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Clement Clarke 2001 - Simultaneous Perception Series (Red Binding)

Clement Clarke 2001
26 pages
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22
G 1/2 Soldier (12˚ V 2
1
/2˚ H) and Sentry Box (15˚ V 9
1
/2˚ H)
G 3/4 Lion (7˚ V 11˚ H) and Cage (11˚ V 14˚ H)
G 5/6 Spider (7˚ V H) and Web (11˚ V 11˚ H)
G 7/8 Car (5
1
/2˚ V 8
1
/2˚ H) and Garage (11˚ V 13˚ H)
G
9/10 Union Jack (7
1
/2˚
V 12˚ H) and Union Jack (7
1
/2˚
V 12˚ H)
G 13/14 Butterfly (4˚ V H) and Net (7˚ V 7˚ H)
G 15/16 Parrot (7˚ V H) and Cage (9˚ V H)
G 17/18 Fish (6˚ V H) and Bowl (9˚ V 10
1
/2˚ H)
G 19/20 Cockerel (5
1
/2˚ V H) and House (9˚ V 14˚ H)
G 21/22 Pig (6˚ V H) and Sty (8˚ V 10˚ H)
G 23/24 Chicks (5
1
/2˚ V H) and Cage (9˚ V 11
1
/2˚ H)
G 25/26 Sailor (1˚ V H) and Ladder (6˚ V 1˚ H)
G 27/28 Sun (1˚ V H) and Corona (2
1
/2˚ V 2
1
/2˚ H)
G 29/30 Engine (1˚ V 1˚ H) and Frame (4
1
/2˚ V 4
1
/2˚ H)
G 31/32 Three objects (1˚ V H) and Three squares (1
1
/2˚ V H)
G 33/34 Aeroplane (2
1
/2˚ V H) and Hanger (8˚ V 13
1
/2˚ H)
G 35/36 Lion (1˚ V 1
1
/2˚ H) and Cage (1
1
/2˚ V H)
G 37/38 Parrot (4˚ V H) and Cage (5˚ V 3
1
/2˚ H)
G 39/40 Chicks (3˚ V H) and Cage (5˚ V 7˚ H)
G 41/42 Policeman (3˚ V 1
1
/2˚ H) and Sentry Box (4˚ V H)
G 43/44 Dog (3˚ V H) and Kennel (4
1
/2˚ V H)
G 45/46 Football (1
1
/2˚ V 1
1
/2˚ H) and Net (2
1
/2˚ V H)
G 47/48 Fish (1
1
/2˚ V H) and Tank (2
1
/2˚ V H)
G 49/50 Lamb (6˚ V H) and Gate (8
1
/2˚ V 9
1
/2˚ H)
G 51/52 Mouse (1˚ V H) and Three squares (1
1
/2˚ V H)
G 55/56 Lorry (8˚ V 6
1
/2˚ H) and Garage (11˚ V 13˚ H)
G 57/58 Punch (7˚ V H) and Stage (13
1
/2˚ V 13
1
/2˚ H)
G 59/60 Tractor (3˚ V 6˚ H) and Barn (5˚ V 7˚ H)
G 61/62 Rabbit (1˚ V
1
/2˚ H) and Three circles (1
1
/2˚ V H)
G 63/64 Flowerpot (5˚ V H) and Window (6
1
/2˚ V H)
G 65/66 Flowerpot (2
1
/2˚ V H) and Window (3
1
/2˚ V H)
G 67/68 Mouse (2
1
/2˚ V H) and Mousehole 8˚ V 13˚ H)
G 71/72 Bus (3˚ V H) and Parallel lines (3˚ V)
G 73/74 X (1˚ V H) and Square (1˚ V H)
G 75/76 X (3˚ V H) and Square (3˚ V H)
G 77/78 Budgie (1˚ V H) and Cage (3˚ V 3˚ H)
Series ‘G’ Simultaneous Perception Series - Red Binding
(
Visual angles are approximate)
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