data:image/png;base64,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 playSound reportJSFunction receiveMenuRequest receiveSlotEdit doExpandSlot reportPollDelete all clones from the current sprite.
Block by LouchemanDelete all clones from a selected sprite.
Block by Loucheman§_objectsMenuDelete all clones from all sprites.
Block by Louchemande:fange _ _
ca:agafa _ _
es:atrapar _ _
fr:attrape _ _
pt:captura _ _
pl:przechwyć _ _
contde:wirf _
ca:llança _
es:lanzar _
fr:lance _
pt:lança _
pl:wyrzuć _
catchtagde:fange _ _
ca:agafa _ _
es:atrapar _ _
fr:attrape _ _
pt:captura _ _
contde:wirf _ _
ca:llança _ _
es:lanzar _ _
fr:lance _ _
pt:lança _ _
catchtagThis block does nothing.
Use it when you are calling a reporter
for its side effect and don't care about
its return value.de:ignoriere _
ca:ignora _
es:ignorar _
fr:ignore _
pt:ignora _
Returns the function x↦f(g(x)) where f and g are the two inputs.pt:a composição de _ com _
ca:composa _ _
Like the built-in REPEAT UNTIL block, except that the ending condition is not tested until the script has been run the first time. So the script is run at least once.pt:repete _ até que _ $loop-0.7
ca:repeteix _ fins _
Runs the script the specified number of times, like the built-in REPEAT block, but this one provides the # variable that can be used inside the script. Try
REPEAT (200)
MOVE (#) STEPS
RIGHT 92
with the pen down.pt:repete _ vezes _ _ $loop-0.7
ca:repeteix _ _ _
The primitive FOR block uses an implicit step of ±1 depending on which of the starting and ending values is larger. This version allows you to provide an explicit step value. If the sign of the step input is incompatible with the ordering of the starting and ending values, the script will not be run at all.pt:para _ de _ com passo _ a _ _ $loop-0.7
ca:per _ = _ incrementant _ fins _ _
1110Extended Tell
===========
Same as tell block, but accept list as input
Avoiding error when object doesn't exist (like a deleted clone)
Block by Loucheman§_objectsMenuerrorerrorLike the ask block, but accept a
list of sprite as input...
(always report a list)
Example:
multi-ask MY CLONES for POSITION
Should return:
(0,0)
(100,0)
(123,123)
Block by Louchemanmyself§_objectsMenude:für _ = _ bis _ _ in _ Sek. beschleunigt: _ _
ca:per _ = _ fins _ _ en _ segons de forma _ _
pt:para _ de _ a _ _ em _ s de forma _ _
01001linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
}
cubic={
cubic-in
cubic-out
cubic-in-out
}
quart={
quart-in
quart-out
quart-in-out
}
sinusoidal={
sine-in
sine-out
sine-in-out
}
elastic10101010Center this sprite horizontally on the stage
Block by Loucheman v1.0Center this sprite vertically on the stage
Block by Loucheman v1.0Do an aligment on sprite1 over sprite 2
left-left mean left of the 1st sprite will be align with left of the 2nd sprite
Block by Loucheman (v1.03)left-leftleft-left
right-right
top-top
bottom-bottom
center horizontal
center vertical
center h & v
left-right
right-left
top-bottom
bottom-top
pivot-pivotmyself§_objectsMenuchoose...§_objectsMenu0the 2nd sprite can be the stage... no error in this case...0can't align a sprite with itself: remove it from the list...sprite1no offset in this caseno offset in this caseno offset in this caseno offset in this casev1.00 : Original block : only left alignment
v1.01 : Fusion of 4 blocks (left,right,top,bottom) into 1 block
Adding alignment parameter (left,right,top,bottom)
v1.02 : More alignment parameters (now left-left,right-right,
top-top,bottom-bottom,center horizontal,center vertical,
left-right,right-left,top-bottom,bottom-top,pivot-pivot)
v1.03 : Adding offset parameterDistribute a list of sprite on the stage with the same spacing between sprites
Sprites: Write sprites name into the variadic slot or you can use the helper block (an object picker).
