<snapdata remixID="8520167"><project name="Finch pen" 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="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="131,255,107,1" 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="15" 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="297" y="238"><block s="doForever"><script><block s="doSetVar"><l>x</l><block s="reportProduct"><custom-block s="Finch X Acceleration"></custom-block><l>240</l></block></block><block s="doSetVar"><l>y</l><block s="reportProduct"><custom-block s="Finch Y Acceleration"></custom-block><l>180</l></block></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="down"></block><block s="setColor"><color>131,255,107,1</color></block><block s="setSize"><l>9</l></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"/></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</l></variable><variable name="y"><l>0</l></variable></variables></project><media name="Finch pen" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>