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 receiveConditionEvent reportColor reportColorAttribute reportNewColor reportPoll

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

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

data:image/png;base64,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

A2100