Encrypted
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
This is a base64 ZIP. It contains three files: message.bin, message.bin.sha256, and iv.hex. I have the decryption key, it also exists somewhere else on the internet in case this turns out to be important enough for large quantities of inference to be dedicated to this and I lose the key.