Sprite can be: the name of a sprite, an object (like my self or a clone), a list of object (like"my other sprites" or your own list)
keep natural order :
true: display sprites on the screen in natural order
(left to right / top to botton) order to
false: display sprites on the screen ordered in order
of the parameters
See inside the block for an example of how to use the helper block to pick a sprite.
Block by Loucheman v1.1verticallyvertically
horizontallytruespritesno duplicated sprites allowed...verticallyspritesreverse: because draw botton to topspacingStagevalue1where to left alignStage#itemwherewhere to left alignspacingStagevalue1where to left alignStage#itemwherewhere to left alignDistribute a list of sprite on the stage with the same spacing between sprites
Sprites: Write sprites name into the variadic slot or you can use the helper block (an object picker). You need at least 3 sprite to see an effect...
Sprite can be: the name of a sprite, an object (like my self or a clone), a list of object (like"my other sprites" or your own list)
keep natural order :
true: display sprites on the screen in natural order
(left to right / top to botton) order to
false: display sprites on the screen ordered in order
of the parameters
See inside the block for an example of how to use the helper block to pick a sprite.
Block by Loucheman v1.1verticallyvertically
horizontallytruespritesno duplicated sprites allowed...verticallynatural order: order by top of each spritespritesreverse: because draw botton to topspacingvaluevaluevalue1where to alignvaluefind the lowest bottom from sprite list, will draw the 1st sprite on the botton from this point#itemwherewhere to alignspacingvaluevaluevalue1where to alignvaluefind the leftiest (?) from sprite list, will draw the 1st sprite on the left from this point#itemwherewhere to alignObject name picker
It's an helper block for the distribute horizontally and vertically blocks
See inside the block for more info...
Block by Loucheman§_objectsMenuHow to use it ?Drop it into this slot
VSet the pivot (rotation center) in the middle of the costume (x & y)
Block by Loucheman v1.0Set the horizontal pivot (rotation center) to the left, center or right of the sprite.
Block by Loucheman v1.0leftleft
center
rightSet the vertical pivot (rotation center) to the top, center or bottom of the sprite.
Block by Loucheman v1.0toptop
center
bottomby dardoroAdding a menu item when you shift+right-click on a custum block to change the displayed order in the palette of this block
v1.1 - move to the top, bottom, move up, move down !
Thk to DardoroFinds each instance of a block or variable in a project and shows the script(s) it is in (minus any hat block)
If you enter plain text, it will return scripts that contain that text.
Note: You need to right-click and ringify the block/variable being searched for
Block by Cymplecyresult1key1resultvaluesprite refall spritesReports a new list whose items are the same as in the input list, except that if two or more equal items appear in the input list, only the last one is kept in the result.ca:elimina els duplicats de _
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 _ _
Delete multiple records from a list
recNo should be greater than 0 otherwise it will be ignored
by LouchemanReports 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 _
pl:$flash sortuj _ za pomocą _
Return a costume from commands.Last position will be the pivot.
ex:
goto 0,0
pen down
move 10
rotate 90
move 10
By Louchemande:Kostüm aus Text _ Größe _
pt:um traje com o texto _ de tamanho _
ca:vestit amb el text _ i mida _
true0.1trueframede:Kostüm aus Text _ Größe _
pt:um traje com o texto _ de tamanho _
A72Return a new costume of the color of your choice.
Block by LouchemanThis is a message !Button costume from text v1.1
By Loucheman
Create a costume for any button you want !
text: text on the button
Size: size of text
MarX: left and right margin to increase the width of the button
MarY: save as MarX but fot height
pensize: thickness of the line
Thk Dardoro for the color picker functionality.Button2020105centerleft
center
rightcenterupper
center
bottomde:gleite _ in _ Sek. beschleunigt: _
ca:llisca _ en _ segons de forma _
fr:glisser _ en _ sec. accélérer _
pt:desliza _ em _ s de forma _
501linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
}
cubic={
cubic-in
cubic-out
cubic-in-out
}
quart={
quart-in
quart-out
quart-in-out
}
sinusoidal={
sine-in
sine-out
sine-in-out
}
elasticde:animiere _ um _ in _ Sek. beschleunigt: _
ca:modifica _ amb _ en _ segons de forma _
pt:anima _ de _ em _ s de forma _
x positionx position
y position
direction
size
ghost effect
color effect
saturation effect
brightness effect
fisheye effect
whirl effect
pixelate effect
mosaic effect
negative effect
tempo
volume
balance501linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
}
cubic={
cubic-in
cubic-out
cubic-in-out
}
quart={
quart-in
quart-out
quart-in-out
}
sinusoidal={
sine-in
sine-out
sine-in-out
}
elasticy positiondirectionsizetempovolumebalance1120013000pt:a soma de _
Remap a value from a original range of value to another range of value.
