<p>
!! This
file is automatically generated
! Do not edit by hand
.
Each command takes one line
.<p
>
In the following table, <tt>[color]</tt>
may be either a color name, or 3 integers between 0 and 255, separated by commas,
for the values of red,green,blue.
<p>$table_header
<caption>Drawing commands</caption>
$table_hdtr<th colspan=5>Name and syntax
$table_hdtr<th colspan=2>Synonymes
<th colspan=3>Meaning</th></tr><tr><td><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>affine a,b,c,d,tx,ty</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Make an affine transformation for the subsequent objets: (x;y) -> [a,b;c,d](x;y)+(tx;ty).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>animate fra,del,rep</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan
=3> This command is only available
for WIMS OEF and doc
, and MUST appear on the first line
. Set up animation
for fra frames
, with del seconds between frames
, and rep repetitions
(rep
=0 means infinite repetition
).<br
> Frame control is done via two variables
: <tt
>animstep
</tt
> (integer
) going from
1 to frame
count, and
<tt
>s
</tt
> going from
0 to
1.</td
></tr
><tr
><td colspan
=5>
$table_tr<td colspan=5 nowrap><tt>animstep n</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Set up an integer which can be called in any evaluation. Used for animation. Direct use of this command must be avoided under WIMS.</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>arc x,y,w,h,a1,a2,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Arc segment of an ellipse of width w and hight h centered at (x,y), from angle a1 to angle a2 (in degrees).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>arrow x1,y1,x2,y2,l,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Arrow (x1,y1)--->(x2,y2), where l is the length (in pixels) of arrowhead.</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>circle x,y,d,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Circle of center (x,y) and diameter d (in pixels).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>comment</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Does nothing.</td></tr><tr><td colspan=5>
$table_tr<td colspan
=5 nowrap
><tt
>copy x
,y
,x1
,y1
,x2
,y2
,[filename
]</tt
></td
></tr
>
$table_tr<td colspan=2><tt> insert </tt></td>
<td colspan=3> Insert the region from (x1,y1) to (x2,y2) (in pixels) of [filename] to (x,y). If x1=y1=x2=y2=-1, the whole [filename] is copied.</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>copyresized x1,y1,x2,y2,dx1,dy1,dx2,dy2,[filename]</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Insert the region from (x1,y1) to (x2,y2) (in pixels) of [filename], possibly resized, to the region of (dx1,dy1) to (dx2,dy2). If x1=y1=x2=y2=-1, the whole [filename] is copied and resized.</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>darrow x1,y1,x2,y2,l,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> dasharrow dashedarrow </tt></td>
<td colspan=3> Dashed arrow (x1,y1)- - ->(x2,y2), where l is the length (in pixels) of arrowhead.</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>dhline x,y,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> dashedhorizontalline dashhorizontalline hdline horizontaldashedline </tt></td>
<td colspan=3> Dashed horizontal line through (x,y).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>diamondfill x,y,nx,ny,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> diafill </tt></td>
<td colspan=3> Flood fill the region containing (x,y) with the same original color by double hatching (parallel lines), (nx,ny) being the horizontal and vertical distance between adjacent lines (in pixels).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>dline x1,y1,x2,y2,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> dashedline dashline </tt></td>
<td colspan=3> Dashed line segment (x1,y1)---(x2,y2).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>dlines [color],x1,y1,x2,y2,x3,y3...</tt></td></tr>
$table_tr<td colspan=2><tt> dashedlines dashlines </tt></td>
<td colspan=3> n dashed line segments (x1,y1)---(x2,y2)---(x3,y3)...</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>dotfill x,y,nx,ny,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> pointfill diskfill </tt></td>
<td colspan
=3> Flood fill the region containing
(x
,y
) with the same original color by
(fat
) dots at
each (nx
,ny
) pixels
.</td
></tr
><tr
><td colspan
=5>
$table_tr<td colspan=5 nowrap><tt>dvline x,y,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> dashedverticaline dashverticalline vdline verticaldashedline </tt></td>
<td colspan=3> Dashed vertical line through (x,y).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>ellipse x,y,w,h,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Ellipse with center (x,y), width w and height h.</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>fcircle x,y,d,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> ball disk filledcircle </tt></td>
<td colspan=3> Filled circle of center (x,y) and diameter d (in pixels).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>fellipse x,y,w,h,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> filledellipse </tt></td>
<td colspan=3> Filled ellipse with center (x,y), width w and height h.</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>fill x,y,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> flood floodfill </tt></td>
<td colspan=3> Flood fill the region containing (x,y) with the same original color, by color.</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>filltoborder x,y,[color1],[color2]</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Flood fill by color2 the region containing (x,y) and bounded by color1.</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>fpoly [color],x1,y1,x2,y2,x3,y3...</tt></td></tr>
$table_tr<td colspan=2><tt> filledpoly filledpolygon fpolygon </tt></td>
<td colspan=3> Filled polygon (x1,y1)-(x2,y2)-(x3,y3)...</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>frect x1,y1,x2,y2,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> filledrect fillecrectangle frectangle </tt></td>
