Bytebeat composer

- [Common] - formulas found on the internet

- [Classic 8k] - classic formulas playing with 8kHz sample rate

by Bear & Celephais
t>>6^t&37|t+(t^t>>11)-t*((t%24?2:6)&t>>11)^t<<1&(t&598?t>>4:t>>10) ★
Viznut-like
10*(t>>6|t|t>>(t>>16))+(7&t>>11) ★ by Viznut
10*(t>>6|t|t>>7)+4*(t&t>>13|t>>6) ★ by Viznut, Xpansive, Varjohukka
10*(t>>7|3*t|t>>(t>>15))+(t>>8&5) - Frere Jacques (by Lord Graga)
by Stimmer
(128&t*(4|7&t>>13)>>(1&-t>>11))+(127&t*(t>>11&t>>13)*(3&-t>>9)) ★
Street Surfer (by Skurk, Raer)
t&4096?(t*(t^t%255)|t>>4)>>1:t>>3|(t&8192?t<<2:t) ★
by Varjohukka
(t&8192?t&4096?t&1024?2*t:4*t:t&512?4*t:4.2*t:(t&4096?t&1024?2*t:10*t:t&512?2*t:8*t)>>2)*(t&16384?3:2)|t*(t&16384?.125:1/(.01*t))
(t&8192?t&4096?t&1024?2*t:4*t:t&512?4*t:4.2*t:(t&4096?t&1024?2*t:10*t:t&512?2*t:8*t)>>2)*(t&16384?3:2) - simplified
Varjohukka + Street Surfer (by Raer)
(t&4096?(t*(t^t%255)|t>>4)>>1:t>>3|(t&8192?t<<2:t))^((t&8192?t&4096?t&1024?2*t:4*t:t&512?4*t:4.2*t:(t&4096?t&1024?2*t:10*t:t&512?2*t:8*t)>>2)*(t&16384?3:2)|t*(t&16384?.125:1/(.01*t))>>1) ★
by Paralax
10*(t&5*t|t>>6|(t&32768?-6*t/7:(t&65536?-9*t&100:-9*(t&100))/11)) ★
Electrohouse
t>>t%(t%2?t&32768?41:t&16384?51:61:34)&t>>4 ★
Running man (by Viznut)
t*(3+(1^5&t>>10))*(5+(3&t>>14))>>(3&t>>8) ★
Sierpinski harmony
5*t&t>>7|3*t&4*t>>10 ★ by Miiro
(9*t&t>>4|5*t&t>>7|3*t&t>>10) ★ by Stephth
(9*t&t>>4|5*t&t>>7|3*t&t>>10)-1 - with drums
9*t&t>>4|5*t&t>>7|(3*t&t>>10)-1 - by Radavis
CA98 (by Rrola, Ryg)
t*(0xCA98CA98>>(t>>9&30)&15)|t>>8
t*(0xCA98>>(t>>9&14)&15)|t>>8 ★
Bassline (by Tejeez)
(-t>>2)*((127&t*(7&t>>10))<(245&t*(2+(5&t>>14)))) ★
Crowd (by Erlehmann)
t<<1^(t<<1)+(t>>7)&t>>12|t>>4-(1^7&t>>19)|t>>7
by µB
64*(t>>3|t>>4|t>>9)+(t>>11&t<<2)^2*(t>>16|t|t>>7)+32*(t>>t&32)
Old noisy beat (by Lucasvb)
(t>>6|t<<1)+(t>>5|t<<3|t>>3)|t>>2|t<<1
Computing... (by Bear & Celephais)
t+(t&t^t>>6)-t*(t>>9&(t%16?2:6)&t>>9)
Moon scanner (by Viznut & Jaffa)
2*(t>>5&t)-(t>>5)+t*(t>>14&14) ★
Fractal trees (by Danharaj & 216)
t|t%255|t%257
by Droid
t>>6&1?t>>5:-t>>4
The fall of Derp Herp (by Marmakoide)
t*(0x13371337>>(t>>13&27)&127)|t>>4|t<<5 ★
Zemfira (by Anonymous)
430*(5*t>>11|5*t>>1) ★
Mr. arpeggiator playing a solo (by Tonic)
t/8>>(t>>9)*t/((t>>14&3)+4)
The 42 melody
t*(42&t>>10)
A jaunty tune (by Ryg)
(t*(t>>12)*64+(t>>1)*(t>>10)*(t>>11)*48)>>(((t>>16)|(t>>17))&1)