example:
you have a value in a range of 0 to 5 and you want to transpose this value to another range of values 0 -100.
in this case:
if value = 0 return 0
if value = 3 return 60
if value = 5 return 100
another example:
you want to do 2.5D (size change with y position)
you can remap the y position of your sprite to obtain the size of your object
remap "y position" from range -180 to 180 to range 100 to 10
if y position = -180 return 100 (the size)
if y position = 100 return 30
if y position = 180 return 10
use the result to change the size of your sprite !
Block by Loucheman
See example at: https://snap.berkeley.edu/snap/snap.html#present:Username=loucheman&ProjectName=remap%20value&editMode&noRunpt:_ radianos em graus
1.5707963267948966pt:_ radianos em graus
90By Loucheman20201By Loucheman222By Loucheman12.52By Loucheman01By adding 0.5 or 0.6, the "pick random" is switching to the decimal world...
If (n1+.5) and (n2+.5 (2 integers)), adding .6 instead...10.123452by Loucheman
Insert a substring into a string at a defined positionReports the portion of the first input string starting after the first occurrence of the second string. If the second string isn't found in the first string, reports an empty string.pt:o texto de _ depois de _
ca:part del text _ posterior a _
pl:podciąg _ po _
Reports the character position (starting from 1) of the beginning of the first input string inside the second input string.
If it's not found, reports 0.pt:a posição de _ em _
addign the 1st if:
if small=null return 0
By LouchemanReports the input text with lower case letters instead of capital letters in the input. Uses the user's locale's rules for case conversion.pt:em minúsculas _
Reports the part of the first string up to the first instance of the second string inside it. If the second string isn't found, reports the entire first string.pt:o texto de _ antes de _
ca:part del text _ anterior a _
pl:podciąg _ przed _
Reports the portion of the first input (string) starting at the position given by the second input (counting from 1, like LETTER n OF) and ending at the position given by the third input (also counting from 1). If the third input is empty, reports the portion from the first position to the end of the string.
If a position number is negative, counts from the end backward, so -1 is the last character, -2 is the next to last, etc.pt:o texto de _ entre as posições _ e _ , inclusive
ca:part del text _ des de la posició _ fins _
pl:podciąg _ od pozycji _ do pozycji _ włącznie
by Loucheman
Insert a substring into a string at a defined positionReturn a fixed length string align on the center,left or right
Hello world,20,left
return Hello world_ _ _ _ _ _ _ _ _ (spaces)
Hello world,20,right
return _ _ _ _ _ _ _ _ _ Hello world
Hello world,20,center
return _ _ _ _ Hello world _ _ _ _ _
Block by Louchemancentercenter
left
rightAdd leading zeros to a number By Loucheman v1.2
useful to display the score in a game
example: add leading zeros to (YourNumber) Total length: (5)
if YourNumber = 123 then the result is 00123
if YourNumber = 1234 then the result is 01234
if YourNumber = 12345 then the result is 12345
if YourNumber = 1234567 then the result is 1234567
if YourNumber = 12.3 then the result is 012.3
if YourNumber = -1.2 then the result is -01.2
version 1.0 : a zeros with a for loop: 12.2 seconds to treat 100000 numbers
version 1.1 : almost 2 times faster with the reshape function: 7.3 seconds to treat 100000 numbers
version 1.2 : now accepts negative values
0Add leading zeros to a number By Loucheman v1.2
useful to display the score in a game
example: add leading zeros to (YourNumber) Total length: (5)
if YourNumber = 123 then the result is 00123
if YourNumber = 1234 then the result is 01234
if YourNumber = 12345 then the result is 12345
if YourNumber = 1234567 then the result is 1234567
if YourNumber = 12.3 then the result is 012.3
if YourNumber = -1.2 then the result is -01.2
version 1.0 : a zeros with a for loop: 12.2 seconds to treat 100000 numbers
version 1.1 : almost 2 times faster with the reshape function: 7.3 seconds to treat 100000 numbers
version 1.2 : now accepts negative values
smallsmall
medium
large
x-largefalsesaveFlatLineEndsdistdotLengthspaceLengthnbSegmentnbDotnbSpacesaveFlatLineEndsdistdotLengthnbSegment211should be odd...nbSpace2nbDotspaceLengthfalse7272Takes three inputs for red, green, and blue
values, each between 0 and 255. 0,0,0 is black; 255,255,255 is white. 255,255,0 is yellow, and so on.
