Custom blocks I made, feel free to use them! Make sure to credit.data:image/png;base64,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blocks I made, feel free to use them! Make sure to credit.

addadd=add subtract=sbt mix=mix multiply=mut divide=div minimum=min maximum=max exponent=exp and=and or=or xor=xor join=jon rightshift=>> leftshift=<<sbtmixmutdivmaxminexpandorxor>><<jonresultlistlistid-1!loadprog/

min

0020201

microsecond=mc millisecond=ms minute=mn hour=hrmsmnhr

xx={ x=x x^2=x^2 sqrt(x)=sqrt(x) log(x)=log(x) 2^x=2^x x^x=x^x } y={ y=y y^2=y^2 sqrt(y)=sqrt(y) log(y)=log(y) 2^y=2^y y^y=y^y } x&y={ x+y=x+y x-y=x-y xy=xy x/y=x/y y/x=y/x x^y=x^y y^x=y^x x%y=x%y y%x=y%x }mutadd=add subtract=sbt multiply=mut divide=div exponent=exp mod=mod minimum=min maximum=max logarithm=log root=rot decimal=dec join=jon and=and or=or xor=xoryx={ x=x x^2=x^2 sqrt(x)=sqrt(x) log(x)=log(x) 2^x=2^x x^x=x^x } y={ y=y y^2=y^2 sqrt(y)=sqrt(y) log(y)=log(y) 2^y=2^y y^y=y^y } x&y={ x+y=x+y x-y=x-y xy=xy x/y=x/y y/x=y/x x^y=x^y y^x=y^x x%y=x%y y%x=y%x }001001001110001yx^2y^2sqrt(x)sqrt(y)log(x)log(y)2^x2^yx^xy^yxyx^yy^xx%yy%xx+yx-yx/yy/xxyx^2y^2sqrt(x)sqrt(y)log(x)log(y)2^x2^yx^xy^yxyx^yy^xx%yy%xx+yx-yx/yy/xaddsbtmutdivexpmodminmaxlogjonrotdecandorxor0.01-0.01xyy

1000

§_objectsMenu

5minminimum=min maximum=max logarithm=log root=rot decimaljoin=dec join=jon and=and or=or xor=xor rightshift=>> leftshift=<<5maxlogrotdecjonandorxor>><<

2>10inf

§_objectsMenu10falsetrue

outin=in out=out1secondsseconds=seconds ticks=ticksin

sbtsubtract=sbt divide=divdiv

1lettersletters=letters until=untilfalse§_getVarNamesDictuntil

gequal=e greater=g less=l notequal=!e notgreater=!g notless=!lgl!e!g!l

0|10|1=0|1 true|false=truefalsetruefalse

025502550255

4405divsubtract=sbt divide=div10div0.033333330.05100

hzPitchHz>pitch=hzPitch pitch>Hz=pitchHz440pitchHz

10>210->2=10>2 2->10=2>10100infinfinite=inf 2 bits=bit2 4 bits=bit4 1 byte=byte1 2 bytes=byte2 4 bytes=byte4 8 bytes=byte8bit4byte1byte2byte4byte810>2if022infi1result0=000 1=001 2=010 3=011 4=100 5=101 6=110 7=111 4000 1 2 4 8 16 32 64 128 256 512 1024 2048

81928k=8000 2^13=8192 11k=11000 2^14=16384 22k=22000 32k=32000 44k=44000 44.1k=44100

65536256256

list[index]*2

xx y50y

00xyx then y=xy y then x=yxyx

-100-5050100

0.2512

appappear=app dissapear=dis1dis

d2rdeg to rad=d2r rad to deg=r2dr2d

++++ -- *2 /2 ^2 ^3 ^4 *pi ^pi pi^ 1/ 10^ . e--*2/2^2^3^4*pi^pipi^1/10^.e1-1*1/^+-*/1^

11 last randomHello World!

itemsitems number of items booleandifferentdifferent equalnumber of itemsbooleanequalnumber of itemsboolean

emojiID->name=e2n name->emojiID=n2en2e

itemval

function run() {function add(x, y) {return 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