<snapdata remixID="10971384"><project name="3.2 Combing Loops &amp; Conditionals Brian" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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AAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list id="2"><item><costume name="bg" center-x="240" center-y="180" 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