The SET PEN block in this library lets you set individual red, green, or blue without changing the others, lets you provide a list of three RGB color components, and lets you provide a six-digit hexadecimal number, the form in which RGB color values are usually found online.
See Appendix A of the Snap! Reference Manual for details.pt:altera a cor da tua caneta para vermelho _ , verde _ e azul _ (0 a 255)
ca:fixa el llapis al color r: _ g: _ b: _
25500Calculate the distance between 2 positions (x1y1 -> x2y2) or 2 objects.
By LouchemanDetermine x2y2212if parameter #2 is a coordinatePytagore:on trouve la longueur de l'hypoténuse22Calculate the angle between 2 positions (x1y1 -> x2y2) or 2 objects.
By LouchemanDetermine x2y2212if parameter #2 is a coordinateangle calculationthetareturn is javascript is enable
Thk to Joecooldo err_resetReturn true if the pivot (rotation center) is on the stageReturn true if the pivot (rotation center) is on the stage (watch only x axis)Return true if the pivot (rotation center) is on the stage (watch only y axis)LastKeysLastKeysvalueindexlist§_costumesMenu§_costumesMenuthingde:Beschleunigung _
ca:de forma _
pt:a forma _
linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
}
cubic={
cubic-in
cubic-out
cubic-in-out
}
quart={
quart-in
quart-out
quart-in-out
}
sinusoidal={
sine-in
sine-out
sine-in-out
}
elasticquadratic-outquadratic-inquadratic-in-outcubic-outcubic-incubic-in-outquart-outquart-inquart-in-outsine-outsine-insine-in-outelasticunknown easing function ""This block replace the "play sound block" - BUG FREE !§_soundsMenuAsk a question as long as the answer does not meet the condition.
See examples inside this block...
Block by Louchemansome examplesGlide to sprite
Block by Loucheman v1.0sprite§_objectsMenu1linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
}
cubic={
cubic-in
cubic-out
cubic-in-out
}
quart={
quart-in
quart-out
quart-in-out
}
sinusoidal={
sine-in
sine-out
sine-in-out
}
elasticA better paste on block !
Now you can apply effect and paste on the target with these effects...
Block by Loucheman§_objectsMenufalse@SaveX@SaveY@SaveDir@SaveSize@SaveCostume@SaveGhostEffect@SaveColor@SaveSaturation@SaveBrightness@SaveFisheye@SaveWhirl@SaveNegative@SaveMosaic@SavePixelate@SavePenDownThis block reports "true" if there is a variable with this given name (input slot) in that context.
It can be a global, sprite or script variable.
Otherwise it reports "false".pt:a variável _ existe
ca:existeix la variable _ ?
es:existe la variable _ ?
de:existiert var _ ?
err_resetMySpriteVarMySpriteVarThis block creates new variables on the selected scope: global (for all sprites), sprite (for this sprite only) or script (only for that blocks stack) with the names given (in 'names' list).
If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.pt:cria as variáveis _ _
ca:crea les _ variables _
es:crear las _ variables _
de:erstellen _ var _
globalglobal
sprite
scriptThis block sets the given value (last input) to the variable named with the name givent (var input).
It looks for that variable following the scope order 'script' -> 'sprite' -> 'global' (the first match it finds).
