<snapdata remixID="14264313"><project name="UNIT 5 FRQ" app="Snap! 10.5.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="UNIT 5 FRQ"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="convert celcius" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><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>farehiet</l><block s="reportNewList"><list><l></l><l></l><l></l><l></l><l></l><l></l><l></l></list></block></block><block s="doForEach"><l>item</l><block var="celsius"/><script><block s="doAddToList"><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 var="farehiet"/></block><block s="doSetVar"><l>farehiet</l><block s="reportNewList"><list><block var="farehiet"/></list></block></block><block 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