You are tasked with visualizing the motion of a harmonic oscillator using MATLAB. The oscillator$$s displacement, x$($t$),$ is given by the equation: x$($t$)=$ A $\backslash$times cos$(\backslash$omega t $+\backslash$phi $),$ where:

A is the amplitude, $\backslash$omega is the angular frequency, and $\backslash$phi is the phase angle. Write a MATLAB script to generate an animated plot that illustrates the displacement of the harmonic oscillator over time. Include the following elements in your code:

Initialize a figure, set appropriate axis limits$,$ and label the axes. Create an animated line to represent the motion of the oscillator. Implement a loop to update the plot as time progresses, showing the harmonic motion. Allow the user to input values for amplitude $($A$),$ angular frequency $(\backslash$omega $),$ and phase angle $(\backslash$phi $).$ Include a title that dynamically updates to display the current values of A$,\backslash$omega $,$ and $\backslash$phi $.$ Utilize appropriate animation functions to create a smooth visualization.