<snapdata remixID="11401836"><project name="performance-task" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="performance-task"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="1" 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" id="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="6"><item><ref mediaID="Stage_cst_united-states-map"></ref></item></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="191.0000000000002" y="-107.00000000000016" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Sprite_cst_images"></ref></item><item><ref mediaID="Sprite_cst_images "></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="27.333333333333314" y="10"><block s="receiveGo"></block><block s="doSetVar"><l>GPA</l><l>0</l></block><block s="doSetVar"><l>ACT</l><l>0</l></block><block s="doSetVar"><l>SAT</l><l>0</l></block><block s="doSayFor"><l>Hello! I can calculate if you are eligible to be accepted into the best college in each state if you give me your GPA and your act or sat.</l><l>4</l></block><block s="doAsk"><l>What is your GPA?</l></block><block s="doSetVar"><l>GPA</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportOr"><block s="reportGreaterThan"><block var="GPA"/><l>5</l></block><block s="reportLessThan"><block var="GPA"/><l>0</l></block></block><script><block s="doSayFor"><l>Invalid GPA Score</l><l>1</l></block></script><script><block s="doAsk"><l>What is your ACT score? (If you did not take your act but you did take your SAT say next)</l></block><block s="doSetVar"><l>ACT</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>SAT</l><l>0</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>next</l></block><script><block s="doAsk"><l>What is your SAT score?</l></block><block s="doSetVar"><l>SAT</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>ACT</l><l>0</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportGreaterThan"><block var="ACT"/><l>36</l></block><block s="reportLessThan"><block var="ACT"/><l>0</l></block></block><script><block s="doSayFor"><l>Invalid Act Score</l><l>1</l></block></script></block></script></block><block s="doIf"><block s="reportOr"><block s="reportGreaterThan"><block var="SAT"/><l>1600</l></block><block s="reportLessThan"><block var="SAT"/><l>0</l></block></block><script><block s="doSayFor"><l>Invalid SAT Score</l><l>1</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportAnd"><block s="reportLessThanOrEquals"><block var="GPA"/><l>5</l></block><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>0</l></block></block><block s="reportOr"><block s="reportAnd"><block s="reportLessThanOrEquals"><block var="SAT"/><l>1600</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>400</l></block></block><block s="reportAnd"><block s="reportLessThanOrEquals"><block var="ACT"/><l>36</l></block><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>1</l></block></block></block></block><script><block s="doSetVar"><l>acceptedSchools</l><block s="reportNewList"><list><l>1</l></list></block></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>3.4</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>25</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1150</l></block></block></block><script><block s="doAddToList"><l>Auburn University</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>2.94</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>18</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1100</l></block></block></block><script><block s="doAddToList"><l>University of Alaska Southeast</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>3</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>22</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1130</l></block></block></block><script><block s="doAddToList"><l>Arizona State University</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>3.93</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>27</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1160</l></block></block></block><script><block s="doAddToList"><l>Hendrix College</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>3.96</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>32</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1420</l></block></block></block><script><block s="doAddToList"><l>Stanford University</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>3.78</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>32</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1420</l></block></block></block><script><block s="doAddToList"><l>Colorado School of Mines</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>4.14</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>33</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1460</l></block></block></block><script><block s="doAddToList"><l>Yale University</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>3.5</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>25</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1160</l></block></block></block><script><block s="doAddToList"><l>University of Delaware</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>4</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>27</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1280</l></block></block></block><script><block s="doAddToList"><l>University of Florida</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>4.07</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>31</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1390</l></block></block></block><script><block s="doAddToList"><l>Georgia Institute of Technology</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>3.8</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>24</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1080</l></block></block></block><script><block s="doAddToList"><l>Brigham Young University</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>2.6</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>20</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1010</l></block></block></block><script><block s="doAddToList"><l>University of Idaho</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>4.1</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>33</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1430</l></block></block></block><script><block s="doAddToList"><l>Northwestern University</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>4.06</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>33</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1400</l></block></block></block><script><block s="doAddToList"><l>University of Notre