Most of the blocks were made by Danidanijr
Update 1:
Added OmegaNum.js to expand number limit from 2^1024-1 to 10{1000}10data:image/png;base64,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 of the blocks were made by Danidanijr
Update 1:
Added OmegaNum.js to expand number limit from 2^1024-1 to 10{1000}10Block made by Danidanijr50Block made by Danidanijr
n% Of probability of script being ran.50Block made by DanidanijrBlock made by DanidanijrBlock made by Danidanijrall
others
random others
random allrandom allitemrandom allrandom othersBlock made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrfalseBlock made by DanidanijrBlock made by Danidanijr
Resets the pen values.Block made by DanidanijrBlock made by DanidanijrBlock in dev modeBlock in dev modeBlock in dev modeBlock in dev mode4401Block in dev modeBlock made by DanidanijrBlock made by Danidanijrshiftingshuffle (WIP)
random replace (WIP)
shifting
unicode dividing25percentpercent
letters each1Hello World!letters eachunicode dividingn1Block made by Danidanijrshadow
rainbow
rainbow&shadowrainbowrainbow&shadowBlock made by Danidanijr00Block made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrBlock made by Danidanijrtrolling={
open troll video link={
rick roll={
original rick roll
different rick roll link #1
different rick roll link #2
different rick roll link #3
rick roll but it never starts
rick roll but it never starts (10 hours)
rick roll for 1 hours #1
rick roll for 1 hours #2
kermit rickroll
toad rickroll
}
youve been gnomed={
original gnome
different gnome link #1
different gnome link #2
different gnome link #3
gnome for 10 hours
gnome for 1 hours
}
youve been distracted={
original distraction
1 hours of distraction
10 hours of distraction
}
stick bugged={
original stick bugged
1 hours of stick bugged
10 hours of stick bugged
stick bug and rick roll
}
}
delete the entire page and replace with text={
ascii rickroll
NOBODY EXPECTS THIS!
Nope, to get your page back, please DM Danidanijr#5913.
Oops, your page got deleted, You lost ur data, but you have an antivirus!
Pop! Your Snap! Got deleted!
bruh
GET PAGE REMOVE'D LOL
}
}youve been gnomedyouve been distractedstick buggeddelete the entire page and replace it withBlock made by DanidanijrBlock made by Danidanijr
comment blockBlock made by Danidanijr
c block commentBlock made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrBlock made by Danidanijr
Example:
at x: -200 y: 100 do Write Hello!00Block made by Danidanijr
x 50% y 50% will go at the center
x 0% y 0% will go at bottom left5050Block made by Danidanijr50150Block made by Danidanijr100Block made by DanidanijraABlock made by DanidanijrBlock made by DanidanijrCatch 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 _
Throw 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 _
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.errBlock made by DanidanijrBlock made by Danidanijr1Block made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrBlock made by Danidanijr1secondsseconds
minutes
hours
days
months (30 days)
yearsminuteshoursdaysmonths (30 days)yearsBlock made by DanidanijrBlock made by DanidanijrBlock made by Danidanijr1Accepts 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
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
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 _
501de:Grad _
ca:graus de _ radians
pt:_ radianos em graus
0.5de:Fehler _
pt:assinala o erro _
de: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-inquadratic-outquadratic-in-outcubic-incubic-outcubic-in-outquart-inquart-outquart-in-outsine-insine-outsine-in-outelasticunknown easing function ""de: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
}
elasticBlock made by DanidanijrBlock made by Danidanijr315Block made by Danidanijr
(is n1 on n2 to n3 ?) block but simpler.135Block made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrBlock in dev modeBlock made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrlHello World!Block made by DanidanijrLHello World!Block made by Danidanijr"Hello, " + "World!"Block made by Danidanijrwindow.alert("Hello, " + "World!");Block made by Danidanijroutreturn xBlock made by DanidanijrBlock made by DanidanijrBlock made by Danidanijr60§_pianoKeyboardMenu0.51(1) sine=1
(2) square=2
(3) sawtooth=3
(4) triangle=4Block made by Danidanijr60§_pianoKeyboardMenu0.51Block made by Danidanijr60§_pianoKeyboardMenu0.51Block made by Danidanijr60§_pianoKeyboardMenu0.51Block made by Danidanijr510Block made by Danidanijr0.1Block made by Danidanijr15Block made by DanidanijrabcBlock made by Danidanijr0Block made by Danidanijr2000Block made by Danidanijr1970Block made by Danidanijr1000secondsseconds
minutes
hours
days
months (30 days)
