<snapdata remixID="8520967"><project name="Accelerometers for Asteroids" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="1" 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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" id="261"/></item></list></costumes><sounds><list struct="atomic" id="262"></list></sounds><blocks></blocks><variables></variables><scripts><script x="296" y="102"><block s="receiveMessage"><l>u lost</l></block><block s="show"></block></script><script x="41" y="50"><block s="receiveGo"></block><block s="hide"></block></script></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="Health"><l>0</l></variable></variables></project><media name="Accelerometers for Asteroids" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>