Compile the minutes of the meeting that was held on the 15 September 2025.

Step 1: Central angle for Content.
The formula for the central angle is
$\theta = \frac{value}{total} \times 360^\circ.$
Substitute value = $18$, total = $25$:
$\theta_Content = \frac{18}{25} \times 360^\circ.$
$\frac{18 \times 360^\circ}{25} = \frac{6480^\circ}{25} = 259.2^\circ.$

Step 2: Central angle for Language.
Using the formula $\theta = \frac{value}{total} \times 360^\circ$:
$\theta_Language = \frac{4}{25} \times 360^\circ.$
$\frac{4 \times 360^\circ}{25} = \frac{1440^\circ}{25} = 57.6^\circ.$

Step 3: Central angle for Layout.
Using the formula $\theta = \frac{value}{total} \times 360^\circ$:
$\theta_Layout = \frac{3}{25} \times 360^\circ.$
$\frac{3 \times 360^\circ}{25} = \frac{1080^\circ}{25} = 43.2^\circ.$

Step 4: Verify the sum of angles.
$259.2^\circ + 57.6^\circ + 43.2^\circ = 360^\circ.$

**Content: 259.2^\circ Language: 57.6^\circ Layout: 43.2^\circ}