data:image/png;base64,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

Waits for the selected musical duration. Durations may be entered as duration names (eg. half, quarter, etc...) or as numerical values (eg. .5, .25, etc...)

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 equalling "1". 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. Multiplying the numerical value of a note duration by 4*(60 / tempo) adjusts the note durations to match the current tempo.

QuarterWhole 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 waits for the selected note to finish playing before moving to the next block. Notes may be entered as Scientific Pitch Notation (eg. C4) or as MIDI numbers. Note durations may be entered as duration names (eg. half, quarter, etc...) or as numerical values (eg. .5, .25, etc...)

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 }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".)

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".)

3Plays the selected note for the specified musical duration. Notes may be entered as Scientific Pitch Notation (eg. C4) or as MIDI numbers. Note durations may be entered as duration names (eg. half, quarter, etc...) or as numerical values (eg. .5, .25, etc...)

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 }Reports the corresponding note (in scientific pitch notation) for the specified MIDI number, matching the use of sharps and flats to the input scientific pitch notation.

60§_pianoKeyboardMenuSharpsSharps Flats

Sets the global volume to the selected percentage.

50Sets 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 }

Reports a sorted version of the list in its first input slot, using the comparison function in the second input slot. For a list of numbers, using < as the comparison function will sort from low to high; using > will sort from high to low.

ca:ordena _ segons criteri _ The second input is an "association list," a list of two-item lists. Each of those smaller lists has a "key" as its first item and a "value" as its second. ASSOC reports the first key-value pair in the association list whose key matches the first input.

ca:associació _ _ This block carries out the given script for each item of the given list, like the primitive FOR EACH. What's different is that it provides the # variable, which will contain the item number in the list of each item in turn, 1 while processing item 1, and so on.

ca:_ per cada _ de _ _

1Takes a (possibly deep) list as input, and reports a human-readable text form of the list (namely, Lisp notation). Will not work on circular lists.

ca:notació textual de _ ( )SENTENCE is the main constructor for sentences, represented as lists of words. It takes zero or more inputs, each of which can be either a list or a text string. If a list, the input is assumed to be a list of words. If a text string, it is converted to a list of words using SENTENCE→LIST. Then all the lists of words are appended to form a new list of words. If the inputs are lists of lists rather than lists of words, SENTENCE, like APPEND, does only one level of flattening, reporting a list of all the items of all the input lists.

ca:frase _ ZIP takes any number of lists as inputs. The lists should all be the same length. ZIP reports a list of lists in which the first item is a list of all the first items, the second item is a list of all the second items, etc. Viewing the inputs as the rows of a matrix, ZIP reports its transpose.

The identity function reports its input.

Takes as input a function of N inputs and N lists. The function is called with item 1 of all the lists as its inputs, with item 2 of all the lists as its inputs, and so on. (The lists should all be the same length.)

ca:multi-mapeja _ sobre _ Takes a sentence in text string form and reports the sentence as a list of its words.

de:Satz $arrowRight Liste _ ca:frase $arrowRight llista _ es:frase $arrowRight lista _ fr:phrase $arrowRight liste _ pt:uma lista com as palavras da frase _ 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.200000000000001