Example 3 converted to a binary number equals what?

Translate the text above into English, please retain the original text's line breaks and format, and output the translation result directly.
From the values column in Table 1, we know that the largest number not greater than 92 is 64, and $2^{6}=64$. By $92-64=28$, and from the values column in Table 1, we know that the largest number not greater than 28 is 16, and $2^{4}=16$. By $28-16=12$, and from the values column in Table 1, we know that the largest number not greater than 12 is 8, and $2^{3}=8$. By $12-8=4$, and from the values column in Table 1, we know that the largest number not greater than 4 is 4, and $2^{2}=4$. Since
$$\begin{aligned}
92= & 64+16+8+4=1 \times 2^{5}+0 \times 2^{5} \\
& +1 \times 2^{4}+1 \times 2^{3}+1 \times 2^{2}+0 \times 2+0
\end{aligned}$$

Therefore, $92=(1011100)_{2}$