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data:image/png;base64,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minimun number in this list is 2- Code version (Text/Block): Block Pseudocode - AP CollegeBoard AP Classroom for AP Computer Science Principles - Date: 2021 - Title: 1.2 Daily Video 3 Pseudocode - Code version (Text/Block) https://apclassroom.collegeboard.org/d/a21dvlri4q?sui=103,1the maximum number in this list is 219345,32,76,1,27,65,19,93,86,57