If that variable does not exist (in any scope) an error happens, stopping their script. You can check it before using the "does var (name) exists?" block. ca:assigna a _ el valor _
es:asignar a _ el valor _
pt:altera _ para _
de:setze var _ auf _
§_getVarNamesDictThk to ego-lay_atman-bay for the block !de:gleite _ in _ Sek. beschleunigt: _
ca:llisca _ en _ segons de forma _
fr:glisser _ en _ sec. accélérer _
pt:desliza _ em _ s de forma _
100linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
}
cubic={
cubic-in
cubic-out
cubic-in-out
}
quart={
quart-in
quart-out
quart-in-out
}
sinusoidal={
sine-in
sine-out
sine-in-out
}
elasticpt:π
pt:_ radianos em graus
0.5If input is TRUE, comparisons made by functions in the string library will be case-independent (so "FOO" = "foo"). This is the default.
If input is FALSE, comparisons will be exact.pt:altera comparações ignorando distinção minúsculas/maiúsculas para _
de:Fehler _
pt:assinala o erro _
de:animiere Setter _ Getter _ Delta _ über _ Sek. beschleunigt _
ca:modifica setter _ i getter _ amb delta _ en _ segons de forma _
pt:anima com modificador _ e inspector _ de _ em _ s de forma _
501Thk to cameron8299 for the block !colorcolor
RGBAmotionfunction() {
var sprite = SpriteMorph.prototype;
var opts = [];
opts = opts.concat(sprite.categories);
opts.push('~');
opts = opts.concat(Array.from(sprite.customCategories.keys()));
return opts.reduce((a,v) => ({...a, [v]: v}), {});
}Thk to cameron8299 for the block !motionfunction() {
var sprite = SpriteMorph.prototype;
var opts = [];
opts = opts.concat(sprite.categories);
opts.push('~');
opts = opts.concat(Array.from(sprite.customCategories.keys()));
return opts.reduce((a,v) => ({...a, [v]: v}), {});
}4colorrgbafunction validateChannel(value, def, min, max) {
value = +value;
if (isNaN(value)) value = def;
return Math.max(min, Math.min(max, value));
}
r = validateChannel(r, 0, 0, 255);
g = validateChannel(g, 0, 0, 255);
b = validateChannel(b, 0, 0, 255);
a = validateChannel(a, 1, 0, 1);
return new Color(r, g, b, a);colorcolorif (!(color instanceof Color)) return new Color;
function validateChannel(value, def, min, max) {
value = +value;
if (isNaN(value)) value = def;
return Math.max(min, Math.min(max, value));
}
var r = validateChannel(color.r, 0, 0, 255),
g = validateChannel(color.g, 0, 0, 255),
b = validateChannel(color.b, 0, 0, 255),
a = validateChannel(color.a, 1, 0, 1);
return new Color(r, g, b, a);categorycolorvar sprite = SpriteMorph.prototype;
if (sprite.categories.includes(category)) {
sprite.blockColor[category] = color;
} else if (sprite.customCategories.has(category)) {
sprite.customCategories.set(category, color);
} else {
return;
}world.children[0].refreshIDE()thk to cameron8299 for the block !By LouchemanfalseThank's @dardoroThank's @dardoroThank's @dardoro101
5
10 msBy LouchemanDeclare and initialize any number of variables.
Values of earlier variables may be used to initialize any later variables (like Scheme's LET*).
Example:
LET* ((v1 4)(v2 SQRT OF (v1))), initializes v2 as 2.
Thk to qw23 and cymplecyde:deklariere _
$_variable
$_thingsettererr_resetis large string contains small string?
Block by LouchemanfalseSearch for multiple substring in a string and return a list of positions or an empty list
Examples:
overlap = true
11 in 1110111 return 1,2,5,6
overlap = false
11 in 1110111 return 1,5
Thk to bh for the overlapping search
Thk to sathvikrias for the non-overlapping search
Assembled by LouchemanaaaaafalseThank's @dardoro10timer: Result: §_clonablesMenuSelects the specified costume for the cursor.pointerauto
cell
copy
crosshair
default
grab
grabbing
help
move
not-allowed
pointer
progress
text
wait
zoom-in
zoom-out
n-resize
s-resize
e-resize
w-resize
ne-resize
se-resize
nw-resize
sw-resize*3image/webpimage/webp
image/webp-lossless
image/png
image/jpeg0.95LET (FOO) BE (5)
is equivalent to
SCRIPT VARIABLES (FOO)
SET (FOO) TO (5)pt:cria a variável de guião _ com valor _
Catch errors.
