392 Proceedings of the Royal Society 
The following pattern gives amphicheiral knots of knottiness 
2 + 6n. 
And on the following pattern may be formed amphicheiral knots 
of all the orders included in 6n and 4 + 6w. 
Among them these forms contain all the even numbers, so that 
there is at least one amphicheiral form of every even order. 
Many more complex forms are given in the paper, several of 
which are closely connected with knitting, &c. 
In one of my former papers I gave examples of type-symbol 
which individually represent two perfectly different knots. 
I now give examples of the same knot represented by type- 
symbols which have neither right nor left-handed parts in com- 
mon. One of the most remarkable of these is 
which can be analysed (but not separated) into a combination of 
the two forms of the 4-fold amphicheiral knot. 
The following Gentlemen were elected Fellows of the 
Society 
William Jolly, H.M. Inspector of Schools, Inverness. 
Rob. Milner Morrison, 21 Manor Place. 
John Gibson, Ph.D., 12 Greenhill Gardens. 
Chas. E. Underhill, B.A., M.B., 8 Coates Crescent. 
Charles Edward Wilson, M.A., LL.D., 19 Palmerston Place. 
George Carr Robinson, East Preston Street. 