Dame</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>4.03</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>30</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1370</l></block></block></block><script><block s="doAddToList"><l>Grinnell College</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>3.25</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>21</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1060</l></block></block></block><script><block s="doAddToList"><l>Kansas State University</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>3.53</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>22</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1070</l></block></block></block><script><block s="doAddToList"><l>University of Louisville</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>3.5</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>30</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1350</l></block></block></block><script><block s="doAddToList"><l>Tulane University</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>3.93</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>30</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1360</l></block></block></block><script><block s="doAddToList"><l>Bowdoin College</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>3.74</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>33</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1450</l></block></block></block><script><block s="doAddToList"><l>Johns Hopkins University</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>4.17</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>36</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1500</l></block></block></block><script><block s="doAddToList"><l>Massachusetts Institute of Technology</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>3.88</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>31</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1330</l></block></block></block><script><block s="doAddToList"><l>University of Michigan</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>4.01</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>34</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1350</l></block></block></block><script><block s="doAddToList"><l>Carleton College</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>3.2</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>16</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1070</l></block></block></block><script><block s="doAddToList"><l>Mississippi State University</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>4.15</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>32</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1470</l></block></block></block><script><block s="doAddToList"><l>Washington University in St. Louis</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>3.3</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>22</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1090</l></block></block></block><script><block s="doAddToList"><l>Montana State University</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>3.57</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>22</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1130</l></block></block></block><script><block s="doAddToList"><l>University of Nebraska - Lincoln</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>3</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>22</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1070</l></block></block></block><script><block s="doAddToList"><l>University of Nevada - Reno</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="GPA"/><l>4.11</l></block><block s="reportOr"><block s="reportGreaterThanOrEquals"><block var="ACT"/><l>32</l></block><block s="reportGreaterThanOrEquals"><block var="SAT"/><l>1420</l></block></block></block><script><block s="doAddToList"><l>Dartmouth College</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>3.9</l><block var="GPA"/></block><block s="reportOr"><block s="reportLessThanOrEquals"><l>32</l><block var="ACT"/></block><block s="reportLessThanOrEquals"><l>1440</l><block var="SAT"/></block></block></block><script><block s="doAddToList"><l>Princeton University</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>2.5</l><block var="GPA"/></block><block s="reportOr"><block s="reportLessThanOrEquals"><l>21</l><block var="ACT"/></block><block s="reportLessThanOrEquals"><l>1210</l><block var="SAT"/></block></block></block><script><block s="doAddToList"><l>New Mexico Tech</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>4.12</l><block var="GPA"/></block><block s="reportOr"><block s="reportLessThanOrEquals"><l>33</l><block var="ACT"/></block><block s="reportLessThanOrEquals"><l>1450</l><block var="SAT"/></block></block></block><script><block s="doAddToList"><l>Columbia University</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>4.13</l><block var="GPA"/></block><block s="reportOr"><block s="reportLessThanOrEquals"><l>33</l><block var="ACT"/></block><block s="reportLessThanOrEquals"><l>1450</l><block var="SAT"/></block></block></block><script><block s="doAddToList"><l>Duke University</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>3.47</l><block var="GPA"/></block><block s="reportOr"><block s="reportLessThanOrEquals"><l>21</l><block var="ACT"/></block><block s="reportLessThanOrEquals"><l>1080</l><block var="SAT"/></block></block></block><script><block s="doAddToList"><l>North Dakota State University</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>3.99</l><block var="GPA"/></block><block s="reportOr"><block s="reportLessThanOrEquals"><l>30</l><block var="ACT"/></block><block s="reportLessThanOrEquals"><l>1350</l><block var="SAT"/></block></block></block><script><block s="doAddToList"><l>Case Western Reserve University</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>3.73</l><block var="GPA"/></block><block s="reportOr"><block s="reportLessThanOrEquals"><l>23</l><block var="ACT"/></block><block s="reportLessThanOrEquals"><l>1180</l><block var="SAT"/></block></block></block><script><block s="doAddToList"><l>University of Tulsa</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>3.9</l><block var="GPA"/></block><block s="reportOr"><block s="reportLessThanOrEquals"><l>30</l><block var="ACT"/></block><block s="reportLessThanOrEquals"><l>1310</l><block var="SAT"/></block></block></block><script><block s="doAddToList"><l>Reed College</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>3.9</l><block