<td colspan=3> Filled rectangle with corners (x1,y1) and (x2,y2).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>fsquare x,y,s,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> filledsquare </tt></td>
<td colspan=3> Filled square with sides s (in pixels) and first corner at (x,y).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>ftriangle x1,y1,x2,y2,x3,y3,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> filledtriangle </tt></td>
<td colspan=3> Filled triangle with vertices (x1,y1),(x2,y2),(x3,y3).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>gridfill x,y,nx,ny,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Flood fill the region containing (x,y) with the same original color by a grid of horizontal and vertical lines with distance (nx,ny) (in pixels).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>hatchfill x,y,nx,ny,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Flood fill the region containing (x,y) with the same original color by hatching (parallel lines), (nx,ny) being the horizontal and vertical displacement of adjacent lines (in pixels).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>hline x,y,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> horizontalline </tt></td>
<td colspan=3> Horizontal line through (x,y).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>interlace</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Set interlaced image</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>killaffine</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan
=3> Reset affine transformation to identity
.</td
></tr
><tr
><td colspan
=5>
$table_tr<td colspan=5 nowrap><tt>killbrush</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Turns off brush selection for line drawing.</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>killlinear</tt></td></tr>
$table_tr<td colspan=2><tt> killrotation,killrotate </tt></td>
<td colspan
=3> Reset linear transformation to identity
.</td
></tr
><tr
><td colspan
=5>
$table_tr<td colspan=5 nowrap><tt>killtile</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Turns off tile selection for filling.</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>killtranslation</tt></td></tr>
$table_tr<td colspan=2><tt> killtranslate </tt></td>
<td colspan
=3> Reset translation to identity
.</td
></tr
><tr
><td colspan
=5>
$table_tr<td colspan=5 nowrap><tt>lattice x0,y0,x1,y1,x2,y2,n1,n2,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> A lattice of n1xn2 points starting with (x0,y0), with n1 rows in direction of (x1,y1) and n2 rows in direction of (x2,y2).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>levelcurve [color],expression,l1,l2,...</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Draws level curves for expression, with levels l1, l2,...</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>levelstep n</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Set the number of pixel steps in levelcurve plotting. Between 1 and 16, defaults to 4.</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>line x1,y1,x2,y2,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> seg segment </tt></td>
<td colspan=3> Line segment (x1,y1)---(x2,y2).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>linear a,b,c,d</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Make an linear transformation for the subsequent objets: (x;y) -> [a,b;c,d](x;y).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>lines [color],x1,y1,x2,y2,x3,y3...</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> n line segments (x1,y1)---(x2,y2)---(x3,y3)...</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>linewidth w</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Set line width to w (in pixels) for line drawing.</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>multicopy n1,n2,...,nk, [filename]</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan
=3>Copy the image
[filename
] in the parallelogram given by parallelogram command
(with deformation
) and apply to it the transformations n_1
, ..., n_k
(up to
19). If no n1
... are given
, all the transformations are applied
. So setparallelogram and some setvector or setmatrix or settransform must be previously
defined.</td
></tr
><tr
><td colspan
=5>
$table_tr<td colspan=5 nowrap><tt>new x,y</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Set a new image of size x,y.</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>output [filename]</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan
=3> Output the
current image to
[filename
].</td
></tr
><tr
><td colspan
=5>
$table_tr<td colspan=5 nowrap><tt>parallel x1,y1,x2,y2,xv,yv,n,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> n parallel lines starting from (x1,y1)---(x2,y2), with displacement (xv,yv).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>pixels [color],x1,y1,x2,y2,...</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Points (all of diameter 1) at (x1,y1), (x2,y2), ...</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>plot [color],[formula]</tt></td></tr>
$table_tr<td colspan=2><tt> curve </tt></td>
<td colspan=3> Plot a curve according to [formula] which can be either an explicit function of x, or a pair of parametric functions in t.</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>plotjump j</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Plotted curve will jump is two consecutive points have distance more than j pixels. Useful to avoid plotting discontinuous functions as continuous. Default value: 200.</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>plotstep n</tt></td></tr>
$table_tr<td colspan=2><tt> plotsteps tstep tsteps </tt></td>
<td colspan=3> Set the number of point computations in curve plot. Defaults to 100.</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>point x,y,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> A (fat) point at (x,y), whose diameter is equal to linewidth.</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>points [color],x1,y1,x2,y2,...</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> (Fat) points at (x1,y1), (x2,y2), ..., whose diameters are equal to linewidth.</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>poly [color],x1,y1,x2,y2,x3,y3...</tt></td></tr>