Runs the first script. If it succeeds, nothing else happens.
But if it has an error (something that would otherwise result
in a red halo around the block), then the second script is run,
with the text of the error message that would have been shown in the variable ERROR.pt:tenta executar _ e, em caso de erro _ , executa _
ca:prova de forma segura _ i si _ _
Allows reading global settings programmatically.
Copied from Snap! library.pt:o valor da configuração _
ca:paràmetre _
Stage sizeProject notes
Project name
User
Presentation mode
Language
Zoom blocks
Stage size
Stage scale
Retina display support
Long form input dialog
Plain prototype labels
Input sliders
Execute on slider change
Clicking sound
Turbo mode
Flat design
Keyboard editing
Visible stepping
Thread safe scripts
Prefer smooth animations
Flat line ends
Codification support
Inheritance support
Hyper blocks support
Visible paletteAllows changing global settings programmatically.
This block is for numeric or text settings; use
SET FLAG for Boolean (checkbox) values.
Copied from Snap! library.pt:altera o valor da configuração _ para _
ca:fixa el valor de _ a _
Stage sizeProject notes
Project name
Language
Zoom blocks
Stage size
Stage scale
Visible palettept:a aplicação a _ de _
11000Thl to cymplecy and mark4sisb for the block !Hello!2Thl to cymplecy and mark4sisb for the block !10Thl to cymplecy and mark4sisb for the block !Hello!2Thl to cymplecy and mark4sisb for the block !similar to
repeat
...
until
but will exit straight away if condition is true11Thl to cymplecy and mark4sisb for the block !de:führe _ mit Continuation aus
Button costume from text v1.1
By Loucheman
Create a costume for any button you want !
text: text on the button
Size: size of text
MarX: left and right margin to increase the width of the button
MarY: save as MarX but fot height
pensize: thickness of the line
Thk Dardoro for the color picker functionality.Button2020105centerleft
center
rightcenterupper
center
bottom0Reports the character position (starting from 1) of the beginning of the first input string inside the second input string.
If it's not found, reports 0.pt:a posição de _ em _
ca:posició de _ en _
pl:pozycja _ w _
de:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _
pt:fala _ na língua _ _ com tom _ e velocidade _
ca:digues _ amb accent _ _ to _ i velocitat _
pl:powiedz _ z akcentem _ _ wysokość _ szybkość _
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
pl:powiedz _ z akcentem _ _ wysokość _ szybkość _ i czekaj
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:erkenne Gesprochenes
ar:التعرف على الكلام
bg:Разпознаване на изговорени думи
hr:Prepoznavanje izgovorenih riječi
hy:ճանաչել ասված բառերը
ca:reconèixer les paraules pronunciades
cs:Rozpoznávání mluvených slov
dk:At genkende talte ord
eu:ahozko hitzak ezagutu
el:Αναγνώριση προφορικών λέξεων
es:Reconocer palabras habladas
fi:Puhuttujen sanojen tunnistaminen
fr:Reconnaître les mots parlés
he:זיהוי מילים מדוברות
hi:बोले गए शब्दों को पहचानना
hu:A kimondott szavak felismerése
it:Riconoscere le parole pronunciate
ja:話し言葉を認識する
ko:말한 단어 인식
no:Gjenkjenne talte ord
po:Rozpoznawanie wypowiedzianych słów
pt_BR:Reconhecendo palavras faladas
pt:Reconhecendo palavras faladas
ro:Recunoașterea cuvintelor rostite
ru:Распознавание произнесенных слов
sk:Rozpoznávanie hovorených slov
si:Prepoznavanje govorjenih besed
sv:Att känna igen talade ord
ti:ዝተዛረቡ ቃላት ምልላይ
tr:Konuşulan kelimeleri tanıma
ua:Розпізнавання вимовлених слів
zh_CN:识别口语单词
zh_TW:辨識口語單字
nl:gesproken woorden herkennen
et:ära tunda öeldud sõnu
de:stoppe Spracherkennung
create a DOM button element covering the stage displaying the given label text, if any, blocking the current script's execution until the user has clicked the button, which will enable speech synthesis on stupid iOS / iPadOS devices, where Apple forgot to activate speech synthesis when the user interacts with a canvas element. Sigh.
