# generated by Fast Light User Interface Designer (fluid) version 1.0011
Mplot++
What do you want to plot ?
A bidimensional curve
A tridimensional curve
A surface
Angle measure
Radians
Degrees
Ok
&Load
Help
Author
About
FLTK
NoWarranty
License
Introduction
Display graphs
About data files
Printing
Control keys
Math operators
Math functions
&Quit
Plotting Parameters
Coordinates of the point in the\012plane/space will be placed in the \012center of the display
x0: 
y0: 
z0: 
Radius of a spherical region of the\012space, centered in (x0,y0,z0),\012containing the object should be\012displayed
radius: 
Dimensions of the rectangular \012region of the plane will be displayed\012(this region is centered in (x0,y0))
width:
height: 
Add info\012to the plot
&Open...
C&lose
&Pref
Parameters and equations
Display
Coordinates of the point in the\012plane will be placed in the \012center of the display
x0: 
y0: 
Dimensions of the rectangular \012region of the plane will be displayed\012(this region is centered in (x0,y0))
width:
height: 
Parametric equations of the curves to be displayed (max 10)
x(?) =
y(?) =
Upper bound and lower bound of\012the variation's interval of '?'
lb: 
ub: 
Number of the interpolation's\012equidistant nodes you want to\012put on the variation's interval of '?'
n = 
W&rite
C&lose
Add info\012to the plot
&Pref
Parameters and equations
Display
Coordinates of the point in the\012space will be placed in the \012center of the display
x0: 
y0: 
z0: 
Radius of a spherical region of the\012space, centered in (x0,y0,z0),\012containing the curve should be\012displayed
radius: 
Parametric equations of the curve to be displayed
x(?) =
y(?) =
z(?) =
Upper bound and lower bound of\012the variation's interval of '?'
lb: 
ub: 
Number of the interpolation's\012equidistant nodes you want to\012put on the variation's interval of '?'
n = 
W&rite
C&lose
Add info\012to the plot
Parameters and equations
Display
Coordinates of the point in the\012space will be placed in the \012center of the display
x0: 
y0: 
z0: 
Radius of a spherical  region of the\012space, centered in (x0,y0,z0),\012containing the surface should be\012displayed
radius: 
Parametric equations of the surface to be displayed
x(?, !) =
y(?, !) =
z(?, !) =
Upper bounds and lower bounds of the\012variation's intervals of '?' and '!'
lb?: 
ub?: 
lb!: 
ub!: 
Numbers of the interpolation's\012equidistant nodes you want to\012put on the variation's intervals\012of '?' and '!' respectively
n?=
n!=
W&rite
C&lose
Add info\012to the plot
Mplot++
long:
lat:
visual_ang:
@->
@<-
@8->
@circle
@2->
@9->
@1->
 axes
 grid
grid step
Zoom in
Zoom out
Coordinates of the central point
x0:
y0:
z0:
fog
&Export
C&lose
colors
1st
2nd
3rd
4th
5th
6th
7th
8th
9th
10th
Online Help
Ok
Preferences
Set the plotting style for each curve must be drawn
&1st with  
lines
squares
diamonds
crosses
&2nd with  
lines
squares
diamonds
crosses
&3rd with  
lines
squares
diamonds
crosses
&4th with  
lines
squares
diamonds
crosses
&5th with  
lines
squares
diamonds
crosses
&6th with  
lines
squares
diamonds
crosses
&7th with  
lines
squares
diamonds
crosses
&8th with  
lines
squares
diamonds
crosses
&9th with  
lines
squares
diamonds
crosses
1&0th with  
lines
squares
diamonds
crosses
Ok
Export Plot
As...
Encapsulated Postscript
Single Page Postscript
In...
Color
Grayscale
Medium (Paper Format)
A3
A4
B4
Letter
Legal
Orientation
Portrait
Landscape
Ok
Cancel
