To simplify \( 1000^{2/3} \), we can start by expressing 1000 as \( 10^3 \):
\[
1000 = 10^3
\]
Next, we can apply the exponent:
\[
1000^{2/3} = (10^3)^{2/3}
\]
When we raise a power to another power, we multiply the exponents:
\[
(10^3)^{2/3} = 10^{3 \cdot (2/3)} = 10^2
\]
Now, simplifying \( 10^2 \) gives us:
\[
10^2 = 100
\]
So the correct simplification of \( 1000^{2/3} \) is indeed 100. Therefore, Kali is the one who has the correct value.
**Final answer: Kali**