Yes sorry... I probably didn't copy and paste well.
r=2/sqrt(n(pi));
c = circle((0, 0), r, color="red", fill=True, alpha=0.2, fontsize=8)
That's what I do, r is the special for a perfect quadrature of circle. I
don't know RDF but seems to give the same result, thanks.
As you said the fontsize is not modify too... Long time ago I think I
had found something with a variable p for example and after p+=.... but
I am not sure
Le 10/07/2018 à 11:42, slelievre a écrit :
Thu 2018-07-05 09:00:32 UTC, HG:
> In this graphic the second graphic p2 doesn't modify fontsize=8,
> but if I interchange it does, that means the second graphic is
> invalid to the command. Any help ?
> r=2/sqrt(n(pi));
> p1=plot(circle((0,0),r,color="red",fill=True,alpha=0.2,fontsize=8)+\
> polygon(((-1,1),(1,1),(1,-1),(-1,-1)),color="blue",alpha=0.2,
> thickness=1,frame=True,axes=True,fontsize=8));p2=c
> g = graphics_array([p1,p2]);
> g.show(frame=True,figsize=10,fontsize=8)
The code you provided is not correct or complete, as you
will find if you try copy-pasting it in a fresh Sage session.
In particular it seems there is no definition for c.
The following works, but probably neither illustrates
nor solves your problem.
sage: r = 2/RDF.pi().sqrt()
sage: c = circle((0, 0), r, color="red", fill=True, alpha=0.2, fontsize=8)
sage: p = polygon(((-1, 1), (1, 1), (1, -1), (-1, -1)), color="blue",
....: alpha=0.2, thickness=1, frame=True, axes=True, fontsize=8)
sage: c + p
Launched png viewer for Graphics object consisting of 2 graphics
primitives
sage: g = graphics_array([c, p])
sage: g.show(frame=True, figsize=10, fontsize=8)
Launched png viewer for Graphics Array of size 1 x 2
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