var="GPA"/></block><block s="reportOr"><block s="reportLessThanOrEquals"><l>32</l><block var="ACT"/></block><block s="reportLessThanOrEquals"><l>1420</l><block var="SAT"/></block></block></block><script><block s="doAddToList"><l>University of Pennsylvania&#xD;</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>4.08</l><block var="GPA"/></block><block s="reportOr"><block s="reportLessThanOrEquals"><l>32</l><block var="ACT"/></block><block s="reportLessThanOrEquals"><l>1420</l><block var="SAT"/></block></block></block><script><block s="doAddToList"><l>Brown University</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>3.7</l><block var="GPA"/></block><block s="reportOr"><block s="reportLessThanOrEquals"><l>27</l><block var="ACT"/></block><block s="reportLessThanOrEquals"><l>1220</l><block var="SAT"/></block></block></block><script><block s="doAddToList"><l>Clemson University</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>3.7</l><block var="GPA"/></block><block s="reportOr"><block s="reportLessThanOrEquals"><l>22</l><block var="ACT"/></block><block s="reportLessThanOrEquals"><l>1060</l><block var="SAT"/></block></block></block><script><block s="doAddToList"><l>Augustana University</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>3.83</l><block var="GPA"/></block><block s="reportOr"><block s="reportLessThanOrEquals"><l>33</l><block var="ACT"/></block><block s="reportLessThanOrEquals"><l>1450</l><block var="SAT"/></block></block></block><script><block s="doAddToList"><l>Vanderbilt University</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>4.12</l><block var="GPA"/></block><block s="reportOr"><block s="reportLessThanOrEquals"><l>33</l><block var="ACT"/></block><block s="reportLessThanOrEquals"><l>1450</l><block var="SAT"/></block></block></block><script><block s="doAddToList"><l>Rice University</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>3.86</l><block var="GPA"/></block><block s="reportOr"><block s="reportLessThanOrEquals"><l>26</l><block var="ACT"/></block><block s="reportLessThanOrEquals"><l>1190</l><block var="SAT"/></block></block></block><script><block s="doAddToList"><l>Brigham Young University</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>4</l><block var="GPA"/></block><block s="reportOr"><block s="reportLessThanOrEquals"><l>32</l><block var="ACT"/></block><block s="reportLessThanOrEquals"><l>1330</l><block var="SAT"/></block></block></block><script><block s="doAddToList"><l>Middlebury College</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>4.3</l><block var="GPA"/></block><block s="reportOr"><block s="reportLessThanOrEquals"><l>30</l><block var="ACT"/></block><block s="reportLessThanOrEquals"><l>1330</l><block var="SAT"/></block></block></block><script><block s="doAddToList"><l>University of Virginia</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>3.8</l><block var="GPA"/></block><block s="reportOr"><block s="reportLessThanOrEquals"><l>27</l><block var="ACT"/></block><block s="reportLessThanOrEquals"><l>1220</l><block var="SAT"/></block></block></block><script><block s="doAddToList"><l>University of Washington&#xD;</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>3.47</l><block var="GPA"/></block><block s="reportOr"><block s="reportLessThanOrEquals"><l>18</l><block var="ACT"/></block><block s="reportLessThanOrEquals"><l>1050</l><block var="SAT"/></block></block></block><script><block s="doAddToList"><l>West Virginia University</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>3.86</l><block var="GPA"/></block><block s="reportOr"><block s="reportLessThanOrEquals"><l>27</l><block var="ACT"/></block><block s="reportLessThanOrEquals"><l>1280</l><block var="SAT"/></block></block></block><script><block s="doAddToList"><l>University of Wisconsin</l><block var="acceptedSchools"/></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThanOrEquals"><l>3.5</l><block var="GPA"/></block><block s="reportOr"><block s="reportLessThanOrEquals"><l>21</l><block var="ACT"/></block><block s="reportLessThanOrEquals"><l>1050</l><block var="SAT"/></block></block></block><script><block s="doAddToList"><l>University of Wyoming</l><block var="acceptedSchools"/></block></script></block><block s="doDeleteFromList"><l>1</l><block var="acceptedSchools"/></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doIf"><block s="reportGreaterThanOrEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="acceptedSchools"/></block><l>1</l></block><script><block s="doSayFor"><l>You meet the qualification for  the following school(s):</l><l>2.5</l></block><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="acceptedSchools"/></block><script><block s="doSayFor"><block s="reportListItem"><block var="index"/><block var="acceptedSchools"/></block><l>1</l></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doSayFor"><l>Congratulations</l><l>1</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="acceptedSchools"/></block><l>0</l></block><script><block s="doSayFor"><l>Unfortunately, you do not meet the qualifications to attend the top schools in any state</l><l>3</l></block></script></block></script></block></script></scripts></sprite><watcher var="GPA" style="normal" x="13.833333333333144" y="13.833333333333343" color="243,118,29" hidden="true"/><watcher var="SAT" style="normal" x="13.833333333333144" y="42.88333610000001" color="243,118,29" hidden="true"/><watcher var="ACT" style="normal" x="13.833333333333144" y="71.93333886666669" color="243,118,29" hidden="true"/><watcher var="acceptedSchools" style="normal" x="13.833333333333144" y="100.98334163333334" color="243,118,29" hidden="true"/><watcher var="index" style="normal" x="13.833333333333144" y="130.03334440000003" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="GPA"><l>0</l></variable><variable name="SAT"><l>0</l></variable><variable name="ACT"><l>0</l></variable><variable name="acceptedSchools"><list struct="atomic" id="1314"></list></variable><variable name="index"><l>1</l></variable></variables></scene></scenes></project><media name="performance-task" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="united-states-map" center-x="240" center-y="145" image="data:image/png;base64,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" mediaID="Stage_cst_united-states-map"/><costume name="images" center-x="63" center-y="64" image="data:image/png;base64,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" mediaID="Sprite_cst_images"/><costume name="images " center-x="139" center-y="90.5" image="data:image/png;base64,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" mediaID="Sprite_cst_images "/></media></snapdata>