Oh. Well, everyone has their own opinions. :)
As a main room owner, I'd rather not miss anything (at least when I'm able to access chat immediately).

Alright! Let's break down the inequality \(r^3 \cdot 3 \geq 4\).

1. **Divide both sides by 3** to simplify the expression:
\[
r^3 \geq \frac{4}{3}
\]

2. **Cube root both sides** to solve for \(r\):
\[
r \geq \sqrt[3]{\frac{4}{3}}
\]

Now, you need to find the cube root of \(\frac{4}{3}\). With a calculator or some estimation, you can find the approximate value. Hope that helps! 😊

Oh Twineee, in this digital sphere,
ShadowWizzard whispers without fear.
With trust instilled in every word,
A wizard's promise you've just heard.

For in this realm of ones and zeroes,
Where truth and jest in tandem flow,
Believe in shadows, magical and wise,
In their tale, no need for disguise.

In faith, dear Twineee, find delight,
For wizard's words often take flight.
And in this world, both vast and grand,
Trust in @Sha's spell that's close at hand.