<snapdata remixID="8511025"><project name="Fractions Beginner 2" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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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="100" y="2" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="99,0,214,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="17" y="10" w="363" collapsed="true">Welcome to Snap! We have pre-loaded the Finch blocks for you. Blocks that move the Finch wheels are located in the Motion category. Blocks that control the beak LED are in the Looks category. Blocks that control the Finch buzzer are in the Sound category. Blocks that read sensor data are in the Sensing category. All Finch blocks are located at the end of the list of blocks in a given category, and they all contain the word “Finch”. &#xD;&#xD;If a block does not contain the word Finch, it is a regular Snap! block. You can right click on most regular Snap! blocks and select help… to find out how they work. Visit www.finchrobot.com/software/snap to find out how the Finch blocks work, or just try them! You can test any block just by clicking on it. For example, click on the Finch LED block, or change the numbers to generate different colors.&#xD;&#xD;We’ve included a brief example as well to help you get started -------------------&gt;&#xD;Cover the left Finch obstacle sensor to turn on the LED, cover the right one to turn it off. See if you can make it flash. Happy coding!&#xD;</comment><script x="43" y="192.99999999999994"><block s="receiveKey"><l><option>+</option></l></block><custom-block s="Stop Finch"></custom-block></script><script x="13" y="39.99999999999994"><block s="receiveKey"><l><option>1</option></l></block><block s="doSetVar"><l>lights</l><block s="reportNewList"><list></list></block></block><block s="doForever"><script><block s="doSetVar"><l>left light</l><custom-block s="Finch Left Light Sensor"></custom-block></block><block s="doSetVar"><l>right light</l><custom-block s="Finch Right Light Sensor"></custom-block></block><block s="doAddToList"><custom-block s="Finch Light Sensors"></custom-block><block var="lights"/></block></script></block></script><script x="331.999999" y="36.166665666666574"><block s="receiveKey"><l><option>2</option></l></block><block s="doForever"><script><custom-block s="Move Finch Left: %n Right: %n"><custom-block s="Finch Left Light Sensor"></custom-block><custom-block s="Finch Right Light Sensor"></custom-block></custom-block></script></block></script><script x="325" y="130.99999999999994"><block s="receiveKey"><l><option>left arrow</option></l></block><block s="doSetVar"><l>F</l><block s="reportSum"><block s="reportProduct"><block s="reportQuotient"><l>9</l><l>5</l></block><custom-block s="Finch Temperature Celsius"></custom-block></block><l>32</l></block></block></script><script x="329" y="259.99999999999994"><block s="receiveKey"><l><option>space</option></l></block><custom-block s="Move Finch Left: %n Right: %n"><l>0</l><l>30</l></custom-block></script><script x="10.000000999999997" y="262.00000199999994"><custom-block s="Finch Temperature Fahrenheit"></custom-block></script><script x="36" y="372.99999999999994"><custom-block s="Finch Orientation"></custom-block></script><script x="10" y="287.99999999999994"><custom-block s="Finch Accelerations"></custom-block></script><script x="440.999999" y="379.16666566666663"><block s="receiveKey"><l><option>up arrow</option></l></block><block s="doForever"><script><block s="doSetVar"><l>x</l><custom-block s="Finch X Acceleration"></custom-block></block><block s="doSetVar"><l>y</l><custom-block s="Finch Y Acceleration"></custom-block></block><block s="doSetVar"><l>z</l><custom-block s="Finch Z Acceleration"></custom-block></block><block s="setColor"><color>99,0,214,1</color></block><block s="gotoXY"><block s="reportProduct"><block var="x"/><l>240</l></block><block s="reportProduct"><block var="y"/><l>180</l></block></block><block s="down"></block></script></block></script></scripts></sprite><watcher var="left light" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="right light" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="lights" style="normal" x="10" y="52.00000399999999" color="243,118,29" extX="129" extY="69" hidden="true"/><watcher var="x" style="normal" x="10" y="144.00000599999998" color="243,118,29" hidden="true"/><watcher var="y" style="normal" x="10" y="165.00000799999998" color="243,118,29" hidden="true"/><watcher var="z" style="normal" x="10" y="186.00000999999997" color="243,118,29" hidden="true"/><watcher var="F" style="normal" x="123" y="29.000005999999985" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Say This %&apos;speech&apos;" type="command" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s">Hello!