$table_tr<td colspan=2><tt> polygon </tt></td>
<td colspan=3> Polygon (x1,y1)-(x2,y2)-(x3,y3)...</td></tr><tr><td colspan=5>
$table_tr<td colspan
=5 nowrap
><tt
>range x1
,x2
,y1
,y2
</tt
></td
></tr
>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan
=3> Set the drawing
range to
[x1
,x2
] horizontally and
[y1
,y2
] vertically
. Note that by
default, horizontal
range is
[0,xsize
-1] and vertical
range is
[ysize
-1,0].</td
></tr
><tr
><td colspan
=5>
$table_tr<td colspan=5 nowrap><tt>rays [color],x0,y0,x1,y1,x2,y2...</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Line segments (x0,y0)---(x1,y1), (x0,y0)---(x2,y2), ...</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>rect x1,y1,x2,y2,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> rectangle </tt></td>
<td colspan=3> Rectangle with corners (x1,y1) and (x2,y2).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>resetmatrix n</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan
=3>Reset n
-th linear or affine transformation to identity
.</td
></tr
><tr
><td colspan
=5>
$table_tr<td colspan=5 nowrap><tt>resetparallelogram</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3>kill setparallelogram</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>resetvector n</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan
=3>Reset n
-th translation to identity
.</td
></tr
><tr
><td colspan
=5>
$table_tr<td colspan=5 nowrap><tt>resettransform n</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan
=3>Reset n
-th linear
, affine transformation and n
-th translation to initial values
(identity or
null vector
).</td
></tr
><tr
><td colspan
=5>
$table_tr<td colspan=5 nowrap><tt>rotation d</tt></td></tr>
$table_tr<td colspan=2><tt> rotate </tt></td>
<td colspan=3> Make a rotation of degree d counter-clockwise (centered at (0,0)), for the subsequent objets.</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>setbrush [filename]</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Use the image [filename] as a brush for all line draws.</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>setpixel x,y,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> A point (of diameter 1 pixel) at (x,y).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>setstyle [color1],[color2],...</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Set the line style to color1,color2,...</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>setmatrix n,a,b,c,d</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3>Make the n-th linear transformation for multicopy objects: (x;y) -> [a,b;c,d](x;y).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>setparallelogram xs,yz,xu,yu,xv,yv</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan
=3>Prepare the place where the image will be copied by multicopy
(mathematical coordinates
) : xs
,ys mathematical coordinates of the origin point
, xu
,yu mathematical coordinates of the
"horizontal line of the image" to
copy, xv
,yv mathematical coordinates of the
"verticale line of the image" to
copy.</td
></tr
><tr
><td colspan
=5>
$table_tr<td colspan=5 nowrap><tt>settile [filename]</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Use the image [filename] as a tile for all filling commands.</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>settransform n,a,b,c,d,tx,ty</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3>Make the n-th linear transformation for multicopy objects: (x;y) -> [a,b;c,d](x;y) + (tx;ty). (settransform n,a,b,c,d,tx,ty is equivalent to setmatrix n,a,b,c,d and setvector n,tx,ty, so it kills a previous definition setmatrix n,a,b,c,d with the same number n).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>setvector n,tx,ty</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3>Make the n-th translation for multicopy objects: (x;y) -> (tx,ty).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>size x,y</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Set the image size to x pixels horizontally and y pixels vertically.</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>square x,y,s,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Square with sides s (in pixels) and first corner at (x,y).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>text [color],x,y,[font],[string]</tt></td></tr>
$table_tr<td colspan=2><tt> print string write </tt></td>
<td colspan=3> Write the string at (x,y), with font=small,medium,large or giant.</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>textup [color],x,y,[font],[string]</tt></td></tr>
$table_tr<td colspan=2><tt> stringup writeup </tt></td>
<td colspan=3> Write upwards the string at (x,y), with font=small,medium,large or giant.</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>trange t1,t2</tt></td></tr>
$table_tr<td colspan=2><tt> ranget </tt></td>
<td colspan
=3> Set the t
range to
[t1
,t2
] for parametric curve plotting
. Defaults to
[0,1].</td
></tr
><tr
><td colspan
=5>
$table_tr<td colspan=5 nowrap><tt>translation tx,ty</tt></td></tr>
$table_tr<td colspan=2><tt> translate </tt></td>
<td colspan=3> Make an translation for the subsequent objets: (x;y) -> (x;y)+(tx;ty).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>transparent [color]</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Makes [color] a transparent color.</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>triangle x1,y1,x2,y2,x3,y3,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> </tt></td>
<td colspan=3> Triangle with vertices (x1,y1),(x2,y2),(x3,y3).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>vline x,y,[color]</tt></td></tr>
$table_tr<td colspan=2><tt> verticalline </tt></td>
<td colspan=3> Vertical line through (x,y).</td></tr><tr><td colspan=5>
$table_tr<td colspan=5 nowrap><tt>xrange x1,x2</tt></td></tr>
$table_tr<td colspan=2><tt> rangex </tt></td>
<td colspan
=3> Set the horizontal drawing
range to
[x1
,x2
]. Defaults to
[0,xsize
-1].</td
></tr
><tr
><td colspan
=5>
$table_tr<td colspan=5 nowrap><tt>yrange y1,y2</tt></td></tr>
$table_tr<td colspan=2><tt> rangey </tt></td>
<td colspan
=3> Set the horizontal drawing
range to
[y1
,y2
]. Defaults to
[ysize
-1,0].</td
></tr
><tr
><td colspan
=5>
$table_end<p>