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mesh_gingerbread_man.control
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\begin{CONTROL_INPUT}
\begin{RUN_PARAMETERS}
mesh file name = out/mesh_gingerbread_man.mesh
plot file name = out/mesh_gingerbread_man.tec
stats file name = none
mesh file format = ISM-v2
polynomial order = 6
plot file format = sem
\end{RUN_PARAMETERS}
\begin{BACKGROUND_GRID}
background grid size = [2.0,2.0,0.5]
\end{BACKGROUND_GRID}
\begin{SPRING_SMOOTHER}
smoothing = ON
smoothing type = LinearAndCrossbarSpring
number of iterations = 35
\end{SPRING_SMOOTHER}
\end{CONTROL_INPUT}
\begin{MODEL}
\begin{OUTER_BOUNDARY}
\begin{SPLINE_CURVE}
name = Body
nKnots = 109
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\begin{INNER_BOUNDARIES}
\begin{CHAIN}
name = Button1
\begin{PARAMETRIC_EQUATION_CURVE}
name = Button1
xEqn = x(t) = 2.12*cos(2*pi*t)
yEqn = y(t) = 26.7 + 2.12*sin(2*pi*t)
zEqn = z(t) = 0.0
\end{PARAMETRIC_EQUATION_CURVE}
\end{CHAIN}
\begin{CHAIN}
name = Button2
\begin{PARAMETRIC_EQUATION_CURVE}
name = Button2
xEqn = x(t) = 2.12*cos(2*pi*t)
yEqn = y(t) = 18.38 + 2.12*sin(2*pi*t)
zEqn = z(t) = 0.0
\end{PARAMETRIC_EQUATION_CURVE}
\end{CHAIN}
\begin{CHAIN}
name = Eye1
\begin{PARAMETRIC_EQUATION_CURVE}
name = Eye1
xEqn = x(t) = -3.1 + 1.5*cos(2*pi*t)
yEqn = y(t) = 47.1 + 1.5*sin(2*pi*t)
zEqn = z(t) = 0.0
\end{PARAMETRIC_EQUATION_CURVE}
\end{CHAIN}
\begin{CHAIN}
name = Eye2
\begin{PARAMETRIC_EQUATION_CURVE}
name = Eye2
xEqn = x(t) = 3.1 + 1.5*cos(2*pi*t)
yEqn = y(t) = 47.1 + 1.5*sin(2*pi*t)
zEqn = z(t) = 0.0
\end{PARAMETRIC_EQUATION_CURVE}
\end{CHAIN}
\begin{CHAIN}
name = Smile
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name = Smile
nKnots = 29
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name = Bowtie
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name = Bowtie
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