<snapdata remixID="9404416"><project name="Task: Traversing Lists" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes>9th Grade Computer Science: Task&#xD;Traversing Lists of Variables&#xD;&#xD;Completed June 10th, 2020 (6/10/2020)&#xD;--&#xD;Press green flag to start/restart.&#xD;Press the 1 key to welcome all names in the list.&#xD;Press the 2 key to welcome all names in the list, but in reverse.</notes><thumbnail>data:image/png;base64,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