data:image/png;base64,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:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _
pt:fala _ na língua _ _ com tom _ e velocidade _
ca:digues _ amb accent _ _ to _ i velocitat _
Hello, World!en-USالعربية=ar
Български=bg
বাংলা=bn
Català=ca
Català - Valencià=ca-VA
Česky=cs
Deutsch=de
Dansk=dk
Ελληνικά=el
English-American=en-US
English-British=en-GB
Esperanto=eo
Español=es
Eesti=et
Euskara=eu
suomi=fi
Français=fr
Galego=gl
Hrvatski=hr
Magyar=hu
Interlingua=ia
Bahasa Indonesia=id
Italiano=it
日本語=ja
にほんご=ja-HIRA
ಕನ್ನಡ=kn
한국어=ko
Malayalam=ml
Nederlands=nl
Norsk=no
Polski=pl
Português=pt
Português do Brasil=pt-BR
Român=ro
Русский=ru
Slovenščina=si
svenska=sv
Tamil=ta
Telagu=te
Türkçe=tr
Українська=ua
简体中文=zh-CN
繁體中文=zh-TW11de:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _ und warte
pt:fala _ na língua _ _ com tom _ e velocidade _ , e espera
ca:digues _ amb accent _ _ to _ velocitat _ i espera
Hello, World!en-USالعربية=ar
Български=bg
বাংলা=bn
Català=ca
Català - Valencià=ca-VA
Česky=cs
Deutsch=de
Dansk=dk
Ελληνικά=el
English-American=en-US
English-British=en-GB
Esperanto=eo
Español=es
Eesti=et
Euskara=eu
suomi=fi
Français=fr
Galego=gl
Hrvatski=hr
Magyar=hu
Interlingua=ia
Bahasa Indonesia=id
Italiano=it
日本語=ja
にほんご=ja-HIRA
ಕನ್ನಡ=kn
한국어=ko
Malayalam=ml
Nederlands=nl
Norsk=no
Polski=pl
Português=pt
Português do Brasil=pt-BR
Român=ro
Русский=ru
Slovenščina=si
svenska=sv
Tamil=ta
Telagu=te
Türkçe=tr
Українська=ua
简体中文=zh-CN
繁體中文=zh-TW11pt:executa no modo turbo _
generate a list of samples representing a sine wave at the given frequency, duration and sample ratept:as amostras de som com _ Hz de _ s amostrado a _ Hz
ca:_ Hz durant _ segons amb mostreig de _ Hz
440a 55=55
a 110=110
a 220=220
a 440=440
a 880=880
a 1760=1760
a 3520=352014410022.05 kHz=22050
44.1 kHz=44100
88.2 kHz=88200
96 kHz=96000pt:π
pt:_ radianos em graus
ca:graus de _ radiants
0.5pt:o som _
ca:so de nom _
§_soundsMenuquickly plot the samples of a sound, a list of samples (single channel), or a list of lists (multiple channels) to the stage at a lower resolution.pt:desenha o gráfico do som _
ca:dibuixa el so _
§_soundsMenu1offset-2records an audio snippet and reports it as a new sound, or zero if the user cancelspt:$circleSolid-1-255-0-0 uma nova gravação
ca:$circleSolid-1-255-0-0 enregistra
pt:a nota com _ Hz
ca:nota de _ Hz
440pt:a frequência da nota _
ca:freqüència (hz) de la nota _
69pt:o nome da nota _
ca:nom de la nota _
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AQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==