data:image/png;base64,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 receiveCondition reportJSFunction reportPipe receiveUserEdit getPosition reportMousePosition doDefineBlock doSetBlockAttribute doDeleteBlock reportBlockAttribute reportEnvironment reportAtan2 reportVariadicMin reportVariadicMax
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)
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 RightLeft 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 RightLeft 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 RightLeft 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
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 _ _ 60§_pianoKeyboardMenu0.532160beats60000BPM = tempo 60 * 1000/BPM = BPMS beats per millisecond beats = Duration in ms = BPMS * number of beats notehttp://127.0.0.1:30061/hummingbird/out/playnote//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 Logo (V2)resultresulthttp://127.0.0.1:30061/hummingbird/in/button/truetruefalsefalse
SoundSound Temperature (°C)http://127.0.0.1:30061/hummingbird/in/V2sensor/
Beak UpBeak Up Beak Down Tilt Left Tilt Right Level Upside Down Shake
Accelerometer (m/s²)Accelerometer (m/s²) Magnetometer (µT)XX Y ZMagnetometer (µT)http://127.0.0.1:30061/hummingbird/in//
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
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
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 _ % ForwardForward Backward1050100000100wasMovingisMovingcommandSendTimeisMovinghttp://127.0.0.1:30061/hummingbird/in/finchIsMoving/static/wasMovingcommandSendTimehttp://127.0.0.1:30061/hummingbird/out/move/A///true500falseNot ConnectedCompensate for firmware bug0.1
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 _ % RightRight Left90503600000100wasMovingisMovingcommandSendTimeisMovinghttp://127.0.0.1:30061/hummingbird/in/finchIsMoving/static/wasMovingcommandSendTimehttp://127.0.0.1:30061/hummingbird/out/turn/A///true500falseNot ConnectedCompensate for firmware bug0.1
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 _ % 00100-100100responseStoring the url response in a variable forces the block to wait for a response before returning.responsehttp://127.0.0.1:30061/hummingbird/out/wheels/A//
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
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 _ % 00010001000100redLED2.55Scale factor 255/100blueLED2.55Scale factor 255/100greenLED2.55Scale factor 255/100responseStoring the url response in a variable forces the block to wait for a response before returning.responsehttp://127.0.0.1:30061/hummingbird/out/triled/1///
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 _ % allall 1 2 3 4000010001000100redLED2.55Scale factor 255/100blueLED2.55Scale factor 255/100greenLED2.55Scale factor 255/100responseStoring the url response in a variable forces the block to wait for a response before returning.responsehttp://127.0.0.1:30061/hummingbird/out/triled////
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 _ Hello
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 _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ falsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsefalsedata:image/png;base64,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Aaryan Patil and Cian Farrell made this project.Beak Up,Beak Down,Tilt Left,Tilt Right,Level,Upside DownBeak Down66