ÿþM e d i e v a l C o i n a g e b y K a r s t e n v o n M e i s s e n ( m k a K a r s t e n S h e i n ) k s h e i n @ y a h o o . c o m
R e d u c e d t o 6 5 % o f a c t u a l s i z e . S e e b a c k f o r i d e n t i f i c a t i o n s .
C o i n I d e n t i f i c a t i o n . A l l c o i n s f r o m E n g l a n d ( m i n t i n g d a t e s * ) [ v a l u e i n p e n c e * * ] , c o i n s 1 - 1 0 a r e p e n n i e s
1 . O f f a ( 7 9 2 - 7 9 6 ) [ 1 d * * ] 1 3 . g o l d N o b l e E d w a r d I I I ( 1 3 4 4 - 1 4 6 4 * + ) [ 8 0 d ]
2 . ( S t . ) E d m u n d ( 8 8 5 - 9 1 5 ) 1 4 . g o l d H a l f N o b l e E d . I I I ( 1 3 4 4 - 1 4 6 4 * + ) [ 4 0 d ]
3 . V i k i n g S t . P e t e r p e n n y ( 9 1 9 - 9 2 5 ) 1 5 . g o l d Q u a r t e r N o b l e E d I I I ( 1 3 4 4 - 1 4 6 4 * + ) [ 2 0 d ]
4 . E a d g a r ( 9 5 9 - 9 7 5 ) 1 6 . g o l d A n g e l E d w a r d I V ( 1 4 6 1 - 1 6 1 9 ) [ 8 0 d ]
5 . A e t h e l r e d I I U n r e a d y ( 9 7 8 - 1 0 1 6 ) 1 7 . F a r t h i n g E d . I I I ( 1 2 7 2 - 1 5 5 3 * + + ) [ 1 / 4 d ]
6 . C n u t ( 1 0 1 6 - 3 5 ) 1 8 . H a l f p e n n y E d . I I I ( 1 2 7 2 - 1 6 6 0 * + + ) [ 1 / 2 d ]
7 . H a r o l d I I ( 1 0 6 6 ) 1 9 . H a l f g r o a t E d . I I I ( 1 2 7 2 - 1 6 6 0 * + + ) [ 2 d ]
8 . W i l l i a m I ( 1 0 6 6 - 8 7 ) 2 0 . g o l d S o v e r e i g n H e n r y V I I ( 1 4 8 5 - 1 6 0 4 ) [ 2 4 0 d * * + ]
9 . H e n r y I I s h o r t c r o s s t y p e ( 1 1 8 0 - 4 7 * * * ) 2 1 . T e s t o o n / S h i l l i n g H e n r y V I I ( c a . 1 5 0 0 - 5 0 / 1 5 5 0 - 1 9 7 1 ) [ 1 2 d ]
1 0 . H e n r y I I I l o n g c r o s s t y p e ( 1 2 4 7 - 7 2 ) 2 2 . P e n n y H e n r y V I I I ( 1 5 4 4 - 1 5 4 7 )
1 1 . G r o a t E d w a r d I ( 1 2 7 9 ~ 1 5 0 0 * + ) [ 4 d ] 2 3 &