1a5f3a74-b374-4285-947f-c7eba401038a
10
Валерий Очков
3
5
false
true
0
0
decimal
&[DATE] &[TIME] - &[FILENAME]
Arc length
Curvature
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
terminal=pngcairo
file_name="C:/Users/kraska/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/ziiqvu3z"
font="Arial"
font_size=8
title="SAMPLE PLOT"
background_color="#fefefe"
xaxis=true
xaxis_type=solid
xaxis_color=black
xaxis_width=1
yaxis=true
yaxis_type=solid
yaxis_color=black
yaxis_width=1
enhanced3d = true
xu_grid=40
yv_grid=40
xlabel="arc length"
ylabel="curvature"
zlabel="z"
zrange=[-5,5]
"set term pngcairo enhanced size 300, 240"
"set encoding utf8"
"set style line 100 lc rgb 'black' lt -1 lw 0.1"
"set grid xtics ls 100"
"set grid ytics ls 100"
"set pm3d lighting depthorder base"
plot2D
SAMPLE PLOT
SAMPLE PLOT
Custom
Disable
4095
8
Disable
Arial
Disable
5
#fefefe
Enable
Enable
color
40
40
Custom
300
240
Interactive
C:/Users/kraska/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/ziiqvu3z
png
Disable
arc length
curvature
z
solid
solid
black
black
1
1
Enable
Enable
Enable
-5
5
-5
5
-5
5
Disable
Disable
Interactive
Enable
Enable
Disable
Disable
Disable
Disable
10
10
10
60
60
1
1
Interactive
Disable
MouseX1
MouseY1
MouseW1
Disable
Azimut1
Zenit1
Disable
MinX1
MaxX1
Disable
MinY1
MaxY1
Disable
MinZ1
MaxZ1
true
true
false
Enable
Disable
t
s
t
κ
t
0
10
parametric
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
terminal=pngcairo
file_name="C:/Users/kraska/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/3yytdoqw"
font="Arial"
font_size=8
title="SAMPLE PLOT"
background_color="#fefefe"
xaxis=true
xaxis_type=solid
xaxis_color=black
xaxis_width=1
yaxis=true
yaxis_type=solid
yaxis_color=black
yaxis_width=1
enhanced3d = true
xu_grid=40
yv_grid=40
xlabel="x"
ylabel="y"
zlabel="z"
zrange=[-5,5]
"set term pngcairo enhanced size 300, 240"
"set encoding utf8"
"set style line 100 lc rgb 'black' lt -1 lw 0.1"
"set grid xtics ls 100"
"set grid ytics ls 100"
"set pm3d lighting depthorder base"
plot2D
SAMPLE PLOT
SAMPLE PLOT
Custom
Disable
4095
8
Disable
Arial
Disable
5
#fefefe
Enable
Enable
color
40
40
Custom
300
240
Interactive
C:/Users/kraska/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/3yytdoqw
png
Disable
x
y
z
solid
solid
black
black
1
1
Enable
Enable
Enable
-5
5
-5
5
-5
5
Disable
Disable
Interactive
Enable
Enable
Disable
Disable
Disable
Disable
10
10
10
60
60
1
1
Interactive
Disable
MouseX1
MouseY1
MouseW1
Disable
Azimut1
Zenit1
Disable
MinX1
MaxX1
Disable
MinY1
MaxY1
Disable
MinZ1
MaxZ1
true
true
false
Enable
Disable
t
x
t
y
t
0
10
parametric