Rainbow tubes that bounce around 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Rainbow tubes that bounce around
de: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-TW11
de: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-TW11
Accepts any number of scripts as inputs. Launches a separate thread for each of them, so they are done in parallel, then waits for them all to complete. This doesn't change how the Snap! scheduler works; the threads are not truly asynchronous. And there is no increase in speed. Rather, the point of this block is to allow starting synchronized but independent scripts.
pt:executa _ em paralelo e espera ca:executa en paral·lel _ i espera each scripttest
Accepts any number of scripts as inputs. Launches a separate thread for each of them, so they are done in parallel, then continues with the current script while they all run. This doesn't change how the Snap! scheduler works; the threads are not truly asynchronous. And there is no increase in speed. Rather, the point of this block is to allow starting synchronized but independent scripts.
pt:executa _ em paralelo ca:executa en paral·lel _
Sets the global instrument used for playing notes.
PianoPiano Brass={ French Horn Trumpet Tuba } Strings={ Banjo Bass, Acoustic Bass, Electric (Finger) Cello Guitar, Acoustic Guitar, Electric Harp Koto Sitar Violin } Woodwinds={ Bassoon Clarinet Flute Oboe Saxophone Shakuhachi } Drums={ Cabasa Snare Drum Bass Drum Closed Hi-Hat Open Hi-Hat Mid Tom High Tom Crash Cymbal } Other={ Accordion Marimba Organ Vibraphone }
Sets the global volume to the selected percentage.
50
Sets the default volume of the selected instrument to the specified percentage.
PianoPiano Brass={ French Horn Trumpet Tuba } Strings={ Banjo Bass, Acoustic Bass, Electric (Finger) Cello Guitar, Acoustic Guitar, Electric Harp Koto Sitar Violin } Woodwinds={ Bassoon Clarinet Flute Oboe Saxophone Shakuhachi } Drums={ Cabasa Snare Drum Bass Drum Closed Hi-Hat Open Hi-Hat Mid Tom High Tom Crash Cymbal } Other={ Accordion Marimba Organ Vibraphone }50
Plays the selected note for the specified musical duration. This block waits for the selected note to finish playing. A note name and duration (whole, half, quarter, etc.) can be selected from the drop-down menu.
C3 D3 E3 F3 G3 A3 B3 C4 D4 E4 F4 G4 A4 B4 Sharps={ C#3 D#3 E#3 F#3 G#3 A#3 B#3 C#4 D#4 E#4 F#4 G#4 A#4 B#4 } Flats={ Cb3 Db3 Eb3 Fb3 Gb3 Ab3 Bb3 Cb4 Db4 Eb4 Fb4 Gb4 Ab4 Bb4 }Whole Half Quarter Eighth Sixteenth Thirtysecond Dotted Notes={ Dotted Half Dotted Quarter Dotted Eighth Dotted Sixteenth } Triplet Notes={ Half Triplet Quarter Triplet Eighth Triplet Sixteenth Triplet }
Plays the selected note for the specified musical duration. This block does note wait for the selected note to finish playing. A note name and duration (whole, half, quarter, etc.) can be selected from the drop-down menu.
C3 D3 E3 F3 G3 A3 B3 C4 D4 E4 F4 G4 A4 B4 Sharps={ C#3 D#3 E#3 F#3 G#3 A#3 B#3 C#4 D#4 E#4 F#4 G#4 A#4 B#4 } Flats={ Cb3 Db3 Eb3 Fb3 Gb3 Ab3 Bb3 Cb4 Db4 Eb4 Fb4 Gb4 Ab4 Bb4 }Whole Half Quarter Eighth Sixteenth Thirtysecond Dotted Notes={ Dotted Half Dotted Quarter Dotted Eighth Dotted Sixteenth } Triplet Notes={ Half Triplet Quarter Triplet Eighth Triplet Sixteenth Triplet }
Waits for the selected musical duration.
