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14
EA IC1520
T L/R/O/U n1 ptn Set Text-Mode
Sets the overlay combination mode n1 and pattern ptn
for the commands 'A' and character string 'Z'. For display
a character chain (command 'Z') the typing-direction *)
must be set by: L=to left, R=to right, O=to top and U=to
bottom.
Example: $54 $52 $03 $03
Initiates the overlay combination mode for text functions
with grey characters (pattern 3 = 50% black), inverts the
background and writes character chains from left
to right.
Overlay combination mode n1:
1 = set: black Pixel without regarding previous parameter (OR)
2 = delete: white Pixel without regarding previous parameter
3 = invert: black Pixel turns to white Pixel and vice versa (EXOR)
4 = replace: clear background and set black colored Pixel
5 = invers replace: fill background and place white colored Pixel
U x1 y1 data Image Upload
An image will be loaded at coordinates x1,y1
data: - 1 Byte for width of image in Pixel
- 1 Byte for height of image in Pixel
- Image datas: Qty = ((height+7) / 8) * width Bytes.
1 Byte equals 8 vertical Pixel on screen;
0 = white, 1 =black; LSB: top, MSB: bottom;
Image builts up from left hand to right hand.
Programme BMP2BLV.EXE generates out of monochrome Windows-Bitmap-
Graphics the datas for our Image inclusively width- and height informations.
Example: $55 $09 $04 $0C $0C
$F0 $FC $FE $FE $F7 $BF $BF $F7 $FE $FE $FC $F0
$00 $03 $07 $06 $0D $0D $0D $0D $06 $07 $03 $00
loads beside shown image at coordinates 9,4.
V n1 Set Graphics-Mode
Set overlay combination mode n1 i.e. for following graph-functions: set dot 'P', draw straight line 'G', continue
drawing straight line 'W', draw rectangular 'R', draw
rectangular with rounded corners 'N', fill area with pattern
'M'.
Example: $56 $03
sets overlay combination mode to inverse.
Beside example illustrates drawing of a rectangular in
overlay combination modes set, clear and inverse on existing background.
Link-mode n1:
1 = set: black Pixel without considering previous parameter (OR)
2 = delete: white Pixel without regarding previous parameter
3 = invert: black Pixel turns to white Pixel and vice versa (EXOR)
4 = replace: clear background and set Pixels inside area of filling pattern 'M'
5 = invers replace: fill background, delete Pixels from area with filling pattern 'M'.
BYTE NR.
12345678910 11 12
Bit 0
Bit 1
Bit 2
Bit 3
Bit 4
Bit 5
Bit 6
Bit 7
Bit 0
Bit 1
Bit 2
Bit 3
Bit 4
Bit 5
Bit 6
Bit 7
13 14 15 16 1718 19 20 21 22 23 24
BYTE NR.
*) This function is available only with High-Level-Graphics Co ntroller EA IC 1520 -2.