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<details><summary>Answer</summary>
<img src="https://proposals.codidact.com/uploads/4t4lawyq6b0lvpix22kyqybafypy">
</details>
<details><summary>Solution method</summary>
First count how many As, Bs, and Cs there are, which is 6 each. That means we are looking for a break that leaves 3 on each side.
~~There are a total of 18 letters, so 9 different dividing lines that leave whole letters on both sides. That's a small enough solution space to simply search exahaustively.~~
Surprisingly, that worked. I was expecting it not to work and a "clever" interpretation of the problem statement would be required such that the line would include parts of two letters on either side.
</details>

<details><summary>Answer</summary>
<img src="https://proposals.codidact.com/uploads/4t4lawyq6b0lvpix22kyqybafypy">
</details>
<details><summary>Solution method</summary>
First count how many As, Bs, and Cs there are, which is 6 each. That means we are looking for a break that leaves 3 on each side.
There are a total of 18 letters, so 9 different dividing lines that leave whole letters on both sides. That's a small enough solution space to simply search exhaustively.
Surprisingly, that worked. I was expecting it not to work and a "clever" interpretation of the problem statement would be required such that the line would include parts of two letters on either side.
</details>

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