data:image/png;base64,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 receiveCondition reportJSFunction reportPipe receiveUserEdit getPosition reportMousePosition doDefineBlock doSetBlockAttribute doDeleteBlock reportBlockAttribute reportThisContext
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 _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ 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David LaFromBeak Up,Beak Down,Tilt Left,Tilt Right,Level,Upside DownUpside Down6