So 
£ s. cl. 
Lot 
IGGO 
1007 
1G68 
1069 
1070 
1071 
1672 
1073 
1674 
1075 
1676 
1677 
1 678 
1079 
1680 
1681 
1082 
1083 
1684 
1685 
1686 
1687 
1688 
Cypripedium Veitchii. Mn"nilictnt plant and variety, 9 extra strong' 
clean growths ... ... ... ... ... ^ 2 
Grand plant, with 0 e.xtra strong growths .. ] 11 
Grand plant, with 0 fine growths ... ... 1 5 
Grand plant, with 5 strong growths ... ... 1 1 
Very good plant, with 4 line growths 0 17 
Fine plant, with 2 extra strong growths ... 0 12 
Nice plant, with 3 growths ... ... ... o r> 
Magnificent plant, with 7 extra strong growths, 
seed sown (Lawrenceanuni x Niveum) ... 1 15 
Grand plant, with 7 strong growths, seed sown 
(Lawrenceannrn x Kothsehildianum)... ... 1 11 
Very fine plant, 5 strong growths, seed sown 
(Barbatnm bitlornm x Argus)... ... ... 1 6 
Fine plant, 3 extra strong growths, seed sown 
(Argus X Niveum) ... ... ... ... 1 1 
Fine plant and variety, XXXX. with I line 
growths, set'll S'lwii (Viliosiiiu aureiim x 
Chaiuberlainianum) ... ... ... ... 1 ] 
Grand plant, 3 exceptional strong growths, seed 
sown (Lalluunianum inversmn x Insignej ... 1 1 
Grand plant, with 3 exceptional strong growths, 
seed sown (Villosum aureuin x Chamber- 
lainianuui) .. ... ... ... ... 1 5 
Nice plant, with 3 growths, seed sown (Veitchii 
X bellatuluiu) ... ... ... ... ... 0 lu 
Prince Demidoff’s Variety. Grand plant, 
with 3 strong growths ... I 5 
,, Same variety. 'J'wo line plants, 
2 strong growths each ., 0 15 
,, Grand variety, XXX Nice 
plant, with 4 growths, seed 
sown (Barbatuin biflorum x 
Niveum) ... ... ... 0 L3 
Villosum Aureum. Grand plant, 6 extra strong growths u 15 
,, ,, Very fine plant with 6 growths ... 0 Id 
Grandiflorum. Very fine variety XXXXX. 
Fine plant with 4 growths, 
seed sown (Purpuratum x 
Charlesworthii) ... ... 0 15 
Superbum. Very fine variety XXXX. Grand 
plant with 6 fine growths ... 0 12 
,, Same variety. Two good plants 
with 3 growths ... ... 0 7 
,, Same variety. Nice plant with 
1 good growth 
0 
0 
0 
0 
0 
0 
0 
0 
0 
0 
0 
d 
0 
d 
0 
d 
d each 
6 
6 
0 
6 
6 each 
1689 
0 12 
6 