Whole Half Quarter Eighth Sixteenth Thirtysecond Dotted Notes={ Dotted Half Dotted Quarter Dotted Eighth Dotted Sixteenth } Triplet Notes={ Half Triplet Quarter Triplet Eighth Triplet Sixteenth Triplet }
Each note duration is assigned a numerical value, with a whole note equallying four beats. Dotted Notes are equal to the named note plus half of the named note's duration. Triplet notes are equal in duration to two of the named notes divided by three. Since there are 60 seconds in a minute, dividing 60 by the tempo and then multiplying it by a note's duration alters the duration of the notes to make them match the global tempo.
Plays a list of notes simultaneously for the specified musical duration.
Whole Half Quarter Eighth Sixteenth Thirtysecond Dotted Notes={ Dotted Half Dotted Quarter Dotted Eighth Dotted Sixteenth } Triplet Notes={ Half Triplet Quarter Triplet Eighth Triplet Sixteenth Triplet }
Reports the note in the specified position within the specified major scale.
11 2 3 4 5 6 7C40 1 2 3 4 5 6 7
Creates a list consisting of the specified scale, starting in the first octave and ending in the seventh octave.Finds the position of Notes 1 and 2 in the extended scale.Checks to see if the specified notes are in the selected major scale.Reports the numerical interval between the specified notes in the selected major scale.
Reports the note in the specified position within the specified minor scale.
11 2 3 4 5 6 7C40 1 2 3 4 5 6 7
Extracts and reports the name of a note from its scientific pitch notation. (e.g., "C#4" reports as "C#".)
Creates a list consisting of the specified scale, starting in the first octave and ending in the seventh octave.Finds the position of Notes 1 and 2 in the extended scale.Checks to see if the specified notes are in the selected minor scale.Reports the numerical interval between the specified notes in the selected minor scale.
This block must be called. It executes a specific commands when corresponding conditions are met.
Reports all notes in the western chromatic scale. A drop down menu determines whether the scale will be reported using sharps or flats.
Reports all notes in a given major scale in order, beginning with the input note and octave.
CC D E F G A B Sharps={ C# D# E# F# G# A# B# } Flats={ Cb Db Eb Fb Gb Ab Bb }40 1 2 3 4 5 6 7
Reports all notes in a given minor scale in order, beginning with the input note and octave.
CC D E F G A B Sharps={ C# D# E# F# G# A# B# } Flats={ Cb Db Eb Fb Gb Ab Bb }40 1 2 3 4 5 6 7
Reports the notes of a major chord, given the starting note and octave of the chord.
CC D E F G A B Sharps={ C# D# E# F# G# A# B# } Flats={ Cb Db Eb Fb Gb Ab Bb }40 1 2 3 4 5 6 7
This block reports the chord positions in a major scale that use major chords.
This block reports the chord positions in a major scale that use minor chords.
This block reports the chord positions in a minor scale that use major chords.
This block reports the chord positions in a major scale that use major chords.
Selects the notes of the Diminished scale from the Chromatic scale.Reports all notes in a given diminished scale in order, beginning with the input note. Does not include octave.
Reports all notes in a given diminished scale in order, beginning with the input note and octave.
Converts roman numerals to arabic numerals using an association table.
Reports the notes of a diminished chord, given the starting note and octave of the chord.
Reports the notes of a minor chord, given the starting note and octave of the chord.
CC D E F G A B Sharps={ C# D# E# F# G# A# B# } Flats={ Cb Db Eb Fb Gb Ab Bb }40 1 2 3 4 5 6 7
CC D E F G A B Sharps={ C# D# E# F# G# A# B# } Flats={ Cb Db Eb Fb Gb Ab Bb }40 1 2 3 4 5 6 7II ii iii IV V vi vii°Outputs the major chords in a scale.Outputs the minor chords in a scale.7Outputs the diminished chord in a scale.
CC D E F G A B Sharps={ C# D# E# F# G# A# B# } Flats={ Cb Db Eb Fb Gb Ab Bb }40 1 2 3 4 5 6 7ii ii° III iv v VI VIIOutputs the major chords in a scale.Outputs the minor chords in a scale.2Outputs the diminished chord in a scale.
