<snapdata remixID="8528857"><project name="PenBOt" 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="16.200000000000045" y="-9.599999999999966" 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="false">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="302" y="365"><block s="receiveKey"><l><option>space</option></l></block><block s="doForever"><script><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="doSetVar"><l>X</l><custom-block s="Finch X Acceleration"></custom-block></block><block s="gotoXY"><block s="reportProduct"><l>180</l><block var="Y"/></block><block s="reportProduct"><l>-240</l><block var="X"/></block></block><block s="down"></block></script></block></script></scripts></sprite><watcher var="X" style="normal" x="10" y="10" color="243,118,29"/><watcher var="Y" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="Z" style="normal" x="10" y="52.00000399999999" 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="X"><l>0.04</l></variable><variable name="Y"><l>0.04</l></variable><variable name="Z"><l>1.03</l></variable></variables></project><media name="PenBOt" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>