<snapdata remixID="8511615"><project name="PENPEN" 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" id="1"><pentrails>data:image/png;base64,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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="21.59999999999991" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="224,0,67,1" 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="394.999999" y="185.16666566666663"><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>224,0,67,1</color></block><block s="setSize"><l>4</l></block></script></block></script></scripts></sprite><watcher var="list" 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"/></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>22</l></variable><variable name="Right light"><l>28</l></variable><variable name="lights"><list struct="atomic" id="218"></list></variable><variable name="list"><l>0</l></variable><variable name="x"><l>21.599999999999998</l></variable><variable name="z"><l>1.03</l></variable><variable name="y"><l>0</l></variable></variables></project><media name="PENPEN" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>