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sB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==
123Now I know you'll do great in these tests I have for you.4Please take a step back so we can get started.20123Alright, for the first test I'd like to see you cast a couple simple spells3.5Let's start with a square illusion spell first.20123123
Wizard_Talk_1
Axel1