data:image/png;base64,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 Magic on
will check is JavaScript is enabled, if it isn't it will explain how to turn it onhide mouse
will well hide your mouse, to gain your mouse back use the show mouse blockshow Mouse
will show the mouse if it was hidden, by using the hide mouse blockis mouse hidden
will report if the mouse is hidden or not"magic" join
may seem like the regular join but it actuly has multi-line(multi-line means if you hit enter it ads a new line)repeat for n seconds
will repeat the code you put into the "C" slot for n seconds1pen costume
will it's a pen trails and add them into the costumesis _ a _ ?
Has a long list of functions inside of it that will output a Boolean whether or not the thing is or is not whatever you choose on the listprime
evan number
number
text
boolean
list
sprite
stage
costume
sound
command
reporter
agent
scriptprimenumbertextbooleanlistspritestagecostumesoundcommandreporterpredicateagentscriptI do not knowIn base
will the base of whatever the second number is such as 10 in base 10 is equal to 10 but 10 in base 9 is equal to 11110truefunction ( _ _ _ )
max similar to "is _ a _ ?" except for it has three input slots and it doesn't report a Boolean instead it applies one to the other input using the middle input as the function+
-
̣×
/
^
mod
min
max
round by
random value to
<
=
>
and
or
xor
split by
is a
in base-×/^modminmaxround by<=>andorxorsplit byis ain baselink
will send the user( with their permission) to whatever site you choosehttps://en.wikipedia.org/wiki/%22Hello,_World!%22_programhide mouse bool
will hide the mouse if giving a true and show the most if given a falseexport costume
will export the costume which you provided the name of§_costumesMenuset the name of costume
will set the name of the chosen costume to what you choose
§_costumesMenuthingThis block deletes all the variables with the names given (inside input list).
Each name will make only one variable deletion, and this will be the variable found following the scope order: 'script' -> 'sprite' -> 'global'.
If we have a "testing" sprite variable and also a "testing" global one, deleting "testing" will delete only the sprite one (Yes! we can also do "delete var (testing, testing)" to delete both.
If one variable does not exists (in any scope) an error happens, stopping block action in that point. You can check it before with the "does var (name) exists?"block. pt:remove as variáveis _
ca:esborra les variables _
es:borrar variables _
de:löschen var _
This 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 _
§_getVarNamesDictThis block reports the value of the variable with the name given.
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. pt:o valor de _
§_getVarNamesDictThis 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 _
§_getVarNamesDictThis block turns off (hide) 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:amaga la variable _
es:esconder variable _
pt:esconde a variável _
de:verstecke var _
§_getVarNamesDictpt:a resposta a _ de _ enviando _ e cabeçalhos _
GETGET
POST
PUT
DELETEhttps://snap.startr.cloudThis 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 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_resetMax min takes a number and makes shere it is not to big and not to small.5101The first block in velocity blocks. Velocity calculates the velocity between to positions to get from one too the other. Also it bounces of edges.§_destinationsMenu§_destinationsMenuAverage averages the numbers in a list.Matrix makes a squar of positions.-2020Position x y gives you the position you gave it.00Gives you a list of indexes for the item you are looking for.thing# gives you a number that you gave it.All but item num in list gives you a list with every thing except for the number you gave it.1Comment reporter holds a comment and report.commentComment block hold a comment.commentComment C-block hold a comment and runs the code in it.commentEdge is a if on edge,bounce that doesn't add velocity.480360For i = item in list is like a for i = 1 to 10 but mixed with a for each item in list.iitemAnd does not do anything it just makes the code more clear.Then does not do anything it just makes the code more clear.Gravity pulls you in a direction by a setron amount.§_destinationsMenuExpress goes towards a position.§_destinationsMenuinvert pen down
will pick the pen up if it is currently down and put the pen down if it is currently upinvert hide
will hide the Sprite if it is currently being shown and show the spray if it is currently being hidden000100is prime
will report a Boolean for whether or not the inputted number is a prime ( a prime number is a number that any other number can multiply into)0trueis divisible by will check if the first number is divisible by the second number (what I mean by that is it checks it if there's no remainder)12backwords word
will flip the wordwordxor
is a xor gate( that means that it's a exclusive order it only does one or the other)truerotate list
will rotate the list by the given value0errorautoauto
default
none
context-menu
help
pointer
progress
wait
cell
crosshair
text
vertical-text
alias
copy
move
no-drop
not-allowed
grab
grabbing
e-resize
n-resize
ne-resize
nw-resize
s-resize
se-resize
sw-resize
w-resize
ew-resize
ns-resize
nesw-resize
nwse-resize
col-resize
row-resize
all-scroll
zoom-in
zoom-out00cursorxylet world = this.parentThatIsA(WorldMorph)
let cursorStyle = 'auto'
if (cursor instanceof SVG_Costume) {
cursorStyle = `url(${cursor.contents.src}) ${x} ${y}, auto`
} else if (cursor instanceof Costume) {
cursorStyle = `url(${cursor.contents.toDataURL()}) ${x} ${y}, auto`
} else {
cursorStyle = `${cursor}`
}
world.worldCanvas.style.cursor = cursorStyleThrow an error.
