data:image/png;base64,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 receiveCondition reportJSFunction reportNewCostumeSkewed reportAtan2 reportVariadicMin reportVariadicMax reportPipe receiveUserEdit getPosition reportMousePosition doDefineBlock doSetBlockAttribute doDeleteBlock reportBlockAttribute reportEnvironment receiveSlotEvent doSetSlot receiveConditionEvent
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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Worked With Athena Wei Beak Up, Beak Down, Tilt Left, Tilt Right, Level, Upside Down Tilt Left1