$6\mathrm{.}4$ Rotating tardis

$41$

$42$

$43$

$44.$ def onstep$()$:

# Move the Tardis right by $25$ pixels, rotate it clockwise $5$ degrees, and

# increase the size by $5.$

### place vour code Here ###

tardis. center $x+=25$

tardis. rotateAngle $+=5$

tardis. width $+=5$

# If the width of the Tardis reaches $400$ pixels make the Tardis upright,

# reset the width and height to $25$ and $50,$ and center the Tardis

# vertically in the canvas.

### Place Your Code Here ###

if $($tardis$.$ width $400)$:

tardis, center $x=Y=$app. height $\frac{?}{2}||$

tardis. height $=50$

tardis. width $=25$

tardis. rotateAngle $=0$

Implement wraparound.

if $($tardis$.$ left $>400)$:

tardis. right $=0$

#### Place your code above this line, code below is for testing purposes ####

# test case:

onstep$()$

app. paused $=$ True

Checklist

Let the solution run. Notice how the Tardis rotates, grows in size,

# Rotate the Ta