Makes a red halo appear around the script that runs it,
with the input text shown in a speech balloon next to
the script, just like any Snap! error.
This is useful to put in the second script of SAFELY TRY
after some other instructions to undo the partial work of
the first script.pt:lança o erro _
pl:błąd _
Allows reading global settings programmatically.
Eisenberg's Law: Anything you can do from the user interface you should be able to do in your program, and vice versa. This library is just a beginning; there are many UI controls outside of the Settings menu.pt:o valor da configuração _
ca:paràmetre _
pl:ustawienie _
Project 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 Boolean (checkbox) settings; use
SET VALUE for numeric or text values.
Eisenberg's Law: Anything you can do from the user interface you should be able to do in your program, and vice versa. This library is just a beginning; there are many UI controls outside of the Settings menu.pt:altera o valor da configuração _ para _
ca:fixa el paràmetre _ a _
pl:ustaw flagę _ na _
Presentation mode
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 supportAllows changing global settings programmatically.
This block is for numeric or text settings; use
SET FLAG for Boolean (checkbox) values.
Eisenberg's Law: Anything you can do from the user interface you should be able to do in your program, and vice versa. This library is just a beginning; there are many UI controls outside of the Settings menu.pt:altera o valor da configuração _ para _
ca:fixa el valor de _ a _
pl:ustaw wartość _ na _
Project notes
Project name
Language
Zoom blocks
Stage size
Stage scale
Visible paletteCatch 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 _ _
pl:bezpiecznie spróbuj _ a jeśli _ _
Catch errors in a reporter.
Evaluates its first input. If that expression successfully reports a value, this block reports that value. If the expression causes a Snap! error,
then the final input slot is evaluated with the text of what would have
been the error message in variable ERROR. SAFELY TRY then reports the value of that final expression.
Sometimes you'll want to throw an error in the final expression. You
can put an ERROR block inside a CALL block to do that.ca:prova de forma segura reportant _ i si _ reportant _
pl:bezpiecznie spróbuj zgłosić _ a jeśli _ zgłoś _
errlist to code
will take the text based form of coding known as lisp and turn it into snap blockscode to lisp
will take snap blocks and turn it into the text program known as lispnot to clone
checks if the current Sprite is not a clonevarvar hide text
will hide the text in the first slot when the Boolean is false and show it when it is truethe texterrorerrorAny magic
will report if JavaScript is onadd to list
will add the item to the list but only using reportershold
well "holds" a list of blocksCipher will Cipher the text using the 2 ciphershello worldabcdefghijklmnopqrstuvwxyz 0123456789abcdefghijklmnopqrstuvwxyz 0123456789pop
will remove a item from the list and report what the item was1=1
last=$_last
~
all=$_all
parent=$_parentis negative
will report a Boolean for whether or not the number is negative-1magic pack
is a pack of all the magic blocks (which is a list of blocks that I find helpful)110GEThttps://snap.startr.cloud-101word00hello worldabcdefghijklmnopqrstuvwxyz 0123456789abcdefghijklmnopqrstuvwxyz 0123456789blockVacume pulls the velocity objects towards the chosen position. 5100§_destinationsMenuThrow an error.
Makes a red halo appear around the script that runs it,
with the input text shown in a speech balloon next to
the script, just like any Snap! error.
This is useful to put in the second script of SAFELY TRY
after some other instructions to undo the partial work of
the first script.pt:lança o erro _
pl:błąd _
errorerror000100distance to direction reports the distance from the current direction to the future direction§_directionDialMenusearch
will search for blocks in a pack with similar namesblockTry changing the spellingnotification
will send a notification to the userMagic!This is a notificationcopy to clipboard
will copy whatever text you give it to the users clipboardtextWrites text onto the stage, and allows extra styling. You don't have to add stats.
