m -3     
P n -3     
F m -3     
F d -3     
I m -3     
P a -3     
I a -3     
P 4 3 2    
P 42 3 2   
F 4 3 2    
F 41 3 2   
I 4 3 2    
P 43 3 2   
P 41 3 2   
I 41 3 2   
P -4 3 m   
F -4 3 m   
I -4 3 m   
P -4 3 n   
F -4 3 c   
I -4 3 d   
P m -3 m   
P n -3 n   
P m -3 n   
P n -3 m   
F m -3 m   
F m -3 c   
F d -3 m   
F d -3 c   
I m -3 m   
I a -3 d   
 
P121    
P1211   
C121    
P1m1    
P1c1    
C1m1    
C1c1    
P12/m1  
P121/m1 
C12/m1  
P12/c1  
P121/c1 
C12/c1  

P2    
P21   
B2    
C2    
Pm    
Pb    
Pc    
Bm    
Cm    
Bb    
Cc    
P2/m  
P21/m 
B2/m  
C2/m  
P2/b  
P2/c  
P21/b 
P21/c 
B2/b  
C2/c  

P2   
P21  
C2   
Pm   
Pc   
Cm   
Cc   
P2/m 
P21/m
C2/m 
P2/c 
P21/c
C2/c 


-----Original Message-----
From: pymol-users-boun...@lists.sourceforge.net
[mailto:pymol-users-boun...@lists.sourceforge.net] On Behalf Of Thomas Stout
Sent: Tuesday, December 19, 2006 1:28 PM
To: Qi Wang
Cc: pymol-users@lists.sourceforge.net
Subject: Re: [PyMOL] symmetry generation P21/n?



I have discovered that PyMOL is somewhat picky about the format of the name
of the space group.  The only way I have found to uncover which specific
form(s) of the space group name PyMOL is looking for is to search within the
binary (not a good solution).  For example, P-1 will fail while "P -1" is
acceptable.  Also, P212121 versus P 21 21 21 may or may not fail.  There are
- in general - more options for the more
(biologically) common space groups. Perhaps Warren can post to the mailing
list the clear text table of space group names that are acceptable. 

In the meantime, you might try variations on "P 21/n" such as "P21/n", "P 21
n", "P 1 21/n 1", et cetera....

-Tom


-----Original Message-----
From: pymol-users-boun...@lists.sourceforge.net
[mailto:pymol-users-boun...@lists.sourceforge.net] On Behalf Of Qi Wang
Sent: Tuesday, December 19, 2006 1:01 PM
To: pymol-users@lists.sourceforge.net
Subject: [PyMOL] symmetry generation P21/n?

Hi looks to me Pymol doesn't recogize the space group symbol P 21/n.
Is it a bug or this group symbol is obsolete? Thanks.

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