<snapdata remixID="12636533"><project name="Finch: Eventschromebook" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes>Instructions:&#xD;Click green flag to turn on the blue LED lights and play note.&#xD;&#xD;Press &lt;up arrow&gt; on your keyboard to see the Finch in action&#xD;Press &lt;down arrow&gt; on your keyboard to see the Finch in action&#xD;Press &lt;t&gt; on your keyboard to see the Finch in action&#xD;&#xD;&#xD;Purpose: Explore events to change Finch&apos;s actions.&#xD;</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Finch: Eventschromebook"><notes>Instructions:&#xD;Click green flag to turn on the blue LED lights and play note.&#xD;&#xD;Press &lt;up arrow&gt; on your keyboard to see the Finch in action&#xD;Press &lt;down arrow&gt; on your keyboard to see the Finch in action&#xD;Press &lt;t&gt; on your keyboard to see the Finch in action&#xD;&#xD;&#xD;Purpose: Explore events to change Finch&apos;s actions.&#xD;</notes><hidden> receiveCondition reportJSFunction reportPipe receiveUserEdit getPosition reportMousePosition doDefineBlock doSetBlockAttribute doDeleteBlock reportBlockAttribute reportEnvironment</hidden><headers></headers><code></code><blocks><block-definition s="Finch Distance (cm)" type="reporter" category="sensing"><header></header><code></code><translations>ca:Finch Distància (cm)&#xD;de:Finch Entfernung (cm)&#xD;es:Finch Distancia (cm)&#xD;fr:Finch Distance (cm)&#xD;he:Finch מרחק (cm)&#xD;ko:Finch 거리 센서 (cm)&#xD;nl:Finch Afstand (cm)&#xD;pt:Finch Distância (cm)&#xD;zh_CN:Finch 距离 (cm)&#xD;zh_TW:Finch 距離 (cm)&#xD;</translations><inputs></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/bbtSnapExtension.js</l></list></block><block s="doReport"><block s="reportApplyExtension"><l>bbt_finchdistance(robot)</l><list><l>A</l></list></block></block></script></block-definition><block-definition s="Finch %&apos;port&apos; Light" type="reporter" category="sensing"><header></header><code></code><translations>ca:Finch _ Llum&#xD;de:Finch _ Licht&#xD;es:Finch _ Luz&#xD;fr:Finch _ Lumière&#xD;he:Finch _ אור&#xD;ko:Finch _ 빛 센서&#xD;nl:Finch _ Licht&#xD;pt:Finch _ Luz&#xD;zh_CN:Finch _ 灯光&#xD;zh_TW:Finch _ 燈光&#xD;</translations><inputs><input type="%txt" readonly="true">Right<options>Left&#xD;Right</options></input></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/bbtSnapExtension.js</l></list></block><block s="doReport"><block s="reportApplyExtension"><l>bbt_finchlight(robot, port)</l><list><l>A</l><block var="port"/></list></block></block></script></block-definition><block-definition s="Finch %&apos;port&apos; Line" type="reporter" category="sensing"><header></header><code></code><translations>ca:Finch _ Línia&#xD;de:Finch _ Linie&#xD;es:Finch _ Línea&#xD;fr:Finch _ Ligne&#xD;he:Finch _ קו&#xD;ko:Finch _ 선&#xD;nl:Finch _ Lijn&#xD;pt:Finch _ Linha&#xD;zh_CN:Finch _ 线&#xD;zh_TW:Finch _ 線&#xD;</translations><inputs><input type="%txt" readonly="true">Right<options>Left&#xD;Right</options></input></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/bbtSnapExtension.js</l></list></block><block s="doReport"><block s="reportApplyExtension"><l>bbt_finchline(robot, port)</l><list><l>A</l><block var="port"/></list></block></block></script></block-definition><block-definition s="Finch %&apos;port&apos; Encoder (rotations)" type="reporter" category="sensing"><header></header><code></code><translations>ca:Finch Recompte de voltes _&#xD;de:Finch _ Kodierer&#xD;es:Finch Recuento de vueltas _&#xD;fr:Finch _ Encodeur&#xD;he:Finch _ קודאי&#xD;ko:Finch _ 인코더&#xD;nl:Finch _ Encoder&#xD;pt:Finch _ Código&#xD;zh_CN:Finch _ 编码器&#xD;zh_TW:Finch _ 編碼器&#xD;</translations><inputs><input type="%txt" readonly="true">Right<options>Left&#xD;Right</options></input></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/bbtSnapExtension.js</l></list></block><block s="doReport"><block s="reportApplyExtension"><l>bbt_finchencoder(robot, port)</l><list><l>A</l><block var="port"/></list></block></block></script></block-definition><block-definition s="Finch Reset Encoders" type="command" category="sensing"><header></header><code></code><translations>ca:Finch Reinicialitza els comptadors de voltes&#xD;de:Finch Kodierer Zurücksetzen&#xD;es:Finch Reinicializar los contadores de vueltas&#xD;fr:Finch Réinitialiser les encodeurs&#xD;he:Finch לאפס קודאי&#xD;ko:Finch 인코더 리셋하기&#xD;nl:Finch Encoders Resetten&#xD;pt:Finch Redefinir Código&#xD;zh_CN:Finch 重置编码器&#xD;zh_TW:Finch 重置編碼器&#xD;</translations><inputs></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/bbtSnapExtension.js</l></list></block><block s="doApplyExtension"><l>bbt_finchencoderreset(robot)</l><list><l>A</l></list></block><block s="doWait"><l>0.5</l><comment w="205" collapsed="false">block until reset happens</comment></block></script></block-definition><block-definition s="Finch Play Note %&apos;note&apos; for %&apos;beats&apos; beats" type="command" category="sound"><header></header><code></code><translations>ko:Finch _ 번 음을 _ 박자로 연주하기&#xD;de:Finch Spiele Note _ für _ Schläge&#xD;pt:Finch Toque Notas _ por _ Batidas&#xD;fr:Finch Jouer la note _ pour _ battement(s)&#xD;nl:Finch Speel Noot _ voor _ Beats&#xD;zh_CN:Finch 演奏 音阶 _ 于 _ 拍&#xD;zh_TW:Finch 演奏 音階 _ 於 _ 拍&#xD;ar:Finch تشغيل الموسيقى _ _&#xD;dk:Finch Spil tone _ i _ slag&#xD;he:Finch נגן תו _ במשך _ פעימות&#xD;es:Finch Emitir un sonido _ por _ pulsos&#xD;ca:Finch Toca nota _ durant _ temps&#xD;fi:Finch Soita sävel _ _ iskun ajan&#xD;sv:Finch Spela not _ _&#xD;</translations><inputs><input type="%n">60<options>§_pianoKeyboardMenu</options></input><input type="%n">0.5</input></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/bbtSnapExtension.js</l></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="beats"/><l>16</l></list></block><script><block s="doSetVar"><l>beats</l><l>16</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><l>0</l><block var="beats"/></list></block><script><block s="doSetVar"><l>beats</l><l>0</l></block></script><list></list></block><block s="doSetVar"><l>beats</l><block s="reportRound"><block s="reportVariadicProduct"><list><block s="reportQuotient"><l>60000</l><block s="getTempo"></block></block><block var="beats"/></list></block><comment w="242" collapsed="false">BPM = tempo&#xD;60 * 1000/BPM = BPMS beats per millisecond&#xD;beats&#xD;                            = Duration in ms = BPMS * number of beats&#xD;                        </comment></block></block><block s="doApplyExtension"><l>bbt_playnote(robot, note, duration)</l><list><l>A</l><block var="note"/><block var="beats"/></list></block><block s="doWait"><block s="reportQuotient"><block var="beats"/><l>1000</l></block><comment w="205" collapsed="false">block for number of seconds</comment></block></script></block-definition><block-definition s="micro:bit Button %&apos;button&apos;" type="predicate" category="sensing"><header></header><code></code><translations>ko:micro:bit 