<snapdata remixID="15056974"><project name="Unit 5 FRQ" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Unit 5 FRQ"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><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" 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struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="412.00000000000045" y="233"><block s="doSetVar"><l>Celsius</l><block s="reportNewList"><list><l>17</l><l>21</l><l>19</l><l>22</l><l>18</l><l>24</l><l>20</l></list></block></block></script><script x="410.00000000000045" y="315"><block s="doSetVar"><l>farenheit</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="Celsius"/><block s="reportQuotient"><l>9</l><l>5</l></block></list></block><l>32</l></list></block></block></script><script x="76" y="45"><block s="receiveGo"></block><block s="doSetVar"><l>Celsius</l><block s="reportNewList"><list><l>17</l><l>21</l><l>19</l><l>22</l><l>18</l><l>24</l><l>20</l><l>23</l><l>19</l><l>20</l></list></block></block><block s="doSetVar"><l>farenheit</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="Celsius"/><block s="reportQuotient"><l>9</l><l>5</l></block></list></block><l>32</l></list></block></block><block s="bubble"><block var="farenheit"/></block><block s="doSetVar"><l>Highest tempurature</l><block s="reportListItem"><l>1</l><block var="farenheit"/></block></block><block s="doForEach"><l>item</l><block var="farenheit"/><script><block s="doIf"><block s="reportVariadicLessThan"><list><block var="Highest tempurature"/><block var="item"/></list></block><script><block s="doSetVar"><l>item</l><block var="Highest tempurature"/></block></script><list></list></block></script></block><block s="doSetVar"><l>Lowest temperature</l><block s="reportListItem"><l><option>last</option></l><block var="farenheit"/></block></block><block s="doForEach"><l>item</l><block var="farenheit"/><script><block s="doIf"><block s="reportVariadicLessThan"><list><block var="item"/><block var="Lowest temperature"/></list></block><script><block s="doSetVar"><l>item</l><block var="Lowest temperature"/></block></script><list></list></block></script></block></script></scripts></sprite><watcher var="Lowest temperature" style="normal" x="10" y="73.00000599999998" color="243,118,29"/><watcher var="Celsius" style="normal" x="12" y="162" color="243,118,29" extX="80" extY="70"/><watcher var="farenheit" style="normal" x="122" y="188.000002" color="243,118,29" extX="80" extY="70"/><watcher var="Highest tempurature" style="normal" x="3" y="43.00000399999999" color="243,118,29"/></sprites></stage><variables><variable name="farenheit"><list struct="atomic" id="138">62.6,69.80000000000001,66.2,71.6,64.4,75.2,68,73.4,66.2,68</list></variable><variable name="Highest tempurature"><l>62.6</l></variable><variable name="Lowest temperature"><l>68</l></variable><variable name="Celsius"><list struct="atomic" id="139">17,21,19,22,18,24,20,23,19,20</list></variable></variables></scene></scenes></project><media name="Unit 5 FRQ" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>