# Gruppen der Ordnung mit n = 30, 2007 Elementen

There are 4 groups of order 30. 1 is of type S3x5. 2 is of type D10x3. 3 - 3 are of types 3:2+5:2. 4 is of type c30. The groups whose order factorises in at most 3 primes have been classified by O. Hoelder. This classification is used in the SmallGroups library. There are 4 groups of order 2007. 1 is of type 669.3. 2 is of type c2007. 3 is of type 223:3x3. 4 is of type 3^2x223. The groups whose order factorises in at most 3 primes have been classified by O. Hoelder. This classification is used in the SmallGroups library. This size belongs to layer 1 of the SmallGroups library. IdSmallGroup is available for this size. This size belongs to layer 1 of the SmallGroups library. IdSmallGroup is available for this size.