data:image/png;base64,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 receiveCondition reportPipe receiveUserEdit getPosition reportMousePosition doDefineBlock doSetBlockAttribute doDeleteBlock reportBlockAttribute reportEnvironment reportAtan2 reportVariadicMin reportVariadicMax reportJSFunction reportNewCostumeSkewed receiveSlotEvent doSetSlot

ko:모두 멈추기 de:stoppe alles pt:pare todos fr:stop tout nl:stop alle zh_CN:停止 全部 zh_TW:停止 全部 ar:توقف الكل dk:stop alle he:להפסיק הכל es:detener todo ca:atura tot fi:pysäytä kaikki sv:stop allt

ko:Hummingbird _ 위치 제어 서보 _ _ ° de:Hummingbird _ Position Servo _ _ ° pt:Hummingbird _ Posição do Servo _ _ ° fr:Hummingbird _ Position Servo _ _ ° nl:Hummingbird _ Positie-Servo _ _ ° zh_CN:Hummingbird _ 位置伺服 _ _ ° zh_TW:Hummingbird _ 位置伺服 _ _ ° ar:Hummingbird _ موقف محرك سيرفو المؤازر _ _ dk:Hummingbird _ Positionsservo _ _ ° he:Hummingbird _ סרוו כיוון _ _ es:Hummingbird _ Servo de posicion _ _ ° ca:Hummingbird _ Servo posicional _ _ ° fi:Hummingbird _ Asentoservo _ _ ° sv:Hummingbird _ Positionsservo _ _ ° AA B C11 2 3 490

ko:Hummingbird _ 회전속도 제어 서보 _ _ % de:Hummingbird _ Drehung Servo _ _ % pt:Hummingbird _ Rotação do Servo _ _ % fr:Hummingbird _ Rotation Servo _ _ % nl:Hummingbird _ Draai-Servo _ _ % zh_CN:Hummingbird _ 旋转伺服 _ _ % zh_TW:Hummingbird _ 旋轉伺服 _ _ % ar:Hummingbird _ فتحة دوران المحرك المؤازر _ _ dk:Hummingbird _ Rotationsservo _ _ % he:Hummingbird _ סרוו סיבובים _ _ % es:Hummingbird _ Servo de rotacion _ _ % ca:Hummingbird _ Servo rotacional _ _ % fi:Hummingbird _ Kiertoservo _ _ % sv:Hummingbird _ Rotationsservo _ _ % AA B C11 2 3 40

ko:Hummingbird _ LED _ _ % de:Hummingbird _ LED _ _ % pt:Hummingbird _ LED _ _ % fr:Hummingbird _ LED _ _ % nl:Hummingbird _ LED _ _ % zh_CN:Hummingbird _ LED _ _ % zh_TW:Hummingbird _ LED _ _ % ar:Hummingbird _ ضوء _ _ dk:Hummingbird _ LED _ _ % he:Hummingbird _ לד % _ _ es:Hummingbird _ LED _ _ % ca:Hummingbird _ LED _ _ % fi:Hummingbird _ LED _ _ % sv:Hummingbird _ LED _ _ % AA B C11 2 30

ko:Hummingbird _ 삼색 LED _ 빨강 _ % 초록 _ % 파랑 _ % de:Hummingbird _ Dreifarben-LED _ R _ % G _ % B _ % pt:Hummingbird _ LED Tricolor _ R _ % G _ % B _ % fr:Hummingbird _ Tri-LED _ R _ % G _ % B _ % nl:Hummingbird _ Tri-LED _ R _ % G _ % B _ % zh_CN:Hummingbird _ 三色LED _ 红 _ % 绿 _ % 蓝 _ % zh_TW:Hummingbird _ 三色LED _ 紅 _ % 綠 _ % 藍 _ % ar:Hummingbird _ ضوء الصمام الثلاثي _ _ _ _ dk:Hummingbird _ Tri-LED _ R _ % G _ % B _ % he:Hummingbird _ לד שלושה צבעים % _ R _ % G _ % B _ es:Hummingbird _ Led tricolor _ R _ % G _ % B _ % ca:Hummingbird _ Tri-LED _ vermell _ % verd _ % blau _ % fi:Hummingbird _ Tri-LED _ R _ % G _ % B _ % sv:Hummingbird _ Tri-LED _ R _ % G _ % B _ % AA B C11 2000