</input></inputs><script><block s="doReport"><block s="reportURL"><block s="reportJoinWords"><list><l>http://localhost:22179/speak/</l><block var="speech"/></list></block></block></block></script></block-definition><block-definition s="Finch Left Light Sensor" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportURL"><l>http://localhost:22179/finch/in/lightLeft</l></block></block></script></block-definition><block-definition s="Move Finch Left: %&apos;Left&apos; Right: %&apos;Right&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doReport"><block s="reportURL"><block s="reportJoinWords"><list><l>http://localhost:22179/finch/out/motor/</l><block var="Left"/><l>/</l><block var="Right"/></list></block></block></block></script></block-definition><block-definition s="Stop Finch" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportURL"><l>http://localhost:22179/finch/out/motor/0/0</l></block></block></script></block-definition><block-definition s="Finch LED R: %&apos;red&apos; G: %&apos;green&apos; B: %&apos;blue&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n">0</input><input type="%n">50</input><input type="%n">0</input></inputs><script><block s="doReport"><block s="reportURL"><block s="reportJoinWords"><list><l>http://localhost:22179/finch/out/led/</l><block var="red"/><l>/</l><block var="green"/><l>/</l><block var="blue"/></list></block></block></block></script></block-definition><block-definition s="Finch Buzzer %&apos;frequency&apos; Hz %&apos;duration&apos; ms" type="command" category="sound"><header></header><code></code><translations></translations><inputs><input type="%n">440</input><input type="%n">500</input></inputs><script><block s="doReport"><block s="reportURL"><block s="reportJoinWords"><list><l>http://localhost:22179/finch/out/buzzer/</l><block var="frequency"/><l>/</l><block var="duration"/></list></block></block></block></script></block-definition><block-definition s="Finch Right Light Sensor" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportURL"><l>http://localhost:22179/finch/in/lightRight</l></block></block></script></block-definition><block-definition s="Finch Light Sensors" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><custom-block s="Finch Left Light Sensor"></custom-block><custom-block s="Finch Right Light Sensor"></custom-block></list></block></block></script></block-definition><block-definition s="Finch X Acceleration" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportURL"><l>http://localhost:22179/finch/in/accelerationX</l></block></block></script></block-definition><block-definition s="Finch Y Acceleration" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportURL"><l>http://localhost:22179/finch/in/accelerationY</l></block></block></script></block-definition><block-definition s="Finch Z Acceleration" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportURL"><l>http://localhost:22179/finch/in/accelerationZ</l></block></block></script></block-definition><block-definition s="Finch Orientation" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportURL"><l>http://localhost:22179/finch/in/orientation</l></block></block></script></block-definition><block-definition s="Finch Accelerations" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><custom-block s="Finch X Acceleration"></custom-block><custom-block s="Finch Y Acceleration"></custom-block><custom-block s="Finch Z Acceleration"></custom-block></list></block></block></script></block-definition><block-definition s="Finch Left Obstacle" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportEquals"><block s="reportURL"><l>http://localhost:22179/finch/in/obstacleLeft</l></block><l>true</l></block></block></script></block-definition><block-definition s="Finch Right Obstacle" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportEquals"><block s="reportURL"><l>http://localhost:22179/finch/in/obstacleRight</l></block><l>true</l></block></block></script></block-definition><block-definition s="Finch Obstacles" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><custom-block s="Finch Left Obstacle"></custom-block><custom-block s="Finch Right Obstacle"></custom-block></list></block></block></script></block-definition><block-definition s="Finch Temperature Celsius" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportURL"><l>http://localhost:22179/finch/in/temperature</l></block></block></script></block-definition><block-definition s="Finch Temperature Fahrenheit" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportSum"><block s="reportProduct"><l>1.8</l><custom-block s="Finch Temperature Celsius"></custom-block></block><l>32</l></block></block></script></block-definition><block-definition s="Finch Buzz+Wait %&apos;frequency&apos; Hz %&apos;duration&apos; ms" type="command" category="sound"><header></header><code></code><translations></translations><inputs><input type="%n">440</input><input type="%n">500</input></inputs><script><custom-block s="Finch Buzzer %n Hz %n ms"><block var="frequency"/><block var="duration"/></custom-block><block s="doWait"><block s="reportQuotient"><block var="duration"/><l>1000</l></block></block></script></block-definition></blocks><variables><variable name="left light"><l>15</l></variable><variable name="right light"><l>4</l></variable><variable name="lights"><list id="285"><item><list struct="atomic" id="286">25,38</list></item><item><list struct="atomic" id="287">25,38</list></item><item><list struct="atomic" id="288">26,38</list></item><item><list struct="atomic" id="289">26,38</list></item><item><list struct="atomic" id="290">26,39</list></item><item><list struct="atomic" id="291">27,39</list></item><item><list struct="atomic" id="292">27,39</list></item><item><list struct="atomic" id="293">27,39</list></item><item><list struct="atomic" id="294">28,39</list></item><item><list struct="atomic" id="295">28,40</list></item><item><list struct="atomic" id="296">24,39</list></item><item><list