data:image/png;base64,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:image/png;base64,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meme is this? A. Shrek B.Jimmy Neutron C. Big Chungus D. Young Terio at Popeyes.ddcWhat meme is this? A. RickRoll B Troll Face C Modern Solutions D NoneccaADThey had us in the first____, not going to lie. A. part B. Half C.Swamo D.Imma head outbbaATATWhat meme is this? A. irl spungebob B Nickelodeon C Spongebob D Imma Head OutddaLaugh Male 3MEMEMEMME