AA B CLightDistance (cm) Dial Light Sound Other (V)11 2 3

ko:Hummingbird _ _ 번 음을 _ 박자로 연주하기 de:Hummingbird _ Spiele Note _ für _ Schläge pt:Hummingbird _ Toque Notas _ por _ Batidas fr:Hummingbird _ Jouer la note _ pour _ battement(s) nl:Hummingbird _ Speel Noot _ voor _ Beats zh_CN:Hummingbird _ 演奏 音阶 _ 于 _ 拍 zh_TW:Hummingbird _ 演奏 音階 _ 於 _ 拍 ar:Hummingbird _ تشغيل الموسيقى _ _ dk:Hummingbird _ Spil tone _ i _ slag he:Hummingbird _ נגן תו _ במשך _ פעימות es:Hummingbird _ Emitir un sonido _ por _ pulsos ca:Hummingbird _ Toca nota _ durant _ temps fi:Hummingbird _ Soita sävel _ _ iskun ajan sv:Hummingbird _ Spela not _ _ AA B C60§_pianoKeyboardMenu0.50beats60000BPM = tempo 60 * 1000/BPM = BPMS beats per millisecond beats = Duration in ms = BPMS * number of beatsbbt_playnote(robot, note, duration)1000block for number of seconds

ko:micro:bit _ 버튼 _ de:micro:bit _ Knopf _ pt:micro:bit _ Tecla _ fr:micro:bit _ Bouton _ nl:micro:bit _ Knop _ zh_CN:micro:bit _ 按钮 _ zh_TW:micro:bit _ 按鈕 _ ar:micro:bit _ زر _ dk:micro:bit _ Knap _ he:micro:bit _ לחצן _ es:micro:bit _ Pulsador _ ca:micro:bit _ Botó _ fi:micro:bit _ Painike _ sv:micro:bit _ Knapp _ AA B CAA B Logo (V2)

AA B CScreen UpScreen Up Screen Down Tilt Left Tilt Right Logo Up Logo Down Shake

AA B CBeak UpBeak Up Beak Down Tilt Left Tilt Right Level Upside Down Shake

AA B CAccelerometer (m/s²)Accelerometer (m/s²) Magnetometer (µT)XX Y Z

AA B CAccelerometer (m/s²)Accelerometer (m/s²) Magnetometer (µT)XX Y Z

ko:micro:bit _ 나침반 센서 de:micro:bit _ Kompass pt:micro:bit _ Bússola fr:micro:bit _ Compas nl:micro:bit _ Kompas zh_CN:micro:bit _ 指南针 zh_TW:micro:bit _ 指南針 ar:micro:bit _ بوصلة dk:micro:bit _ Kompas he:micro:bit _ מצפן es:micro:bit _ Brujula ca:micro:bit _ Brúixola fi:micro:bit _ Kompassi sv:micro:bit _ Kompass AA B C

ko:Finch _ 나침반 센서 de:Finch _ Kompass pt:Finch _ Bússola fr:Finch _ Compas nl:Finch _ Kompas zh_CN:Finch _ 指南针 zh_TW:Finch _ 指南針 ar:Finch _ بوصلة dk:Finch _ Kompas he:Finch _ מצפן es:Finch _ Brujula ca:Finch _ Brúixola fi:Finch _ Kompassi sv:Finch _ Kompass AA B C

AA B CSoundSound Temperature (°C)