yearsminuteshoursdaysmonths (30 days)yearsBlock made by Danidanijr12Block made by Danidanijr[sound]Block made by Danidanijr1Block made by Danidanijr110100100Block made by DanidanijrBlock made by DanidanijrBlock made by Danidanijr, The code is from the Snap! Forum§_getVarNamesDict000Block made by DanidanijrBlock made by DanidanijrBlock made by Danidanijr2Block made by Danidanijr200100025511Block made by DanidanijrcolorBlock made by DanidanijrBlock made by Danidanijr11
last
randomBlock made by DanidanijrBlock made by Danidanijr00touching?Block made by Danidanijr-10002002580100EnemyMaster of Swords1.1270,70,70,1Block made by Danidanijr15Block made by Danidanijr201Block made by Danidanijr22Block made by Danidanijr5Block made by DanidanijrBlock made by Danidanijr010Block made by DanidanijrSounds/Chord.wavfunction () {
var obj = {};
world.children[0].getMediaList('Sounds').forEach(audio => {
obj[audio.name] = 'Sounds/' + audio.fileName;
})
return obj;
}Block made by Danidanijr-10010090Block made by Danidanijr1050Block made by DanidanijrHello World!oBlock made by Danidanijr3.141592Block made by Danidanijr1.522e+74Block made by Danidanijr3.141592Block made by DanidanijrBlock made by Danidanijr3.141592Block made by DanidanijrBlock made by DanidanijrlHello World!Block made by Danidanijr
ye/positive/sure etc ... will return true
nah/nope/red etc ... will return falseyesfalserednopefalsenonegativennahfalseBlock made by Danidanijr0++++
--
/2
*2
/3
*3
^2
^3
^4
negated
floored
rounded--/2*2/3*3^2^3^4negatedflooredroundedBlock made by DanidanijrHello World!Block made by Danidanijr§_getVarNamesDictBlock made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrBlock made by Danidanijr10Block made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrBlock made by Danidanijr
Variables:
$x
$y
$dir (direction)
$size
Extra:
$txtlen (length of the text)
$ot (original text, "abc test $ot" will be "abc test abc test $ot")
Hi! My X pos is $x and Y is $y [see block help for more]Block made by DanidanijraeHi there! I like bananas.Block made by DanidanijrabcBlock made by Danidanijr
Example picture:
https://media.discordapp.net/attachments/838175013784780860/881261118616633354/unknown.png
^ Click the link
Or just look at the "new timer example" block costume
Useful for multiple timers.timecmdBlock made by Danidanijr
See "new timer" block help to how to use itBlock made by Danidanijr
See "new timer" block help to how to use itBlock made by Danidanijr
Its just like that new timer block, But its actually a new folder reporter, Useful for storing things on it.folderdeletedeleteAllgetgetAllexistactionnamedataBlock made by DanidanijrBlock made by DanidanijrBlock made by Danidanijr
There is a "new folder" reporter and a reporter of this version.Create -> (name, data)
Delete -> (name)
Delete AllDelete -> (name)Delete AllBlock made by Danidanijr
There is a "new folder" reporter and a block of this version.Get Data -> (name)
Get All Data
Does Exist? -> (name)
New Folder -> (name, data)Get All DataDoes Exist? -> (name)New Folder -> (name, data)Block made by Danidanijr
Changes variable:
1st item of the list: before
2nd item of the list: after[variable]changesBlock made by Danidanijr00Block made by DanidanijrBlock made by DanidanijrMade by DanidanijrtrueBlock made by Danidanijrsaysay
thinkHello!Block made by Danidanijr0.5Block made by Danidanijr002050255100150200pos22Block made by DanidanijrBlock made by DanidanijrBlock made by DanidanijrBlock made by Danidanijr
Reporter version of the report block.Block made by Danidanijr36Weird variable with no nameBlock made by DanidanijrBlock made by Danidanijr[variable]Block made by Danidanijr5050Block made by DanidanijrPress space to gain 100 exp-18010612truetrue42849347000006-6100falseinputa1e+e-falsesavedfalse111101Hello World!0016test0addremoving decimals={
floor
round
ceil
}
booleans={
eq
gt
gte
lt
lte
ispos
isneg
isin
isNaN
isFinite
isInfinite
}
basic operators={
add
sub
mul
div
pow
tetr
pent
arrow
}
log10
ln
sqrt
cbrt
max
min1548244,552363,527618,638880,575453,680263,564586,481550,146177,157690,149983,1634911Upgrades,Prestige,Settings41541,29,18,13,16,15,43,37,22,22,98,79,0,0,0,011556,10,6,24,1,20,0,05.46434834701127e20,125,221,102778,0,22397truetrue"[[""54.762125021644806"",""605.3549783549784"",""1"",""7"",""536.8709120000002"",""1.6"",[""6"",""12"",""24"",""38"",""55"",""74"",""147"",""265"",""477"",""612"",""1023"",""1936""],[""0"",""0"",""0"",""0"",""0"",""0"",""0"",""0"",""0"",""0"",""0"",""0"",""0"",""0"",""0"",""0""]],[""0"",""0"",""115"",[""3"",""3"",""21"",""32"",""45"",""57""],[""0"",""0"",""0"",""0"",""0"",""0"",""0"",""0""],""1"",""1"",""1"",""false"",""false"",""7"",""1""]]",Press S again to 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4playSpeed601true2true2 | 1-10 Upgrades gets 1.12x stronger | Cost: 2 | Paid: 2/10-23034buy2142true23true32truegte2600true3trueL | Load-230545010010014trueO | Options-23034005014true3true11112truetruelvlreqmulpow20prestaddlcreturn (
a=OmegaNum.add(
OmegaNum.pow(
OmegaNum.logBase(
OmegaNum.div(
OmegaNum.max(l,0.0001),
c
),
2
),
1.8
),
1
),
isNaN(a)?0:a
)speedmultimulpowadd10.7