<snapdata remixID="9344530"><project name="college help" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-69" y="-55" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="3" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="boy1 standing" center-x="17.5" center-y="40" 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dt/DCsI2RuI3D391jkOfXJpncJE+dJ+jwJjoL3EpaKfeMI3b0bkzXUfK691NLcXzo1dvxMO26c5XCjLOJKBqnyJtH+hGbE9OYIw+R4clJHTtg+lrxfdfq/muuRMqdpNehiFNJM0UN0a/wvuBp5A7/O3a+cRf04MOYsNZg6NtXYopazVsoP5K/b/OwZzRhm2tBhvESvH2G5y8kc6d/SiOTfnt4BENvvSpNVpyOzYWxHAwGQ3W4+sperGxlkiNJ3+v+9bjDjfef+4sN+jsf6TTvEjTxo797Folp/oxYKH3MO+9LJh9tbMSud282PE9YuxwwXgfRUpR/7BI6c85Jdp5weSZCEsF2dHzsF3kQ8ryYhn9yq16hzuYfCZ+hUWfm8lAx16xs0vlJjejOPL+KTPPc/gSNNx74sq7PnchzqjSZPwIs6EJLIkS6hAAAAABJRU5ErkJggg==" id="10"/></item><item><costume name="dm pop stand" center-x="240" center-y="180" 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var="best sports" style="normal" x="10" y="331.00001" color="243,118,29" hidden="true"/><watcher var="best price" style="normal" x="10" y="338.999998" color="243,118,29" hidden="true"/><watcher var="colleges and their sat scores" style="normal" x="25.386393229167197" y="12" color="243,118,29" hidden="true"/><watcher var="best overall in each category" style="normal" x="316" y="8.00000399999999" color="243,118,29" extX="80" extY="70"/><watcher var="my sat score" style="normal" x="10" y="338.999998" color="243,118,29" hidden="true"/><watcher var="average school sat score" style="normal" x="10" y="338.999998" color="243,118,29" hidden="true"/><watcher var="colleges" style="normal" x="1" y="3.999998000000005" color="243,118,29" extX="133" extY="74"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="College campus" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>nicest campuses</l><block s="reportNumbers"><l>1</l><block s="getLastAnswer"></block></block></block><block s="doForEach"><l>item</l><block var="nicest campuses"/><script><block s="doAsk"><l>Tell me your next favorite college campus!</l></block><block s="doReplaceInList"><block var="item"/><block var="nicest campuses"/><block s="getLastAnswer"></block></block></script></block></script></block-definition><block-definition s="Curriculum" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>college curriculum</l><block s="reportNumbers"><l>1</l><block s="reportListLength"><block var="nicest campuses"/></block></block></block><block s="doForEach"><l>item</l><block var="college curriculum"/><script><block s="doAsk"><l>Tell me the name of the next best college that matches the curriculum you seek</l></block><block s="doReplaceInList"><block var="item"/><block var="college curriculum"/><block s="getLastAnswer"></block></block></script></block></script></block-definition><block-definition s="Overall Categories" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>best overall in each category</l><block s="reportNumbers"><l>1</l><block s="reportListLength"><block var="nicest campuses"/></block></block></block><block s="doReplaceInList"><l>1</l><block var="best overall in each category"/><block s="reportListItem"><l>1</l><block var="nicest campuses"/></block></block><block s="doReplaceInList"><l>2</l><block var="best overall in each category"/><block s="reportListItem"><l>1</l><block var="college curriculum"/></block></block><block s="doReplaceInList"><l>3</l><block var="best overall in each category"/><block s="reportListItem"><l>1</l><block var="best price"/></block></block><block s="doReplaceInList"><l>4</l><block var="best overall in each category"/><block s="reportListItem"><l>1</l><block var="best sports"/></block></block><block s="doReplaceInList"><l>5</l><block var="best overall in each category"/><block s="reportListItem"><l>1</l><block var="most prestige"/></block></block></script></block-definition><block-definition s="prestige" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>most prestige</l><block s="reportNumbers"><l>1</l><block s="reportListLength"><block var="college curriculum"/></block></block></block><block s="doForEach"><l>item</l><block var="most prestige"/><script><block s="doAsk"><l>Tell me the next college with the most presitge!</l></block><block s="doReplaceInList"><block var="item"/><block var="most prestige"/><block s="getLastAnswer"></block></block></script></block></script></block-definition><block-definition s="spirit" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>best spirit</l><block s="reportNumbers"><l>1</l><block s="reportListLength"><block var="most prestige"/></block></block></block><block s="doForEach"><l>item</l><block var="best spirit"/><script><block s="doAsk"><l>Tell me the next best college in terms of spirit</l></block><block s="doReplaceInList"><block var="item"/><block var="best spirit"/><block s="getLastAnswer"></block></block></script></block></script></block-definition><block-definition s="price" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>best price</l><block s="reportNumbers"><l>1</l><block s="reportListLength"><block var="college curriculum"/></block></block></block><block s="doForEach"><l>item</l><block var="best price"/><script><block s="doAsk"><l>Tell me the next best college in terms of price</l></block><block s="doReplaceInList"><block var="item"/><block