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 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QKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==a