Recall the relationship between diameter and radius.

The radius is half of the diameter.

The radius of the cylindrical magic cube is $\boxed{\text{33.5 mm}}$.

1.2.2) Calculate the total volume of the cylindrical magic cube in $\text{mm}^3$.
The following formula may be used:
Volume of cylinder = $\pi \times \text{radius} \times \text{radius} \times \text{height}$, where $\pi = 3.142$.

From the image, the height of the cylindrical magic cube is $60 \text{ mm}$.
From 1.2.1, the radius is $33.5 \text{ mm}$.
The value of $\pi$ is given as 3.142.

The total volume of the cylindrical magic cube is $\boxed{\text{211516.47 mm}^3}$.

1.2.3) Calculate the total surface area of the magic cube in $\text{mm}^2$.
The following formula may be used:
Total surface area = side $\times$ side $\times$ 6

From the image, the side length of the cubic magic cube is $57 \text{ mm}$.

The total surface area of the magic cube is $\boxed{\text{19494 mm}^2}$.