var="best price"/><block s="getLastAnswer"></block></block></script></block></script></block-definition><block-definition s="sports" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>best sports</l><block s="reportNumbers"><l>1</l><block s="reportListLength"><block var="college curriculum"/></block></block></block><block s="doForEach"><l>item</l><block var="best sports"/><script><block s="doAsk"><l>Tell me the next best college with sports</l></block><block s="doReplaceInList"><block var="item"/><block var="best sports"/><block s="getLastAnswer"></block></block></script></block></script></block-definition><block-definition s="making college variable" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="contact with name: %&apos;name&apos; address: %&apos;address&apos; phone: %&apos;phone&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="school %&apos;schoolname&apos; SAT score %&apos;avgSAT&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="schoolname"/><block var="avgSAT"/></list></block></block></script></block-definition><block-definition s="SAT Score %&apos;school&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="school"/></block></block></script></block-definition><block-definition s="Name of school" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="Name of school %&apos;NAME&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="NAME"/></block></block></script></block-definition><block-definition s="my sat score" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="Is your SAT high enough?" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Which college won the most categories?</l></block><block s="bubble"><block s="reportJoinWords"><list><l>Looks like </l><block s="getLastAnswer"></block><l>is the right college for you! Can you get in?</l></list></block></block><block s="doAsk"><l>Whats your superscored SAT score?</l></block><block s="doSetVar"><l>my sat score</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is your matched school&apos;s average SAT score?</l></block><block s="doSetVar"><l>average school sat score</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportGreaterThan"><block var="my sat score"/><block var="average school sat score"/></block><script><block s="bubble"><l>You have a higher average SAT score than your matched school, good luck applying!</l></block></script><script><block s="bubble"><l>You have a lower average SAT score than your matched school, consider re taking the SAT</l></block></script></block></script></block-definition><block-definition s="Categories" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="College campus"></custom-block><custom-block s="Curriculum"></custom-block><custom-block s="price"></custom-block><custom-block s="sports"></custom-block><custom-block s="prestige"></custom-block></script></block-definition><block-definition s="Program" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>I am CollegeBotInator. I will help you organize and decide between colleges. Do you want to begin?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doAsk"><l>How many colleges are you choosing between?</l></block><custom-block s="Categories"></custom-block><custom-block s="Overall Categories"></custom-block><custom-block s="Is your SAT high enough?"></custom-block></script><script><block s="bubble"><l>Okay, goodbye</l></block></script></block></script></block-definition><block-definition s="If you select no" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="bubble"><l>ok have a nice life</l></block></script></block></script></block-definition><block-definition s="Greeting" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><l>I am CollegeBotInator. I will help you organize your college lists.!</l><l>2</l></block><block s="doAsk"><l>Do you want to proceed?</l></block></script></block-definition></blocks><variables><variable name="nicest campuses"><list struct="atomic" id="340">yale,harvard,princeton</list></variable><variable name="college curriculum"><list struct="atomic" linked="linked" id="341">1,2,3</list></variable><variable name="best overall in each category"><list struct="atomic" id="342">harvard,yale,harvard,harvard,harvardf</list></variable><variable name="most prestige"><list struct="atomic" id="343">harvardf,yale,princeton</list></variable><variable name="best spirit"><list struct="atomic" id="344">yale,mit,rice</list></variable><variable name="best sports"><list struct="atomic" id="345">harvard,yale,princeton</list></variable><variable name="best price"><list struct="atomic" id="346">harvard,yale,princeton</list></variable><variable name="colleges and their sat scores"><list id="347"><item><list struct="atomic" id="348">Harvard,Yale,Princeton,Stanford,MIT,Columbia,Cornell,UPenn,Dartmouth,Brown</list></item></list></variable><variable name="colleges"><list id="349"><item><list struct="atomic" id="350">Harvard,1520</list></item><item><list struct="atomic" id="351">Yale,1510</list></item><item><list struct="atomic" id="352">Princeton,1510</list></item></list></variable><variable name="my sat score"><l>1480</l></variable><variable name="average school sat score"><l>1520</l></variable></variables></project><media name="college help" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>