<snapdata remixID="8922773"><project name="Lab 3.4" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list 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="0" y="-2.842170943040401e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="AZ top stand" center-x="37" center-y="137" image="data:image/png;base64,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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="doSayFor"><l>Pick two numbers and I&apos;ll tell you what the max and the min is, and the distance to your numbers</l><l>4</l></block><block s="doAsk"><l>What is the first number?</l></block><block s="doSetVar"><l>awnser 1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the second number?</l></block><block s="doSetVar"><l>awnser 2</l><block s="getLastAnswer"></block></block><block s="doSayFor"><l>The max is</l><l>.5</l></block><block s="doSayFor"><custom-block s="Max %s %s"><block var="awnser 1"/><block var="awnser 2"/></custom-block><l>2</l></block><block s="doSayFor"><l>The min is</l><l>.5</l></block><block s="doSayFor"><custom-block s="Min %s %s"><block var="awnser 1"/><block var="awnser 2"/></custom-block><l>2</l></block><block s="doSayFor"><l>The diustance to the pair of numbers stated is</l><l>1.5</l></block><block s="doSayFor"><custom-block s="Distance to %s %s"><block var="awnser 1"/><block var="awnser 2"/></custom-block><l>2</l></block><block s="doSayFor"><l>Tell me a number and ill tell you if it is between the two numbers that were stated first.</l><l>5</l></block><block s="doAsk"><l>What is the your  number?</l></block><block s="doSetVar"><l>awnser 3</l><block s="getLastAnswer"></block></block><block s="doIfElse"><custom-block s="%n Between %n %n"><block var="awnser 3"/><block var="awnser 2"/><block var="awnser 1"/></custom-block><script><block s="doSayFor"><l>Your number is between the two numbers that were stated first.</l><l>4</l></block></script><script><block s="doSayFor"><l>Your number isn&apos;t between the two numbers that were stated first.</l><l>4</l></block></script></block><block s="doSayFor"><l>Tell me first a letter and then a word to find out if the word has the letter in it and if it is longer than the number you said before.</l><l>7</l></block><block s="doAsk"><l>What is the your  letter?</l></block><block s="doSetVar"><l>letter</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the your  word?</l></block><block s="doSetVar"><l>word</l><block s="getLastAnswer"></block></block><block s="doIfElse"><custom-block s="%txt Contains Letter %s"><block var="word"/><block var="letter"/></custom-block><script><block s="doSayFor"><l>Your word contains the letter that you stated.</l><l>4</l></block></script><script><block s="doSayFor"><l>Your word does not contain the letter that you stated.</l><l>4</l></block></script></block><block s="doIfElse"><custom-block s="%txt At least as long as %n"><block var="word"/><block var="awnser 3"/></custom-block><script><block s="doSayFor"><l>Your word is atleast as long as the number you stated before.</l><l>4</l></block></script><script><block s="doSayFor"><l>Your word is not as long as the number you stated before</l><l>4</l></block></script></block></script></scripts></sprite><watcher var="awnser 1" style="normal" x="10" y="10" color="243,118,29"/><watcher var="awnser 2" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="awnser 3" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher var="letter" style="normal" x="10" y="73.00000599999998" color="243,118,29"/><watcher var="word" style="normal" x="10" y="94.00000799999998" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Min %&apos;Number 1&apos; %&apos;Number 2&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportLessThan"><block var="Number 1"/><block var="Number 2"/></block><script><block s="doReport"><block var="Number 1"/></block></script><script><block s="doReport"><block var="Number 2"/></block></script></block></script></block-definition><block-definition s="Max %&apos;Number 1&apos; %&apos;Number 2&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportGreaterThan"><block var="Number 1"/><block var="Number 2"/></block><script><block s="doReport"><block var="Number 1"/></block></script><script><block s="doReport"><block var="Number 2"/></block></script></block></script></block-definition><block-definition s="%&apos;Test Number&apos; Between %&apos;Number 1&apos; %&apos;Number 2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportOr"><block s="reportLessThan"><block var="Test Number"/><custom-block s="Min %s %s"><block var="Number 1"/><block var="Number 2"/></custom-block></block><block s="reportGreaterThan"><block var="Test Number"/><custom-block s="Max %s %s"><block var="Number 1"/><block var="Number 2"/></custom-block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block-definition><block-definition s="%&apos;Word&apos; At least as long as %&apos;Number Input&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block s="reportStringSize"><block var="Word"/></block><block var="Number Input"/></block><block s="reportLessThan"><block var="Number Input"/><block s="reportStringSize"><block var="Word"/></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="Square %&apos;Number&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportProduct"><block var="Number"/><block var="Number"/></block></block></script></block-definition><block-definition s="Distance to %&apos;X Position&apos; %&apos;Y Position&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="reportMonadic"><l><option>sqrt</option></l><block s="reportSum"><custom-block s="Square %n"><block s="reportDifference"><block var="Y Position"/><block s="yPosition"></block></block></custom-block><custom-block s="Square %n"><block s="reportDifference"><block var="X Position"/><block s="xPosition"></block></block></custom-block></block></block></block></script></block-definition><block-definition s="%&apos;Word&apos; Contains Letter %&apos;Letter&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>1</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>2</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>3</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>4</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>5</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>6</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>7</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>8</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>9</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>10</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>11</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>12</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>13</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>14</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>15</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>16</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>17</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>18</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>19</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>20</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>21</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>22</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>23</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>24</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>25</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>26</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>27</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>28</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>29</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>30</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>31</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>32</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>33</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>34</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>35</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>36</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>37</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>38</l><block var="Word"/></block><block var="Letter"/></block><block s="reportOr"><block s="reportEquals"><block s="reportLetter"><l>39</l><block var="Word"/></block><block var="Letter"/></block><block s="reportEquals"><block s="reportLetter"><l>40</l><block var="Word"/></block><block var="Letter"/></block></block></block></block></block></block></block></block></block></block></block></block></block></block></block></block></block></block></block></block></block></block></block></block></block></block></block></block></block></block></block></block></block></block></block></block></block></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="min" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables><variable name="awnser 1"><l>1</l></variable><variable name="awnser 2"><l>5</l></variable><variable name="awnser 3"><l>4</l></variable><variable name="letter"><l>f</l></variable><variable name="word"><l>hi</l></variable></variables></project><media name="Lab 3.4" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>