<snapdata remixID="10305762"><project name="FinchStart" app="Snap! 6, https://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="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="XY Grid" center-x="240" center-y="180" 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s="reportKeyPressed"><l><option>left arrow</option></l></block><script><custom-block s="Move Finch Left: %n Right: %n"><l>-100</l><l>100</l></custom-block></script></block><block s="doIfElse"><block s="reportKeyPressed"><l><option>right arrow</option></l></block><script><custom-block s="Move Finch Left: %n Right: %n"><l>100</l><l>-100</l></custom-block></script><script><custom-block s="Stop Finch"></custom-block></script></block></script></block></script><script x="143" y="394.33333333333337"><block s="receiveGo"></block></script><script x="142" y="458.33333333333337"><block s="doForever"><script><block s="doSetVar"><l>x</l><block s="reportMouseX"></block></block><block s="doSetVar"><l>y</l><block s="reportMouseY"></block></block><custom-block s="Move Finch Left: %n Right: %n"><block s="reportQuotient"><block s="reportProduct"><block var="y"/><l>100</l></block><l>180</l></block><block s="reportQuotient"><block s="reportProduct"><block var="x"/><l>100</l></block><l>180</l></block></custom-block><block s="doIf"><custom-block s="Finch Left Obstacle"></custom-block><script><custom-block s="Finch LED R: %n G: %n B: %n"><l>50</l><l></l><l>50</l></custom-block><custom-block s="Move Finch Left: %n Right: %n"><l>100</l><l>-100</l></custom-block></script></block><block s="doIf"><custom-block s="Finch Right Obstacle"></custom-block><script><custom-block s="Finch LED R: %n G: %n B: %n"><l>0</l><l>50</l><l>50</l></custom-block><custom-block s="Move Finch Left: %n Right: %n"><l>-100</l><l>100</l></custom-block></script></block></script></block></script><script x="40" y="86.33333333333337"><block s="receiveKey"><l><option>space</option></l></block></script><script x="35" y="143.3333333333334"><block s="doUntil"><block s="reportKeyPressed"><l><option>x</option></l></block><script><block s="doIfElse"><custom-block s="Finch Left Obstacle"></custom-block><script><custom-block s="Finch LED R: %n G: %n B: 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s="reportMouseX"></block></block><block s="doSetVar"><l>y</l><block s="reportMouseY"></block></block><custom-block s="Move Finch Left: %n Right: %n"><block s="reportDifference"><block s="reportQuotient"><block s="reportProduct"><block var="x"/><l>100</l></block><l>180</l></block><block s="reportQuotient"><block s="reportProduct"><block var="y"/><l>100</l></block><l>180</l></block></block><block s="reportSum"><block s="reportQuotient"><block s="reportProduct"><block var="x"/><l>100</l></block><l>180</l></block><block s="reportQuotient"><block s="reportProduct"><block var="y"/><l>100</l></block><l>180</l></block></block></custom-block><block s="doIf"><custom-block s="Finch Left Obstacle"></custom-block><script><custom-block s="Finch LED R: %n G: %n B: %n"><l>50</l><l></l><l>50</l></custom-block><custom-block s="Stop Finch"></custom-block><custom-block s="Move Finch Left: %n Right: %n"><l>100</l><l>-100</l></custom-block><block s="doWait"><l>0.5</l></block></script></block><block s="doIf"><custom-block s="Finch Right Obstacle"></custom-block><script><custom-block s="Finch LED R: %n G: %n B: %n"><l>0</l><l>50</l><l>50</l></custom-block><custom-block s="Stop Finch"></custom-block><custom-block s="Move Finch Left: %n Right: %n"><l>-100</l><l>100</l></custom-block><block s="doWait"><l>0.5</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportAnd"><block s="reportLessThan"><block s="reportMouseX"></block><l>70</l></block><block s="reportGreaterThan"><block s="reportMouseX"></block><l>-70</l></block></block><block s="reportAnd"><block s="reportLessThan"><block s="reportMouseY"></block><l>70</l></block><block s="reportGreaterThan"><block s="reportMouseY"></block><l>-70</l></block></block></block><script><custom-block s="Finch LED R: %n G: %n B: %n"><l>100</l><l></l><l>0</l></custom-block></script></block><block s="doIf"><block s="reportOr"><block s="reportAnd"><block s="reportAnd"><block s="reportLessThan"><block s="reportMouseX"></block><l>160</l></block><block s="reportGreaterThan"><block s="reportMouseX"></block><l>70</l></block></block><block s="reportAnd"><block s="reportLessThan"><block s="reportMouseY"></block><l>160</l></block><block s="reportGreaterThan"><block s="reportMouseY"></block><l>70</l></block></block></block><block s="reportAnd"><block s="reportAnd"><block s="reportLessThan"><block s="reportMouseX"></block><l>-70</l></block><block s="reportGreaterThan"><block s="reportMouseX"></block><l>-160</l></block></block><block s="reportAnd"><block s="reportLessThan"><block s="reportMouseY"></block><l>-70</l></block><block s="reportGreaterThan"><block s="reportMouseY"></block><l>-160</l></block></block></block></block><script><custom-block s="Finch LED R: %n G: %n B: %n"><l>100</l><l>100</l><l>0</l></custom-block></script></block></script></block></script><comment x="20" y="503.49999999999994" 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="487" y="365.5000000000002"><block s="receiveKey"><l><option>q</option></l></block><custom-block s="Stop Finch"></custom-block><block s="doStopThis"><l><option>all</option></l></block></script><script x="141" y="710.166666666667"><block s="doIfElse"><block s="reportOr"><block s="reportAnd"><block s="reportLessThan"><block s="reportMouseY"></block><l>160</l></block><l/></block><block s="reportAnd"><block s="reportAnd"><block s="reportLessThan"><block s="reportMouseX"></block><l>-70</l></block><block s="reportGreaterThan"><block s="reportMouseX"></block><l>-160</l></block></block><block s="reportAnd"><block s="reportLessThan"><block s="reportMouseY"></block><l>-70</l></block><block s="reportGreaterThan"><block s="reportMouseY"></block><l>-160</l></block></block></block></block><script><custom-block s="Finch LED R: %n G: %n B: %n"><l>0</l><l>100</l><l>0</l></custom-block></script><script><custom-block s="Finch LED R: %n G: %n B: %n"><l>0</l><l>0</l><l>0</l></custom-block></script></block></script><script x="273.6416015625" y="647.166666666667"><block s="reportAnd"><block s="reportLessThan"><block s="reportMouseY"></block><l>-160</l></block><block s="reportGreaterThan"><block s="reportMouseX"></block><l></l></block></block></script><script x="337.4462890625" y="679.166666666667"><block s="reportAnd"><l/><block s="reportGreaterThan"><l></l><l>70</l></block></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 scope="Stage" s="reportMouseX" style="normal" x="77" y="11.00000399999999" color="4,148,220"/><watcher scope="Stage" s="reportMouseY" style="normal" x="77" y="33.000005999999985" color="4,148,220"/><watcher var="LED1" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="LED2" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/></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>10</l></variable><variable name="y"><l>26</l></variable><variable name="LED1"><l>-207.22222222222223</l></variable><variable name="LED2"><l>-269.44444444444446</l></variable></variables></project><media name="FinchStart" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>