Created by Tethrarxitet!
pic goes hard feel free to screenshotes:escribir _ con tamaña _ e información _
pt:escreva _ com tamanho _ e edita _
fr:écrire _ avec la taille _ et les modificateurs _
ru:напишите _ с размером _ и модами _
de:schreibe _ Größe _ Schriftart _
Hello!12Dependencies and blocks that depend on thises:disfraz de texto _ tamaño _ e información _
pt:traje de texto _ com tamanho _ e edita _
fr:costume de texte _ avec taille _ et modificateurs _
ru:текст костюм _ с размером _ и модами _
de:Textkostüm _ Größe _ Schriftart _
Hello!12Creates a list of stats for the new write block to use.
Created by Tethrarxitet!
tamalept:nome da fonte _ _ texto em negrito? _ _ oblíquo? _
es:nombre de fuente _ _ ¿negrita? _ _ ¿oblicuo? _
fr:nom de la police _ _ police en gras ? _ _ oblique ? _
ru:шриф _ _ жирный? _ _ курсив? _
de:Schriftart _ _ fett _ _ kursiv _
monospacefalsefalseCreates a list of stats for the new write block to use.
Created by Tethrarxitet!
tamalees:nombre de la fuente _ _ espesor _ _ ¿oblicuo? _
pt:nome da fonte _ _ grossura _ _ oblíquo? _
fr:nom de la police _ _ épaisseur _ _ oblique ? _
ru:шриф _ _ жирность _ _ курсив? _
de:Schriftart _ _ Gewicht _ _ kursiv _
monospace500falsewrite the text on the stage with the specified stylings, word-wrap at the given widthde:schreibe _ Größe _ Schriftart _ Umbruch _
12200lenlinereports the width of the text when written with the specified metricsde:Breite von Text _ Größe _ Schriftart _
Hello!12add: text
automatically adds the text provided to the position of the cursor in the 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108☐-10-7-6303302411,11,11,1█truebold falseitalic 24px mono,-14255,255,255,1truebold falseitalic 24px mono,-350340enterc1<3
[x]
[]
-
:)
_
/
test
☒
☐position1211<3[x][]-:)_☐☒Backspaceleft arrowright arrowup arrowfalsefalsefalsepositiondown arrowfalse1iitem1false1falsefalseposition1position11░,█,█,╗,░,░,░,░,░,░,░,█,█,╗,█,█,█,█,█,█,╗,░,█,█,╗,█,█,█,█,█,█,█,█,╗,█,█,╗,█,█,█,╗,░,░,█,█,╗,░,█,█,█,█,█,█,╗,░,"
",░,█,█,║,░,░,█,█,╗,░,░,█,█,║,█,█,╔,═,═,█,█,╗,█,█,║,╚,═,═,█,█,╔,═,═,╝,█,█,║,█,█,█,█,╗,░,█,█,║,█,█,╔,═,═,═,═,╝,░,"
",░,╚,█,█,╗,█,█,█,█,╗,█,█,╔,╝,█,█,█,█,█,█,╔,╝,█,█,║,░,░,░,█,█,║,░,░,░,█,█,║,█,█,╔,█,█,╗,█,█,║,█,█,║,░,░,█,█,╗,░,"
",░,░,█,█,█,█,╔,═,█,█,█,█,║,░,█,█,╔,═,═,█,█,╗,█,█,║,░,░,░,█,█,║,░,░,░,█,█,║,█,█,║,╚,█,█,█,█,║,█,█,║,░,░,╚,█,█,╗,"
",░,░,╚,█,█,╔,╝,░,╚,█,█,╔,╝,░,█,█,║,░,░,█,█,║,█,█,║,░,░,░,█,█,║,░,░,░,█,█,║,█,█,║,░,╚,█,█,█,║,╚,█,█,█,█,█,█,╔,╝,"
",░,░,░,╚,═,╝,░,░,░,╚,═,╝,░,░,╚,═,╝,░,░,╚,═,╝,╚,═,╝,░,░,░,╚,═,╝,░,░,░,╚,═,╝,╚,═,╝,░,░,╚,═,═,╝,░,╚,═,═,═,═,═,╝,░,"
",_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,"
",t,h,i,s, ,i,s, ,a, ,w,r,i,t,i,n,g, ,t,o,o,l, ,t,h,a,t, ,I, ,c,o,d,e,d,., ,I,t, ,h,a,s, ,s,e,v,e,r,a,l, ,f,e,a,t,u,r,e,s,",", ,"
",s,u,c,h, ,a,s,:,"
", ,•, ,w,r,i,t,i,n,g,"
", ,•, ,d,e,l,e,t,i,n,g,"
", ,•, ,a, ,m,o,v,e,b,l,e, ,c,u,r,s,e,r,"
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