<snapdata remixID="12939469"><project name="min and mix worksheet" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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var="maxTemp" style="normal" x="25.130890052356023" y="77.90576418848167" color="243,118,29"/></sprites></stage><variables><variable name="daily temp"><list struct="atomic" id="141">78,80,81,92,76,83,88</list></variable><variable name="index"><l>0</l></variable><variable name="minTemp"><l>76</l></variable><variable name="minTemp.negativeTemp"><l>-8</l></variable><variable name="maxTemp"><l>92</l></variable></variables></scene></scenes></project><media name="min and mix worksheet" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>