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Aug 25th, 2006, 06:26 AM
#1
[serious] Free Vector-Based drawing prog?
Does anyone know of any free vector-based drawing programs? (for windows)
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Aug 25th, 2006, 06:36 AM
#2
Re: [serious] Free Vector-Based drawing prog?
Apart from the one I'm writing you mean? No. Thats kind of why I'm writing one. 
Also works on linux.
I don't live here any more.
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Aug 25th, 2006, 06:41 AM
#3
Re: [serious] Free Vector-Based drawing prog?
How about swish? They have a free trial version too.
http://www.swishzone.com/index.php
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Aug 25th, 2006, 06:53 AM
#4
Re: [serious] Free Vector-Based drawing prog?
 Originally Posted by RobDog888
$99.95 - that's a funny looking free, rob 
 Originally Posted by wossname
Apart from the one I'm writing you mean? No. Thats kind of why I'm writing one. 
i wait with baited breath (no sarcasm intended)
ah well, in that case i guess i'll have to find some nice cheap OEM stuff
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Aug 25th, 2006, 06:59 AM
#5
Re: [serious] Free Vector-Based drawing prog?
VB/Office Guru™ (AKA: Gangsta Yoda™ ®)
I dont answer coding questions via PM. Please post a thread in the appropriate forum. 
Microsoft MVP 2006-2011
Office Development FAQ (C#, VB.NET, VB 6, VBA)
Senior Jedi Software Engineer MCP (VB 6 & .NET), BSEE, CET
If a post has helped you then Please Rate it! 
• Reps & Rating Posts • VS.NET on Vista • Multiple .NET Framework Versions • Office Primary Interop Assemblies • VB/Office Guru™ Word SpellChecker™.NET • VB/Office Guru™ Word SpellChecker™ VB6 • VB.NET Attributes Ex. • Outlook Global Address List • API Viewer utility • .NET API Viewer Utility •
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Aug 25th, 2006, 07:04 AM
#6
Re: [serious] Free Vector-Based drawing prog?
 Originally Posted by RobDog888
I was looking for something more permanent
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Aug 25th, 2006, 07:04 AM
#7
Re: [serious] Free Vector-Based drawing prog?
Well I'm sure you could get creative
VB/Office Guru™ (AKA: Gangsta Yoda™ ®)
I dont answer coding questions via PM. Please post a thread in the appropriate forum. 
Microsoft MVP 2006-2011
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If a post has helped you then Please Rate it! 
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Aug 25th, 2006, 07:05 AM
#8
Re: [serious] Free Vector-Based drawing prog?
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Aug 25th, 2006, 07:39 AM
#9
Re: [serious] Free Vector-Based drawing prog?
 Originally Posted by iPrank
i obviously slapped in the wrong keywords 
Cheers iPrank, Inkscape looks great
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Aug 25th, 2006, 09:15 AM
#10
Frenzied Member
Re: [serious] Free Vector-Based drawing prog?
VB Code:
-- vector.ads
-- (c) Yrywddfa, 2006
-- Specification of the vector package
with Ada.Numerics.Generic_Elementary_Functions;
package Vector is
type Vector is array (Integer range <>) of Float;
function "+" (Left,Right:Vector) return Vector;
function "-" (Left,Right:Vector) return Vector;
function Inner (u,v:Vector) return Float;
function Length (u: Vector) return Float;
function Theta (u,v:Vector) return Float;
function Projection (u,v:Vector) return Float;
end Vector;
package body Vector is
-- Adds the two vectors together
function "+" (Left,Right:Vector) return Vector is
Result :Vector (Left'Range);
begin
for i in Left'Range loop
Result(i):=Result(i)+(Left(i)+Right(i));
end loop;
return Result;
end "+";
-- Subtracts the two vectors
function "-" (Left,Right:Vector) return Vector is
Result :Vector (Left'Range);
begin
for i in Left'Range loop
Result(i):=Result(i)+(Left(i)-Right(i));
end loop;
return Result;
end "-";
-- Returns the inner product (dot-product) of the two vectors
function Inner (u,v:Vector) return Vector is
Result :Vector (u'Range);
begin
for i in u'Range loop
Result(i):=Result(i)+(u(i)*v(i));
end loop;
return Result;
end Inner;
-- Returns the Length (magnitude) of the vector
function Length (u:Vector) return Float is
Result :Float:=0.0;
begin
for i in u'Range loop
Result:=Result+u(i)**2;
end loop;
return Result;
end Length;
-- Returns the angle difference between the two vectors
function Theta(u,v:Vector) return Float is
use Ada.Numerics.Generic_Elementary_Functions;
begin
return ArcCos(Inner(u,v)/(Length(u)*Length(v)));
end Theta;
-- Returns projection of u onto v
function Projection(u,v:Vector) return Float is
begin
return Inner(u,v)/Length(u);
end Projection;
end Vector;
How's that to get you started?
Last edited by yrwyddfa; Aug 25th, 2006 at 09:19 AM.
"As far as the laws of mathematics refer to reality, they are not certain; and as far as they are certain, they do not refer to reality." - Albert Einstein
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