버튼 _&#xD;de:micro:bit Knopf _&#xD;pt:micro:bit Tecla _&#xD;fr:micro:bit Bouton _&#xD;nl:micro:bit Knop _&#xD;zh_CN:micro:bit 按钮 _&#xD;zh_TW:micro:bit 按鈕 _&#xD;ar:micro:bit زر _&#xD;dk:micro:bit Knap _&#xD;he:micro:bit לחצן _&#xD;es:micro:bit Pulsador _&#xD;ca:micro:bit Botó _&#xD;fi:micro:bit Painike _&#xD;sv:micro:bit Knapp _&#xD;</translations><inputs><input type="%txt" readonly="true">A<options>A&#xD;B&#xD;Logo (V2)</options></input></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/bbtSnapExtension.js</l></list></block><block s="doReport"><block s="reportApplyExtension"><l>bbt_button(robot, button)</l><list><l>A</l><block var="button"/></list></block></block></script></block-definition><block-definition s="micro:bit V2 %&apos;sensor&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">Sound<options>Sound&#xD;Temperature (°C)</options></input></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/bbtSnapExtension.js</l></list></block><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="sensor"/><l>Sound</l></list></block><block s="reportApplyExtension"><l>bbt_sound(robot)</l><list><l>A</l></list></block><block s="reportApplyExtension"><l>bbt_temperature(robot)</l><list><l>A</l></list></block></block></block></script></block-definition><block-definition s="Finch %&apos;dim&apos;" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">Beak Up<options>Beak Up&#xD;Beak Down&#xD;Tilt Left&#xD;Tilt Right&#xD;Level&#xD;Upside Down&#xD;Shake</options></input></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/bbtSnapExtension.js</l></list></block><block s="doReport"><block s="reportApplyExtension"><l>bbt_finchorientation(robot, dimension)</l><list><l>A</l><block var="dim"/></list></block></block></script></block-definition><block-definition s="Finch %&apos;device&apos; %&apos;dim&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">Accelerometer (m/s²)<options>Accelerometer (m/s²)&#xD;Magnetometer (µT)</options></input><input type="%txt" readonly="true">X<options>X&#xD;Y&#xD;Z</options></input></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/bbtSnapExtension.js</l></list></block><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="device"/><l>Accelerometer (m/s²)</l></list></block><block s="reportApplyExtension"><l>bbt_finchaccelerometer(robot, dimension)</l><list><l>A</l><block var="dim"/></list></block><block s="reportApplyExtension"><l>bbt_finchmagnetometer(robot, dimension)</l><list><l>A</l><block var="dim"/></list></block></block></block></script></block-definition><block-definition s="Finch Compass" type="reporter" category="sensing"><header></header><code></code><translations>ko:Finch 나침반 센서&#xD;de:Finch Kompass&#xD;pt:Finch Bússola&#xD;fr:Finch Compas&#xD;nl:Finch Kompas&#xD;zh_CN:Finch 指南针&#xD;zh_TW:Finch 指南針&#xD;ar:Finch بوصلة&#xD;dk:Finch Kompas&#xD;he:Finch מצפן&#xD;es:Finch Brujula&#xD;ca:Finch Brúixola&#xD;fi:Finch Kompassi&#xD;sv:Finch Kompass&#xD;</translations><inputs></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/bbtSnapExtension.js</l></list></block><block s="doReport"><block s="reportApplyExtension"><l>bbt_finchcompass(robot)</l><list><l>A</l></list></block></block></script></block-definition><block-definition s="stop all" type="command" category="control"><header></header><code></code><translations>ko:모두 멈추기&#xD;de:stoppe alles&#xD;pt:pare todos&#xD;fr:stop tout&#xD;nl:stop alle&#xD;zh_CN:停止 