Each major scale is listed, along with the notes it contains and the number of notes in the scale before an octave change.
Each minor scale is listed, along with the notes it contains and the number of notes in the scale before an octave change.
Reports the number of notes in the specified scale before an octave change.
Reports the number of notes in the selected scale before an octave change.
Reports the notes in the specified scale.
Reports the notes in the specified minor scale.
Reports the notes comprising a major or minor chord, using the specified note and octave as the root note of the chord.
MajorMajor Minor
This block finds the notes in a specified chord along the selected scale. Roman numerals differentiate chord positions from octave numbers (e.g., the Roman numeral “I” reports the notes of the first chord in the sequence). Upper case Roman numerals represent major chords within the scale. Lower case Roman numerals represent minor chords within the scale.
MajorMajor Minor0 1 2 3 4 5 6 7Major Positions={ I ii iii IV V vi vii° } Minor Positions={ i ii° III iv v VI VII }
This block reports a chord and appends an additional note.
May be paired with a musical duration to insert a rest into a sequence of chords.
This block is used to group sequences of notes and chords into measures. Each note or chord in the measure is paired with a note duration. The pairs are entered into the block using a list.
This code block groups measures together. This can be helpful for separating groups of measures that repeat in various places throughout a song, like verses and choruses. This block works with both notes and chords. To add measures to a section, put the measures into a list.
This block determines if the combined durations of notes or chords within a measure are correct. The combined duration of notes within a measure must equal the number of beats specified by the time signature. For example, in 4/4 time, there can be four quarter notes within a measure. The Beats in Measure reports the discrepancy between the number of actual beats in a measure versus the required number of beats.
4/44/4 3/4 2/4 6/8 5/4 7/4 9/8 12/8ofbeats
Each note duration is assigned a numerical value, with a whole note equallying four beats. Dotted Notes are equal to the named note plus half of the named note's duration. Triplet notes are equal in duration to two of the named notes divided by three. Unlike the "Adjusted Note Duration" block, the values reported here are not linked to the global temp reporter.
Piano Brass={ French Horn Trumpet Tuba } Strings={ Banjo Bass, Acoustic Bass, Electric (Finger) Cello Guitar, Acoustic Guitar, Electric Harp Koto Sitar Violin } Woodwinds={ Bassoon Clarinet Flute Oboe Saxophone Shakuhachi } Other={ Accordion Marimba Organ Vibraphone }Melody
Piano Brass={ French Horn Trumpet Tuba } Strings={ Banjo Bass, Acoustic Bass, Electric (Finger) Cello Guitar, Acoustic Guitar, Electric Harp Koto Sitar Violin } Woodwinds={ Bassoon Clarinet Flute Oboe Saxophone Shakuhachi } Other={ Accordion Marimba Organ Vibraphone }Loop-Melody
Piano Brass={ French Horn Trumpet Tuba } Strings={ Banjo Bass, Acoustic Bass, Electric (Finger) Cello Guitar, Acoustic Guitar, Electric Harp Koto Sitar Violin } Woodwinds={ Bassoon Clarinet Flute Oboe Saxophone Shakuhachi } Other={ Accordion Marimba Organ Vibraphone }
Piano Brass={ French Horn Trumpet Tuba } Strings={ Banjo Bass, Acoustic Bass, Electric (Finger) Cello Guitar, Acoustic Guitar, Electric Harp Koto Sitar Violin } Woodwinds={ Bassoon Clarinet Flute Oboe Saxophone Shakuhachi } Other={ Accordion Marimba Organ Vibraphone }
This block reports a series of beats that tell the drum when to play. Beats are represented as an “X,” which can be typed into the block. Beats can be added or subtracted using the arrows on the right of the block.
This block reports a drum pattern, assigns a drum to it, and sets the duration value of each item in the pattern. Different drums can be selected from the drop-down menu. Beat durations can be selected from the drop-down menu or entered directly.
