data:image/png;base64,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 receiveCondition
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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Adina Nemiroff Nithya Ponnada Korosh SahamiBeak Up,Beak Down,Tilt Left,Tilt Right,Upside Down,LevelTilt Left4