全部&#xD;zh_TW:停止 全部&#xD;ar:توقف الكل&#xD;dk:stop alle&#xD;he:להפסיק הכל&#xD;es:detener todo&#xD;ca:atura tot&#xD;fi:pysäytä kaikki&#xD;sv:stop allt&#xD;</translations><inputs></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/bbtSnapExtension.js</l></list></block><block s="doApplyExtension"><l>bbt_stop(robot)</l><list><l>A</l></list></block></script></block-definition><block-definition s="Finch Move %&apos;direction&apos; %&apos;distance&apos; cm at %&apos;speed&apos; %" type="command" category="motion"><header></header><code></code><translations>ca:Finch Mou-te cap _ _ cm  a velocitat _ %&#xD;de:Finch Gehe _ _ cm mit _ %&#xD;es:Finch Mover hacia _ _ cm a velocidad _ %&#xD;fr:Finch Déplacer _ _ cm sur _ %&#xD;he:Finch זוז _ _ ס&apos;&apos;מ ב _ %&#xD;ko:Finch _ _ cm 로 움직이기 빠르기 _ %&#xD;nl:Finch Beweeg _ _ cm op _ %&#xD;pt:Finch Mova _ _ cm  a _ %&#xD;zh_CN:Finch 移动 _ _ cm 以 _ %&#xD;zh_TW:Finch 移動  _ _ 厘米在 _ %&#xD;</translations><inputs><input type="%txt" readonly="true">Forward<options>Forward&#xD;Backward</options></input><input type="%n">10</input><input type="%n">50</input></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/bbtSnapExtension.js</l></list></block><block s="doDeclareVariables"><list><l>wasMoving</l><l>isMoving</l><l>commandSendTime</l></list></block><block s="doSetVar"><l>isMoving</l><block s="reportApplyExtension"><l>bbt_finchismoving(robot)</l><list><l>A</l></list></block></block><block s="doSetVar"><l>wasMoving</l><block var="isMoving"/></block><block s="doSetVar"><l>commandSendTime</l><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="doApplyExtension"><l>bbt_finchmove(robot, direction, distance, speed)</l><list><l>A</l><block var="direction"/><block var="distance"/><block var="speed"/></list></block><block s="doUntil"><block s="reportVariadicAnd"><list><block s="reportVariadicOr"><list><block var="wasMoving"/><block s="reportVariadicGreaterThan"><list><block s="reportDate"><l><option>time in milliseconds</option></l></block><block s="reportVariadicSum"><list><block var="commandSendTime"/><l>1000</l></list><comment w="350" collapsed="true">Timeout must be longer here to accommodate slower Chromebooks</comment></block></list></block></list></block><block s="reportNot"><block var="isMoving"/></block></list></block><script><block s="doSetVar"><l>wasMoving</l><block var="isMoving"/></block><block s="doWait"><l>0.01</l></block><block s="doSetVar"><l>isMoving</l><block s="reportApplyExtension"><l>bbt_finchismoving(robot)</l><list><l>A</l></list></block></block></script></block></script></block-definition><block-definition s="Finch Turn %&apos;direction&apos; %&apos;angle&apos; ° at %&apos;speed&apos; %" type="command" category="motion"><header></header><code></code><translations>ca:Finch Gira cap a la _ _ ° a velocitat _ %&#xD;de:Finch Drehe _ _ ° mit _ %&#xD;es:Finch Girar hacia la _ _ ° a velocidad _ %&#xD;fr:Finch Tournez _ _ ° à _ %&#xD;he:Finch הסתובב _ _ מעלות ב _ %&#xD;ko:Finch _ _ ° 로 회전하기 빠르기 _ %&#xD;nl:Finch Draai _ _ ° op _ %&#xD;pt:Finch Gire _ _ ° a _ %&#xD;zh_CN:Finch 转动 _ _ ° 以 _ %&#xD;zh_TW:Finch 轉動 _ _ °在 _ %&#xD;</translations><inputs><input type="%txt" readonly="true">Right<options>Right&#xD;Left</options></input><input type="%n">90</input><input type="%n">50</input></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/bbtSnapExtension.js</l></list></block><block s="doDeclareVariables"><list><l>wasMoving</l><l>isMoving</l><l>commandSendTime</l></list></block><block