AA B C

ko:micro:bit _ 출력 _ de:micro:bit _ Drucke _ pt:micro:bit _ Imprimir _ fr:micro:bit _ Imprimer _ nl:micro:bit _ Schrijf _ zh_CN:micro:bit _ 打印 _ zh_TW:micro:bit _ 打印 _ ar:micro:bit _ طباعة _ dk:micro:bit _ Vis _ he:micro:bit _ הדפס _ es:micro:bit _ Imprimir _ ca:micro:bit _ Escriu _ fi:micro:bit _ Näytä teksti _ sv:micro:bit _ Visa text _ AA B CHello

ko:micro:bit _ 보이기 _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ de:micro:bit _ LED Anzeige _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ pt:micro:bit _ Visor _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ fr:micro:bit _ Display _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ nl:micro:bit _ Scherm _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ zh_CN:micro:bit _ 显示 _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ zh_TW:micro:bit _ 顯示 _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ ar:micro:bit _ عرض _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ dk:micro:bit _ Display _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ he:micro:bit _ מסך _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ es:micro:bit _ Monitor _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ ca:micro:bit _ Pantalla _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ fi:micro:bit _ Näytä _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ sv:micro:bit _ Skärm _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ AA B Cfalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalse

ko:모두 멈추기 _ de:stoppe alles _ pt:pare todos _ fr:stop tout _ nl:stop alle _ zh_CN:停止 全部 _ zh_TW:停止 全部 _ ar:توقف الكل _ dk:stop alle _ he:להפסיק הכל _ es:detener todo _ ca:atura tot _ fi:pysäytä kaikki _ sv:stop allt _ AA B C

ca:Finch _ Distància (cm) de:Finch _ Entfernung (cm) es:Finch _ Distancia (cm) fr:Finch _ Distance (cm) he:Finch _ מרחק (cm) ko:Finch _ 거리 센서 (cm) nl:Finch _ Afstand (cm) pt:Finch _ Distância (cm) zh_CN:Finch _ 距离 (cm) zh_TW:Finch _ 距離 (cm) AA B C

ca:Finch _ _ Llum de:Finch _ _ Licht es:Finch _ _ Luz fr:Finch _ _ Lumière he:Finch _ _ אור ko:Finch _ _ 빛 센서 nl:Finch _ _ Licht pt:Finch _ _ Luz zh_CN:Finch _ _ 灯光 zh_TW:Finch _ _ 燈光 AA B CRightLeft Right

ca:Finch _ _ Línia de:Finch _ _ Linie es:Finch _ _ Línea fr:Finch _ _ Ligne he:Finch _ _ קו ko:Finch _ _ 선 nl:Finch _ _ Lijn pt:Finch _ _ Linha zh_CN:Finch _ _ 线 zh_TW:Finch _ _ 線 AA B CRightLeft Right

ca:Finch _ Recompte de voltes _ de:Finch _ _ Kodierer es:Finch _ Recuento de vueltas _ fr:Finch _ _ Encodeur he:Finch _ _ קודאי ko:Finch _ _ 인코더 nl:Finch _ _ Encoder pt:Finch _ _ Código zh_CN:Finch _ _ 编码器 zh_TW:Finch _ _ 編碼器 AA B CRightLeft Right

ca:Finch _ Reinicialitza els comptadors de voltes de:Finch _ Kodierer Zurücksetzen es:Finch _ Reinicializar los contadores de vueltas fr:Finch _ Réinitialiser les encodeurs he:Finch _ לאפס קודאי ko:Finch _ 인코더 리셋하기 nl:Finch _ Encoders Resetten pt:Finch _ Redefinir Código zh_CN:Finch _ 重置编码器 zh_TW:Finch _ 重置編碼器 AA B C

ko:Finch _ _ 번 음을 _ 박자로 연주하기 de:Finch _ Spiele Note _ für _ Schläge pt:Finch _ Toque Notas _ por _ Batidas fr:Finch _ Jouer la note _ pour _ battement(s) nl:Finch _ Speel Noot _ voor _ Beats zh_CN:Finch _ 演奏 音阶 _ 于 _ 拍 zh_TW:Finch _ 演奏 音階 _ 於 _ 拍 ar:Finch _ تشغيل الموسيقى _ _ dk:Finch _ Spil tone _ i _ slag he:Finch _ נגן תו _ במשך _ פעימות es:Finch _ Emitir un sonido _ por _ pulsos ca:Finch _ Toca nota _ durant _ temps fi:Finch _ Soita sävel _ _ iskun ajan sv:Finch _ Spela not _ _ AA B C60§_pianoKeyboardMenu0.50beats60000BPM = tempo 60 * 1000/BPM = BPMS beats per millisecond beats = Duration in ms = BPMS * number of beats bbt_playnote(robot, note, duration)1000block for number of seconds