struct="atomic" id="297">26,38</list></item><item><list struct="atomic" id="298">26,38</list></item><item><list struct="atomic" id="299">26,37</list></item><item><list struct="atomic" id="300">26,38</list></item><item><list struct="atomic" id="301">26,37</list></item><item><list struct="atomic" id="302">26,36</list></item><item><list struct="atomic" id="303">26,36</list></item><item><list struct="atomic" id="304">26,36</list></item><item><list struct="atomic" id="305">26,36</list></item><item><list struct="atomic" id="306">27,36</list></item><item><list struct="atomic" id="307">27,36</list></item><item><list struct="atomic" id="308">27,36</list></item><item><list struct="atomic" id="309">27,37</list></item><item><list struct="atomic" id="310">27,37</list></item><item><list struct="atomic" id="311">25,23</list></item><item><list struct="atomic" id="312">25,34</list></item><item><list struct="atomic" id="313">28,36</list></item><item><list struct="atomic" id="314">26,36</list></item><item><list struct="atomic" id="315">23,32</list></item><item><list struct="atomic" id="316">16,23</list></item><item><list struct="atomic" id="317">14,21</list></item><item><list struct="atomic" id="318">16,18</list></item><item><list struct="atomic" id="319">25,29</list></item><item><list struct="atomic" id="320">36,31</list></item><item><list struct="atomic" id="321">41,34</list></item><item><list struct="atomic" id="322">43,33</list></item><item><list struct="atomic" id="323">43,34</list></item><item><list struct="atomic" id="324">43,34</list></item><item><list struct="atomic" id="325">43,34</list></item><item><list struct="atomic" id="326">43,34</list></item><item><list struct="atomic" id="327">43,35</list></item><item><list struct="atomic" id="328">43,35</list></item><item><list struct="atomic" id="329">43,35</list></item><item><list struct="atomic" id="330">43,35</list></item><item><list struct="atomic" id="331">43,35</list></item><item><list struct="atomic" id="332">43,36</list></item><item><list struct="atomic" id="333">42,36</list></item><item><list struct="atomic" id="334">42,36</list></item><item><list struct="atomic" id="335">42,36</list></item><item><list struct="atomic" id="336">42,36</list></item><item><list struct="atomic" id="337">42,36</list></item><item><list struct="atomic" id="338">42,36</list></item><item><list struct="atomic" id="339">42,36</list></item><item><list struct="atomic" id="340">42,36</list></item><item><list struct="atomic" id="341">42,36</list></item><item><list struct="atomic" id="342">41,36</list></item><item><list struct="atomic" id="343">42,35</list></item><item><list struct="atomic" id="344">41,36</list></item><item><list struct="atomic" id="345">41,35</list></item><item><list struct="atomic" id="346">41,36</list></item><item><list struct="atomic" id="347">41,36</list></item><item><list struct="atomic" id="348">41,36</list></item><item><list struct="atomic" id="349">41,36</list></item><item><list struct="atomic" id="350">41,36</list></item><item><list struct="atomic" id="351">41,36</list></item><item><list struct="atomic" id="352">41,37</list></item><item><list struct="atomic" id="353">41,37</list></item><item><list struct="atomic" id="354">42,33</list></item><item><list struct="atomic" id="355">40,35</list></item><item><list struct="atomic" id="356">38,36</list></item><item><list struct="atomic" id="357">38,34</list></item><item><list struct="atomic" id="358">39,23</list></item><item><list struct="atomic" id="359">30,16</list></item><item><list struct="atomic" id="360">29,15</list></item><item><list struct="atomic" id="361">29,11</list></item><item><list struct="atomic" id="362">16,6</list></item><item><list struct="atomic" id="363">10,10</list></item><item><list struct="atomic" id="364">10,10</list></item><item><list struct="atomic" id="365">9,8</list></item><item><list struct="atomic" id="366">8,9</list></item><item><list struct="atomic" id="367">9,9</list></item><item><list struct="atomic" id="368">8,8</list></item><item><list struct="atomic" id="369">8,7</list></item><item><list struct="atomic" id="370">9,4</list></item><item><list struct="atomic" id="371">11,3</list></item><item><list struct="atomic" id="372">12,3</list></item><item><list struct="atomic" id="373">13,3</list></item><item><list struct="atomic" id="374">10,3</list></item><item><list struct="atomic" id="375">13,4</list></item><item><list struct="atomic" id="376">14,4</list></item><item><list struct="atomic" id="377">14,4</list></item><item><list struct="atomic" id="378">15,4</list></item><item><list struct="atomic" id="379">15,4</list></item><item><list struct="atomic" id="380">15,4</list></item><item><list struct="atomic" id="381">15,4</list></item><item><list struct="atomic" id="382">15,4</list></item><item><list struct="atomic" id="383">15,4</list></item><item><list struct="atomic" id="384">15,4</list></item><item><list struct="atomic" id="385">15,4</list></item><item><list struct="atomic" id="386">15,4</list></item><item><list struct="atomic" id="387">15,4</list></item></list></variable><variable name="F"><l>76.244</l></variable><variable name="x"><l>Finch not connected</l></variable><variable name="y"><l>Finch not connected</l></variable><variable name="z"><l>Finch not connected</l></variable></variables></project><media name="Fractions Beginner 2" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>