<snapdata remixID="14259694"><project name="Jack Everhart - Unit 5 FRQ" app="Snap! 10.4.6, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Jack Everhart - Unit 5 FRQ"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Celcius Converter" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>Fahrenhight List</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="Celcius list"/><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doSetVar"><l>result</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="item"/><l>1.8</l></list></block><l>32</l></list></block></block><block s="doAddToList"><block var="result"/><block var="Fahrenhight List"/></block></script></block></script></block-definition><block-definition s="Lowest Temperature" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs></block-definition></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="41"></list></costumes><sounds><list struct="atomic" id="42"></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="47"><costumes><list struct="atomic" id="48"></list></costumes><sounds><list struct="atomic" id="49"></list></sounds><blocks></blocks><variables></variables><scripts><script x="154" y="10"><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></list></block></block><block s="doSetVar"><l>fahrenheit</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="fahrenheit"/></block></script><script x="84" y="164.66666666666669"><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><custom-block s="Celcius Converter"></custom-block><block s="doSetVar"><l>HIghest Temperature</l><l>0</l></block><block s="doForEach"><l>item</l><block var="fahrenheit"/><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="item"/><block var="HIghest Temperature"/></list></block><script><block s="doSetVar"><l>HIghest Temperature</l><block var="item"/></block></script><list></list></block></script></block><block s="doSetVar"><l>Lowest Temperature</l><block s="reportListItem"><l>1</l><block var="fahrenheit"/></block></block><block s="doForEach"><l>item</l><block var="fahrenheit"/><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="Lowest Temperature"/><block var="item"/></list></block><script><block s="doSetVar"><l>Lowest Temperature</l><block var="item"/></block></script><list></list></block></script></block></script></scripts></sprite><watcher var="Temp1" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher var="HIghest Temperature" style="normal" x="10" y="166.00000799999998" color="243,118,29"/><watcher var="Lowest Temperature" style="normal" x="10" y="187.00000999999997" color="243,118,29"/><watcher var="Celsius" style="normal" x="327" y="15" color="243,118,29" extX="80" extY="195"/><watcher var="fahrenheit" style="normal" x="204" y="21.000005999999985" color="243,118,29" extX="88" extY="172"/><watcher var="Temp2" style="normal" x="15" y="25.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="Celsius"><list struct="atomic" id="156">17,21,19,22,18,24,20,23,19,20</list></variable><variable name="Temp2"><l>0</l></variable><variable name="Temp1"><l>0</l></variable><variable name="fahrenheit"><list struct="atomic" id="157">62.6,69.80000000000001,66.2,71.6,64.4,75.2,68</list></variable><variable name="Celcius list"><list struct="atomic" id="158">17,21,19,22,18,24,20,23,19,20</list></variable><variable name="Fahrenhight List"><list struct="atomic" id="159">62.6,69.80000000000001,66.2,71.6,64.4,75.2,68,73.4,66.2,68</list></variable><variable name="HIghest Temperature"><l>75.2</l></variable><variable name="Lowest Temperature"><l>62.6</l></variable></variables></scene></scenes></project><media name="Jack Everhart - Unit 5 FRQ" app="Snap! 10.4.6, https://snap.berkeley.edu" version="2"></media></snapdata>