Do this right when you start the project. What a kludge.
de:aktiviere Sprachausgabe _
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
pl:wykonaj równolegle _ i czekaj
each scripttestAccepts 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 _
pl:wykonaj równolegle _
123.4562§_clonablesMenu§_clonablesMenuThis block turns on (show) the watcher view on stage (if it was not already activated) of the variable with the given name (slot input).
It can only access to the closest variable scope (if there different variables with the same name in different scopes) following the order 'script' -> 'sprite' -> 'global'.
No errors if that variable does not exist.ca:mostra la variable _
es:mostrar variable _
pt:mostra a variável _
de:zeige var _
§_getVarNamesDictSets 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.50Sets 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
}50Plays 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
}Plays 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
}Plays a list of notes simultaneously for the specified musical duration.
Chords must be entered as a list.
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
}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
}Reports all notes in a specified scale using the provided note and octave number as the starting note of the scale.
To add additional scales to the "Types" script variable, create a list with the name of the scale as the first item and the steps between each note of the scale as the second item.ChromaticChromatic
Major
MinorC40
1
2
3
4
5
6
7Reports "#" or "b" of the input scientific pitch notation contains either.Reports the note in a specific position within a major or minor musical scale. (e.g., The third note in a C Major scale starting in the fourth octave is E4.)11
2
3
4
5
6
7MajorMajor
MinorC40
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7Reports the distance in steps between two notes in the selected scale. (e.g., In the C Major scale, there are two intervals between C4 and E4.)
If one or more of the selected notes is not in the selected scale, the block reports nothing.
Notes must be entered as scientific pitch notation (eg. C4).C4G4MajorMajor
MinorCChromatic
Major
MinorReports the notes comprising a major or minor chord, using the specified note and octave as the root note of the chord.MajorMajor
MinorC4This 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
MinorC40
1
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7II
ii
iii
IV
V
vi
vii°Major145367Major236145Major72Converts 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.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 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
Sixteenth11
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3
4
8
12
16
24
LoopLoopThis 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 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
12/8This 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.
When reading time signatures, the bottom number determines which note gets counted as a beat, and the top number determines how many beats are in a measure. For example, in 4/4 time, quarter notes are counted as beats and there are four quarter notes in a measure. In 6/8 time, the eighth note counted as the beat, and there are six eighth notes in a measure.
The Beats in Measure reports the discrepancy between the number of actual beats in a measure versus the required number of beats.
If name durations are not entered correctly, the block reports nothing.4/44/4
3/4
2/4
6/8
5/4
7/4
9/8
12/8Actual2 of beatsThe Note Duration Value block reports the numerical value of the input duration name.
Inputing a list of duration names outputs a list of values.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
}C4C3
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
}QuarterWhole
Half
Quarter
Eighth
Sixteenth
Thirtysecond
Dotted Whole
Dotted Half
Dotted Quarter
Dotted Eighth
Dotted Sixteenth
Dotted Thirtysecond
Whole Triplet
Half Triplet
Quarter Triplet
Eighth Triplet
Sixteenth Triplet
Thirty Second TripletThis block assigns a number, frequency, and amplitude to a tone.11
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50.5.1
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.7
.8
.9This block turns the specified tone on or off. This block will play a sine wave. 11
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5This block turns off all the tones currently playing. 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
}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
FlatsReports 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. 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 _ _
Extracts the octave number from the provided scientific pitch notation. (e.g., An input of "C4" produces an output of "4".)33abcdefbabcabc23extract a substring from a string from position to another
Block by Louchemanabcdef240050de:Bogen $turnRight Radius: _ Grad: _
pl:łuk $turnRight promień: _ stopnie: _
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