data:image/png;base64,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:image/png;base64,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 or Decipher?1DoutputText

110i

32

4.2.2 ITIT 5

As the lab says, it's okay to use ">" and "<" instead of "≥" and "≤."Hi Gary. I miss when you are at school all day. I can't wait for when you get home from school and ask what the hell this means. See you soon.Op'Nhy€5'P'tpzz'~olu'€v|'hyl'h{'zjovvs'hss'kh€5'P'jhu.{'~hp{'mvy'~olu'€v|'nl{'ovtl'myvt'zjovvs'huk'hzr'~oh{'{ol'olss'{opz'tlhuz5'Zll'€v|'zvvu5-7