ca:Finch _ Mou-te cap _ _ cm a velocitat _ % de:Finch _ Gehe _ _ cm mit _ % es:Finch _ Mover hacia _ _ cm a velocidad _ % fr:Finch _ Déplacer _ _ cm sur _ % he:Finch _ זוז _ _ ס''מ ב _ % ko:Finch _ _ _ cm 로 움직이기 빠르기 _ % nl:Finch _ Beweeg _ _ cm op _ % pt:Finch _ Mova _ _ cm a _ % zh_CN:Finch _ 移动 _ _ cm 以 _ % zh_TW:Finch _ 移動 _ _ 厘米在 _ % AA B CForwardForward Backward1050

ca:Finch _ Gira cap a la _ _ ° a velocitat _ % de:Finch _ Drehe _ _ ° mit _ % es:Finch _ Girar hacia la _ _ ° a velocidad _ % fr:Finch _ Tournez _ _ ° à _ % he:Finch _ הסתובב _ _ מעלות ב _ % ko:Finch _ _ _ ° 로 회전하기 빠르기 _ % nl:Finch _ Draai _ _ ° op _ % pt:Finch _ Gire _ _ ° a _ % zh_CN:Finch _ 转动 _ _ ° 以 _ % zh_TW:Finch _ 轉動 _ _ °在 _ % AA B CRightRight Left9050

ca:Finch _ Posa les rodes a velocitat E _ % D _ % de:Finch _ Räder L _ % R _ % es:Finch _ Poner las ruedas a velocidad I _ % D _ % fr:Finch _ Roues L _ % R _ % he:Finch _ גלגלים שמאל _ % ימין _ % ko:Finch _ 바퀴 왼쪽 _ % 오른쪽 _ % nl:Finch _ Wielen L _ % R _ % pt:Finch _ Rodas E _ % D _ % zh_CN:Finch _ 左轮 _ % 右轮 _ % zh_TW:Finch _ 車輪 左 _ % 右 _ % AA B C00

ca:Finch _ Atura de:Finch _ Stoppe es:Finch _ Detener fr:Finch _ Stop he:Finch _ להפסיק ko:Finch _ 멈추기 nl:Finch _ Stop pt:Finch _ Pare zh_CN:Finch _ 停止 zh_TW:Finch _ 停止 AA B C

ca:Finch _ Encén el bec de color R _ % G _ % B _ % de:Finch _ Schnabel R _ % G _ % B _ % es:Finch _ Encender el pico de color R _ % V _ % A _ % fr:Finch _ Bec R _ % G _ % B _ % he:Finch _ מקור אדום _ % ירוק _ % כחול _ % ko:Finch _ 부리 빨강 _ % 초록 _ % 파랑 _ % nl:Finch _ Bek R _ % G _ % B _ % pt:Finch _ Bico R _ % G _ % B _ % zh_CN:Finch _ 鸟喙 R _ % G _ % B _ % zh_TW:Finch _ 鳥嘴 紅 _ % 綠 _ % 藍 _ % AA B C000

ca:Finch _ Encén la cua de color _ R _ % G _ % B _ % de:Finch _ Schwanz _ R _ % G _ % B _ % es:Finch _ Encender la cola de color _ R _ % V _ % A _ % fr:Finch _ Queue _ R _ % G _ % B _ % he:Finch _ זנב _ אדום _ % ירוק _ % כחול _ % ko:Finch _ 꼬리 _ 빨강 _ % 초록 _ % 파랑 _ % nl:Finch _ Staart _ R _ % G _ % B _ % pt:Finch _ Cauda _ R _ % G _ % B _ % zh_CN:Finch _ 鸟尾 _ R _ % G _ % B _ % zh_TW:Finch _ 尾巴 _ 紅 _ % 綠 _ % 藍 _ % AA B Callall 1 2 3 4000bbt_triled(robot, port, red, green, blue)0.03

AA B C

AA B C

AA B C

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==5Alonzo00A10A201