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Encyclopedia > Display code

Display code is the character set used by many computer systems manufactured by the Control Data Corporation, notably the CDC 6600 in 1964. DISPLAY code is a 6-bit character set. The CDC 6000 series, and their followons, had 60 bit words. As such, typical usage packed 10 characters per word. Control Data Corporation, or CDC, was one of the pioneering supercomputer firms. ... The CDC 6600 was a mainframe computer from Control Data Corporation, first manufactured in 1965. ... CDC 6000 series were a family of mainframe computers manufactured by Control Data Corporation in the 1960s. ...


There were several variations of display code, notably the 63-character character set, and the 64-character character set. There were also 'scientific' and 'ASCII' variants of both the 63- and 64-character sets. For other uses, see ASCII (disambiguation). ...


A later variation, called 6/12 display code, was used in the KRONOS and NOS timesharing systems in order to support full ASCII capabilities. In 6/12 mode, an escape character (the circumflex, octal 76), preceded each letter to shift it to lower case. For other uses, see ASCII (disambiguation). ...


The PLATO system used a further variant of 6/12 display code. Noting that lower case letters were most common in typical PLATO usage, the roles were reversed. Lower case letters were the norm, and the escape character preceded upper case letters. Plato Plato (Greek: Πλάτων, Plátōn) (c. ... Plato Plato (Greek: Πλάτων, Plátōn) (c. ...


Display code characters (64-character ASCII version)

Binary Decimal Octal Graphic  Name 
000 000 0 00 :
000 001 1 01 A  
000 010 2 02 B  
000 011 3 03 C  
000 100 4 04 D
000 101 5 05 E
000 110 6 06 F  
000 111 7 07 G  
001 000 8 10 H  
001 001 9 11 I  
001 010 10 12 J  
001 011 11 13 K  
001 100 12 14 L  
001 101 13 15 M  
001 110 14 16 N  
001 111 15 17 O  
010 000 16 20 P  
010 001 17 21 Q  
010 010 18 22 R  
010 011 19 23 S  
010 100 20 24 T  
010 101 21 25 U  
010 110 22 26 V  
010 111 23 27 W  
011 000 24 30 X  
011 001 25 31 Y  
011 010 26 32 Z  
011 011 27 33 0  
011 100 28 34 1  
011 101 29 35 2  
011 110 30 36 3  
011 111 31 37 4  
Binary Decimal Octal Graphic  Name 
100 000 32 40 5  
100 001 33 41 6  
100 010 34 42 7  
100 011 35 43 8  
100 100 36 44 9  
100 101 37 45 +  
100 110 38 46 -  
100 111 39 47 *  
101 000 40 50 /  
101 001 41 51 (  
101 010 42 52 )  
101 011 43 53 $  
101 100 44 54 =  
101 101 45 55 blank
101 110 46 56 ,  
101 111 47 57 .  
110 000 48 60 #  
110 001 49 61 [  
110 010 50 62 ]  
110 011 51 63 %  
110 100 52 64 "  
110 101 53 65 _  
110 110 54 66 !  
110 111 55 67 &  
111 000 56 70 '  
111 001 57 71 ?  
111 010 58 72 <  
111 011 59 73 >  
111 100 60 74 @  
111 101 61 75  
111 110 62 76 ^
111 111 63 77 ;  


 
 

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