s="doSetVar"><l>isMoving</l><block s="reportApplyExtension"><l>bbt_finchismoving(robot)</l><list><l>A</l></list></block></block><block s="doSetVar"><l>wasMoving</l><block var="isMoving"/></block><block s="doSetVar"><l>commandSendTime</l><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="doApplyExtension"><l>bbt_finchturn(robot, direction, angle, speed)</l><list><l>A</l><block var="direction"/><block var="angle"/><block var="speed"/></list></block><block s="doUntil"><block s="reportVariadicAnd"><list><block s="reportVariadicOr"><list><block var="wasMoving"/><block s="reportVariadicGreaterThan"><list><block s="reportDate"><l><option>time in milliseconds</option></l></block><block s="reportVariadicSum"><list><block var="commandSendTime"/><l>1000</l></list><comment w="350" collapsed="true">Timeout must be longer here to accommodate slower Chromebooks</comment></block></list></block></list></block><block s="reportNot"><block var="isMoving"/></block></list></block><script><block s="doSetVar"><l>wasMoving</l><block var="isMoving"/></block><block s="doWait"><l>0.01</l></block><block s="doSetVar"><l>isMoving</l><block s="reportApplyExtension"><l>bbt_finchismoving(robot)</l><list><l>A</l></list></block></block></script></block></script></block-definition><block-definition s="Finch Wheels L %&apos;left&apos; % R %&apos;right&apos; %" type="command" category="motion"><header></header><code></code><translations>ca:Finch Posa les rodes a velocitat E _ % D _ %&#xD;de:Finch Räder L _ % R _ %&#xD;es:Finch Poner las ruedas a velocidad I _ % D _ %&#xD;fr:Finch Roues L _ % R _ %&#xD;he:Finch גלגלים שמאל _ % ימין _ %&#xD;ko:Finch 바퀴 왼쪽 _ % 오른쪽 _ %&#xD;nl:Finch Wielen L _ % R _ %&#xD;pt:Finch Rodas E _ % D _ %&#xD;zh_CN:Finch 左轮 _ % 右轮 _ %&#xD;zh_TW:Finch 車輪  左 _ % 右 _ %&#xD;</translations><inputs><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/bbtSnapExtension.js</l></list></block><block s="doApplyExtension"><l>bbt_finchwheels(robot, left, right)</l><list><l>A</l><block var="left"/><block var="right"/></list></block><block s="doWait"><l>0.03</l></block></script></block-definition><block-definition s="Finch Stop" type="command" category="motion"><header></header><code></code><translations>ca:Finch Atura&#xD;de:Finch Stoppe&#xD;es:Finch Detener&#xD;fr:Finch Stop&#xD;he:Finch להפסיק&#xD;ko:Finch 멈추기&#xD;nl:Finch Stop&#xD;pt:Finch Pare&#xD;zh_CN:Finch 停止&#xD;zh_TW:Finch 停止&#xD;</translations><inputs></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/bbtSnapExtension.js</l></list></block><block s="doApplyExtension"><l>bbt_finchstop(robot)</l><list><l>A</l></list></block></script></block-definition><block-definition s="Finch Beak R %&apos;redLED&apos; % G %&apos;greenLED&apos; % B %&apos;blueLED&apos; %" type="command" category="looks"><header></header><code></code><translations>ca:Finch Encén el bec de color R _ % G _ % B _ %&#xD;de:Finch Schnabel R _ % G _ % B _ %&#xD;es:Finch Encender el pico de color R _ % V _ % A _ %&#xD;fr:Finch Bec R _ % G _ % B _ %&#xD;he:Finch מקור אדום _ % ירוק _ % כחול _ %&#xD;ko:Finch 부리 빨강 _ % 초록 _ % 파랑 _ %&#xD;nl:Finch Bek R _ % G _ % B _ %&#xD;pt:Finch Bico R _ % G _ % B _ %&#xD;zh_CN:Finch 鸟喙 R _ % G _ % B _ %&#xD;zh_TW:Finch 鳥嘴 紅 _ % 綠 _ % 藍 _ %&#xD;</translations><inputs><input type="%n">0</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/bbtSnapExtension.js</l></list></block><block