Whendefining characters, the number of printed columns (m1). andthe sum
of side spaces and the character width (mo +m1+M) cannot exceed the
value shown below’.

I

L

Sample program

Character mode t??1M+tn1+m2
Draft characters 912
LQ pica characters 31 36
LQ elite characters 27 30
LQ semi-condesed 19 24
LQ proportional 37 42
Draft super/subscript 712
LQ super/subscript 19 36
LQ prop. super/subscript 37 42
Todemonstrate howto usethe downloadcharacters. let’s usethe“telephone”
character and the other user-defined characters [oprint asmall graph. This
program will dojust that:
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WIDTH “LPT1:,25S
LPRINTCHR$ (27) ;“X 1;
LPRINT CHR$(27) :“&” ;CHR$ (0) ;
LPRINT CHR$ (60) :CHR$(61 );
FOR N=60 TO 61
READ LS :LPRINT CHR$(LS) :
READ CW :LPRINT CHR$ (CW) :
READ RS :LPRINT CHR$(RS) ;
FOR M=1TO CW*3
READ MM
LPRINT CHR$(MM) ;
NEXT M
NEXT N
LpRINT (JHR$ (27) ;“D”; CHR$(1i);CHR$(0)
LPRINT CHR$ (27) ;“k” :CHR$ (4) ;
LPRINT CHR$ (27) ;“h” ;CHR$ (1):
LPRINT DIFFUSION RANGES OF”
LPRINT CARS &TELEPHONES”
LPRINT CHR$(27) ;“h” :CHR$ (0)
LPRINT CHR$(27) ;“k” ;CHR$.(0) ;
LPRINT CHR$ (27) ;“%” ;CHR$ (1);
LPRINT “USA” ;CHR$ (9) ;
FOR 1=0 TO 681 STEP 2S :LPRINT CHR$(60) ;
LPRINT :NEXT I
LPRINT CHR$ (9) ;
FOR 1=0 TO 781 STEP 25 :LPRINT CHR$(61 )::NEXT I
LPRINT
LPRINT “GERMANY”;CHR$ (9) ;
FOR 1=0 TO 412 STEP 2S :LPRINT CHR$(60) ;:NEXT I
LPRINT
LPRINT CHR$(9) ;
FOR 1=0 TO 488 STEP 25 :LPRINT CHR$(61) ;:NEXT I
LPRINT
LPRINT “JAPAN” ;CHR$ (9) ;