data:image/png;base64,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data:image/png;base64,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false4000falseinfected clone is a predicate variable that uniqely belongs to each clone. If its value is "true", then the clone is infected. One clone may have "infected clone"s value be true, and another may have it set to false. 4000delete all clonesitem10100177249,6,9,4,8,4,3,70