Try and solve the code below. Then PM your answer
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E7kg
LOOK BACK THE FORTH YOU SHOULD SEE WHAT WILL LEAD YOU FAR INTO SOLVING THIS.
Back, Down, Forward, Back, Up, Forward.
What the hell are you on about?
the answer is ڬڲڪھڞ۞ :)