<snapdata remixID="8511526"><project name="Finch Pen" 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="-5.684341886080802e-14" 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="11" 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="101" y="452"><custom-block s="Finch Accelerations"></custom-block></script><script x="90" y="310"><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="gotoXY"><block s="reportProduct"><l>240</l><block var="X"/></block><block s="reportProduct"><l>180</l><block var="Y"/></block></block></script></block></script><script x="101" y="477"><custom-block s="Finch Orientation"></custom-block></script><script x="399" y="363"><block s="down"></block></script></scripts></sprite><watcher var="left right" 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"/><sprite name="Sprite(2)" idx="2" x="-121" y="-23" heading="90" scale="1" volume="100" pan="0" rotation="2" draggable="true" costume="0" color="172.43099999999998,175.95,0,1" pen="tip" id="43"><costumes><list struct="atomic" id="44"></list></costumes><sounds><list struct="atomic" id="45"></list></sounds><blocks></blocks><variables></variables><scripts><script x="264" y="87"><block s="doSetVar"><l></l><l>0</l></block></script></scripts></sprite><watcher var="lights" style="normal" x="73" y="125.00000399999999" color="243,118,29" extX="80" extY="70" hidden="true"/><watcher var="F" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="X" style="normal" x="10" y="73.00000599999998" color="243,118,29"/><watcher var="Y" style="normal" x="10" y="94.00000799999998" color="243,118,29"/><watcher var="Z" style="normal" x="10" y="115.00000999999997" color="243,118,29"/><sprite name="Sprite(3)" idx="3" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="57"><costumes><list id="58"><item><costume name="costume1" center-x="240" center-y="180" image="data:image/png;base64,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" id="59"/></item></list></costumes><sounds><list struct="atomic" id="60"></list></sounds><blocks></blocks><variables></variables><scripts></scripts></sprite></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 right"><l></l></variable><variable name="right light"><l></l></variable><variable name="lights"><list id="240"><item><l></l></item><item><list struct="atomic" id="241">,</list></item><item><list struct="atomic" id="242">,</list></item><item><list struct="atomic" id="243">,</list></item></list></variable><variable name="F"><l>0</l></variable><variable name="X"><l>0.04</l></variable><variable name="Y"><l>-0.05</l></variable><variable name="Z"><l>0.98</l></variable></variables></project><media name="Finch Pen" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>