Snare DrumBass Drum Snare Drum Crash Cymbal Cabasa Toms={ High Tom Mid Tom } Hi-Hats={ Closed Hi-hat Open Hi-hat }EighthQuarter Eighth Sixteenth
This code block specifies the type of track to be played and assigns it an instrument. Both the track type and instrument are set using drop-down menus. This block accepts notes or chords paired with corresponding durations. This block also allows for the creation of note or chord loops that will repeat for the whole duration of the song. Both types of loops may be selected from the track drop-down menu. For a loop to play, it must have an accompanying track that is not a loop.
MelodyMelody Chords Loops={ Loop-Melody Loop-Chords }PianoPiano Brass={ French Horn Trumpet Tuba } Strings={ Banjo Bass, Acoustic Bass, Electric (Finger) Cello Guitar, Acoustic Guitar, Electric Guitar, Overdrive Harp Koto Sitar Violin } Woodwinds={ Bassoon Clarinet Flute Oboe Saxophone Shakuhachi } Drums={ Cabasa Snare Drum Bass Drum Closed Hi-Hat Open Hi-Hat Mid Tom High Tom Crash Cymbal } Other={ Accordion Marimba Music Box Organ Vibraphone }
This block is used to play multiple music tracks. In most cases, several tracks with musical instruments are played in parallel.
4/44/4 3/4 5/4 7/4 6/8 9/8 12/8
Reports the corresponding note (in scientific pitch notation) for the specified MIDI number.
Reports the midi number of the specified note. The note should be entered using scientific pitch notation (e.g., "C4").
Extracts the note name from the provided scientific pitch notation. (e.g., An input of "C4" produces an output of "C".)
12
Association list for note names and their corresponding MIDI numbers in the first octave. Used to convert note names to MIDI.
Extracts the octave number from the provided scientific pitch notation. (e.g., An input of "C4" produces an output of "4".)
3
Passes through the signal from a MIDI controller, allowing the user to play the controller using the assigned instrument. The name of the MIDI controller must be input exactly as it appears on the user's computer.
MPK mini 3MPK mini 3 MPK mini play MPK Mini Mk II M-audio Keystation 49esPianoPiano Brass={ French Horn Trumpet Tuba } Strings={ Banjo Bass, Acoustic Bass, Electric (Finger) Cello Guitar, Acoustic Guitar, Electric Guitar, Overdrive Harp Koto Sitar Violin } Woodwinds={ Bassoon Clarinet Flute Oboe Saxophone Shakuhachi } Drums={ Cabasa Snare Drum Bass Drum Closed Hi-Hat Open Hi-Hat Mid Tom High Tom Crash Cymbal } Other={ Accordion Marimba Music Box Organ Vibraphone }
This block assigns a number, frequency, and amplitude to a tone.
This block turns the specified tone on or off. This block will play a sine wave.
This block turns off all the tones currently playing.
1
Like the for i 1 to 10 block this block runs the script in it but changes the varuiable by the number you put in.
11001
each scripttest
Multiplication Subtraction Division AdditionDivisionSubtractionAddition
Simply reports what you put in it
15
2
2
5
0
0
Change XMove Steps Change X5Change X
Change XMove Steps Change X5Change X
Change YMove Steps Change Y5Change Y
Change YMove Steps Change Y5Change Y
Up Down Left Right5Move Steps Change X or YDownRightLeftMove StepsDownRightLeft
Arrow Keys WASD5Move Steps Change XYMove StepsMove StepsMove StepsMove StepsArrow KeysMove StepsMove StepsMove StepsMove Steps
10
10
10050
20
Hello, Snap Programmersar bg bn ca valencia=ca-va cs de dk el US GB eo es et eu fi fr gl hr hu ia id it ja ja-HIRA kn ko ml nl no pl pt pt-BR ro ru si sv ta te tr ua zh-CN zh-TW11
Hello, Snap Programmersar bg bn ca valencia=ca-va cs de dk el US GB eo es et eu fi fr gl hr hu ia id it ja ja-HIRA kn ko ml nl no pl pt pt-BR ro ru si sv ta te tr ua zh-CN zh-TW11
101
This block does nothing. Just put it in to fill a script
each scripttest
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