<snapdata remixID="8511111"><project name="THERMOBOT" app="Snap! 5.1, http://snap.berkeley.edu" 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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="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="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" 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="10" 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="77" y="136"><block s="receiveGo"></block><block s="doForever"><script><block s="doIf"><block s="reportAnd"><block s="reportLessThan"><l>70</l><custom-block s="Finch Temperature Fahrenheit"></custom-block></block><block s="reportGreaterThan"><l>73</l><custom-block s="Finch Temperature Fahrenheit"></custom-block></block></block><script><custom-block s="Finch LED R: %n G: %n B: %n"><l>0</l><l>255</l><l>0</l></custom-block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThan"><l>0</l><custom-block s="Finch Temperature Fahrenheit"></custom-block></block><block s="reportGreaterThan"><l>70</l><custom-block s="Finch Temperature Fahrenheit"></custom-block></block></block><script><custom-block s="Finch Buzzer %n Hz %n ms"><l>40</l><l>1000</l></custom-block><custom-block s="Finch LED R: %n G: %n B: %n"><l>0</l><l>0</l><l>255</l></custom-block><block s="doWait"><l>1</l></block><custom-block s="Finch LED R: %n G: %n B: %n"><l>0</l><l>0</l><l>255</l></custom-block><block s="doWait"><l>1</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThan"><l>73</l><custom-block s="Finch Temperature Fahrenheit"></custom-block></block><block s="reportGreaterThan"><l>1000</l><custom-block s="Finch Temperature Fahrenheit"></custom-block></block></block><script><custom-block s="Finch Buzzer %n Hz %n ms"><l>1500</l><l>1000</l></custom-block><custom-block s="Finch LED R: %n G: %n B: %n"><l>255</l><l>0</l><l>0</l></custom-block><block s="doWait"><l>1</l></block><custom-block s="Finch LED R: %n G: %n B: %n"><l>255</l><l>0</l><l>0</l></custom-block><block s="doWait"><l>1</l></block></script></block></script></block></script></scripts></sprite><watcher var="lights" style="normal" x="10" y="10" color="243,118,29" extX="309" extY="221" hidden="true"/><watcher var="right light" style="slider" min="1" max="100" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="left" style="slider" min="1" max="100" x="10" y="85.00000399999999" color="243,118,29" hidden="true"/><watcher var="F" style="normal" x="10" y="117.00000399999999" color="243,118,29"/><watcher var="X" style="normal" x="10" y="138.00000599999998" color="243,118,29"/><watcher var="Y" style="normal" x="10" y="159.00000799999998" color="243,118,29"/><watcher var="Z" style="normal" x="10" y="180.00000999999997" color="243,118,29"/></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="lights"><list id="280"><item><list struct="atomic" id="281">65,70</list></item><item><list struct="atomic" id="282">65,70</list></item><item><list struct="atomic" id="283">65,70</list></item><item><list struct="atomic" id="284">65,70</list></item><item><list struct="atomic" id="285">65,70</list></item><item><list struct="atomic" id="286">65,70</list></item><item><list struct="atomic" id="287">65,70</list></item><item><list struct="atomic" id="288">65,70</list></item><item><list struct="atomic" id="289">65,70</list></item><item><list struct="atomic" id="290">65,70</list></item><item><list struct="atomic" id="291">65,70</list></item><item><list struct="atomic" id="292">65,70</list></item><item><list struct="atomic" id="293">65,70</list></item><item><list struct="atomic" id="294">65,70</list></item><item><list struct="atomic" 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light"><l>70</l></variable><variable name="left"><l>66</l></variable><variable name="F"><l>0</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="THERMOBOT" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>