<snapdata remixID="11501351"><project name="Rainbow loops" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes>A rainbow simulation for &#xD;&#xD;June : Rainbows</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Rainbow loops"><notes>A rainbow simulation for &#xD;&#xD;June : Rainbows</notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="5"><pentrails>data:image/png;base64,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