8. (3 points) In the following equation, different Chinese characters represent different digits, and the same Chinese characters represent the same digit. When 春 $=$ $\qquad$ , 蕾＝ $\qquad$ , 赛 $=$ $\qquad$, the equation holds.

Translate the above text into English, please retain the original text's line breaks and format, and output the translation result directly.
【Solution】Solution: According to the vertical calculation, we get: Cup $=0$;
Based on the first digit, Spring $=3$, so that the product obtained can be an 8-digit number;
Since multiplying each digit of the second factor by the first factor results in a four-digit number, Lei and Sai can only take 1 and 2; $3102 \times 3102=9622404$, which is not an 8-digit number;
$3201 \times 3201=10246401$, which is an 8-digit number;
Therefore, Lei $=2$, Sai $=1$.
From the above, the vertical calculation is:
\begin{tabular}{r}
3201 \\
$\times \quad 3201$ \\
\hline 3201 \\
6402 \\
9603 \\
\hline 10246401
\end{tabular}

Therefore, the answer is: $3,2,0,1$.