s="doApplyExtension"><l>bbt_triled(robot, port, red, green, blue)</l><list><l>A</l><l>1</l><block var="redLED"/><block var="greenLED"/><block var="blueLED"/></list></block><block s="doWait"><l>0.03</l></block></script></block-definition><block-definition s="Finch Tail %&apos;port&apos; R %&apos;redLED&apos; % G %&apos;greenLED&apos; % B %&apos;blueLED&apos; %" type="command" category="looks"><header></header><code></code><translations>ca:Finch Encén la cua de color _ R _ % G _ % B _ %&#xD;de:Finch Schwanz _ R _ % G _ % B _ %&#xD;es:Finch Encender la cola de color _ R _ % V _ % A _ %&#xD;fr:Finch Queue _ R _ % G _ % B _ %&#xD;he:Finch זנב _ אדום _ % ירוק _ % כחול _ %&#xD;ko:Finch 꼬리 _ 빨강 _ % 초록 _ % 파랑 _ %&#xD;nl:Finch Staart _ R _ % G _ % B _ %&#xD;pt:Finch Cauda _ R _ % G _ % B _ %&#xD;zh_CN:Finch 鸟尾 _ R _ % G _ % B _ %&#xD;zh_TW:Finch 尾巴 _ 紅 _ % 綠 _ % 藍 _ %&#xD;</translations><inputs><input type="%txt" readonly="true">all<options>all&#xD;1&#xD;2&#xD;3&#xD;4</options></input><input type="%n">0</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/bbtSnapExtension.js</l></list></block><block s="doIf"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="port"/><l>all</l></list></block></block><script><block s="doSetVar"><l>port</l><block s="reportVariadicSum"><list><block var="port"/><l>1</l></list></block></block></script><list></list></block><block s="doApplyExtension"><l>bbt_triled(robot, port, red, green, blue)</l><list><l>A</l><block var="port"/><block var="redLED"/><block var="greenLED"/><block var="blueLED"/></list></block><block s="doWait"><l>0.03</l></block></script></block-definition><block-definition s="micro:bit Print %&apos;string&apos;" type="command" category="looks"><header></header><code></code><translations>ko:micro:bit 출력 _&#xD;de:micro:bit Drucke _&#xD;pt:micro:bit Imprimir _&#xD;fr:micro:bit Imprimer _&#xD;nl:micro:bit Schrijf _&#xD;zh_CN:micro:bit 打印 _&#xD;zh_TW:micro:bit 打印 _&#xD;ar:micro:bit طباعة _&#xD;dk:micro:bit Vis _&#xD;he:micro:bit הדפס _&#xD;es:micro:bit Imprimir _&#xD;ca:micro:bit Escriu _&#xD;fi:micro:bit Näytä teksti _&#xD;sv:micro:bit Visa text _&#xD;</translations><inputs><input type="%txt">Hello</input></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/bbtSnapExtension.js</l></list></block><block s="doApplyExtension"><l>bbt_print(robot, string)</l><list><l>A</l><block var="string"/></list></block><block s="doWait"><block s="reportVariadicProduct"><list><l>.6</l><block s="reportTextAttribute"><l><option>length</option></l><block var="string"/></block></list></block></block></script></block-definition><block-definition s="micro:bit Display $nl %&apos;r1c1&apos; %&apos;r1c2&apos; %&apos;r1c3&apos; %&apos;r1c4&apos; %&apos;r1c5&apos; $nl %&apos;r2c1&apos; %&apos;r2c2&apos; %&apos;r2c3&apos; %&apos;r2c4&apos; %&apos;r2c5&apos; $nl %&apos;r3c1&apos; %&apos;r3c2&apos; %&apos;r3c3&apos; %&apos;r3c4&apos; %&apos;r3c5&apos; $nl %&apos;r4c1&apos; %&apos;r4c2&apos; %&apos;r4c3&apos; %&apos;r4c4&apos; %&apos;r4c5&apos; $nl %&apos;r5c1&apos; %&apos;r5c2&apos; %&apos;r5c3&apos; %&apos;r5c4&apos; %&apos;r5c5&apos;" type="command" category="looks"><header></header><code></code><translations>ko:micro:bit 보이기 _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _&#xD;de:micro:bit LED Anzeige _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _&#xD;pt:micro:bit Visor _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _&#xD;fr:micro:bit Display _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _&#xD;nl:micro:bit Scherm _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _&#xD;zh_CN:micro:bit 显示 _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _&#xD;zh_TW:micro:bit 顯示 _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _&#xD;ar:micro:bit عرض _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _&#xD;dk:micro:bit Display _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _&#xD;he:micro:bit מסך _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _&#xD;es:micro:bit Monitor _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _&#xD;ca:micro:bit Pantalla _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _&#xD;fi:micro:bit Näytä _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _&#xD;sv:micro:bit Skärm _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _&#xD;</translations><inputs><input type="%b">false</input><input type="%b">false</input><input type="%b">false</input><input type="%b">false</input><input type="%b">false</input><input type="%b">false</input><input type="%b">false</input><input type="%b">false</input><input type="%b">false</input><input type="%b">false</input><input type="%b">false</input><input type="%b">false</input><input type="%b">false</input><input type="%b">false</input><input type="%b">false</input><input type="%b">false</input><input type="%b">false</input><input 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var="r4c4"/><l>/</l><block var="r4c5"/><l>/</l><block var="r5c1"/><l>/</l><block var="r5c2"/><l>/</l><block var="r5c3"/><l>/</l><block var="r5c4"/><l>/</l><block var="r5c5"/></list></block></block><block s="doApplyExtension"><l>bbt_display(robot, symbol)</l><list><l>A</l><block var="symbolString"/></list></block><block s="doWait"><l>0.03</l></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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%"><l>all</l><l>100</l><l>0</l><l>0</l></custom-block><block s="doWait"><l>1</l></block><custom-block s="Finch Tail %txt R %n % G %n % B %n %"><l>all</l><l>0</l><l>0</l><l>0</l></custom-block></script><script x="124" y="224"><block s="receiveKey"><l><option>down arrow</option></l><list></list></block><custom-block s="Finch Move %txt %n cm at %n %"><l>Backward</l><l>10</l><l>50</l></custom-block></script><script x="127" y="156"><block s="receiveKey"><l><option>up arrow</option></l><list></list></block><custom-block s="Finch Move %txt %n cm at %n %"><l>Forward</l><l>10</l><l>50</l></custom-block></script><script x="128" y="71"><block s="receiveGo"></block><custom-block s="Finch Beak R %n % G %n % B %n %"><l>0</l><l>0</l><l>100</l></custom-block><custom-block s="Finch Play Note %n for %n beats"><l>60</l><l>1</l></custom-block></script><comment x="447" y="108" w="380" collapsed="false">Instructions:&#xD;Click green flag to turn on the blue LED lights and play note.&#xD;&#xD;Press &lt;up arrow&gt; on your keyboard to see the Finch in action&#xD;Press &lt;down arrow&gt; on your keyboard to see the Finch in action&#xD;Press &lt;t&gt; on your keyboard to see the Finch in action&#xD;&#xD;&#xD;Purpose: Explore events to change Finch&apos;s actions.&#xD;&#xD;</comment></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Finch: Eventschromebook" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="portal-finch2" center-x="228" center-y="125" 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" 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