= 



V mber of Isomeric Bodies. 



If now v how many isomeries exist in the non- 



saturated hydrocarbons, in tin- oxy-amido-nitro products, we 

 ; to calculate an immense number of .bodies. 

 This example shows sufficiently how fruitful Kolbe's theory is, 

 the numerous isomeries may be explained, and what a 

 jpeel Kolbe opens for the existence of an immense number 

 of 1 



Ism,!, ries of A myl. ( ' II „ 



I. Monocarbolic radicals. 

 a, primary. (4.) 



IK'' ( I 



a. r c 



ii 



i 



YC 



C 



c 



II 



► c 



1KM 

 H,C < 

 E 



II, I 



II. 

 True I [omologon to Methyl. 



b, secondary. 



HC) 

 IK" -C 

 ! II) 



II (' 



ILC 





(' 



II,C 



II 



II ^ C 



lie 



II 



(3.) 



II 



ILC i 



II | 

 II C 



c 



H, 



C 



II 



ic 



c, tertiary 



(1.) 



H,CJ 



fsonu ries of Amyl. ( 11 



II. I ►icarbolic radicals, 

 a. primary. (2. i 



ii ( \r ) 



ii c 



ii 

 ii J 



( 



c 



ii. 



c 



ii 



c 



) 



II 

 II 



II 



c, 



c 