Arcade game (by Niklas Roy)
t*((t>>9|t>>13)&15)&129
t*(t>>9|t>>13)&16 - Clean melody
9*(t*((t>>9|t>>13)&15)&16) - Louder clean melody
Modem melody (by Krcko)
(t&t>>12)*(t>>4|t>>8) ★
(t-(t>>4&t>>8)&t>>12)-1 - by [deleted]
Good old fractal melody (by Blueberry)
(t>>9^(t>>9)-1^1)%13*t
by Yehar
t>>4+!(-t>>13&7)+2*!(t>>17)|t*t*(t>>(t>>12^t>>11)%3+10)/(7+(t>>10&t>>14&3))*!(t&512)<<3+(t>>14&1)
t>>4|t*t*(t>>6&8^8)*(t>>11^t/3>>12)/(7+(t>>10&t>>14&3)) ★ a bare-bones version
by Yehar
t*(t>>(t>>11&15))*(t>>9&1)<<2
Lemmings March (by Marmakoide)
t>>5|t<<4|t&1023^1981|t-67>>4
Ratchet modem
100*((t<<2|t>>5|t^63)&(t<<10|t>>11))
Noisy beats (by Tejeez)
((-t&4095)*(255&t*(t&t>>13))>>12)+(127&t*(234&t>>8&t>>3)>>(3&t>>14))
8-bit Atari inspired sounds (by Visy)
t%25+(t>>2|15*t)+t>>3 - simplified version
by Ola
2*(1-(t+10>>(t>>9&t>>14)&t>>4&-2))*((t>>10^t+(t>>6&127)>>10)&1)*32+128
Robot out of control (by Frenzy)
(t&64|t>>5)^(t&33|t>>8)^(t&14|t>>9|t&76)^(t|187)^t*(t>>8&838+t>>13)&644 ★
One million alarm clocks (by Yehar)
t*t/(t>>12&t>>8)<<7 ★
by Xpansive
t%(t/(t>>9|t>>13)) - by Xpansive
t*(t>>8|t>>9)&46&t>>8^(t&t>>13|t>>6) - Lost in Space
C64 weird jumps (by Skurk)
t*(t>>(t&4096?t*t>>12:t>>12))|t<<(t>>8)|t>>4
Oh the headaches (by Sub)
t>>5|(t<<3)+12*t*(t>>13|(t>>1|t>>10|t>>2)&t>>8)
by Godinpants
t/3>>t%40+5|t/(24+t&3)>>t%(15-(t>>15)%8*6)+5
t/3>>1|t/2>>2&t/5>>7|t&31*t*(t>>8)
Harmonics phone
t*(4+(t>>9)%3)&t/3>>7&224
Explosions
t>>5|(t>>2)*(t>>5)
Driving my 8 bit car (by Direm01)
0xCCDD*((t>>6)*t>>430)%0x1E3 ★
by Harism
3*((t>>1)+20)*t>>14*t>>18
by [Deleted]
t%50.01+t%40.1+t%30.1+t%60.01 - "Harmony". Based off of mu6k's "Long Line Theory"
(((t&t*5)|t>>4)+(t|t>>4*t<<8-1))^t>>12 ★ Wip
t/(t%(t>>8|t>>16)) ★ Extremely loud grinding machine
t*t/(1+(t>>9&t>>8))&128 ★ Everything is broken
t*((t/401)^(t/400)) - It wont stop
t*-(t>>8|t|t>>9|t>>13)^t - Ststututterter
(t/91&t^t/90&t)-1 - Waiver
t*t/(t>>13^t>>8) - Glissando
((t/4)>>t/4)|(t>>2) - Plucker v2
by noisebridge.net
t*(1+(t>>10)*(43+2*(t>>15-(t>>16)%13)%8)%8)*(1+(t>>14)%4)
11*(t*(1|(t>>10-(t>>17)%4)%8)&(8<<(t>>13)%4)*(1|(t>>15)%8))*(t>>10)
(t>>(t>>12)%4)+t*(1+(1+(t>>16)%6)*(t>>10)*(t>>11)%8)^t>>13^t>>6
(t*(t>>13|t>>8)|t>>16^t)-64
(~t>>2)*(2+(42&2*t*(7&t>>10))<(24&t*((3&t>>14)+2)))
(1+(t>>10)%7)*(t*(1+(t>>13)%4)%(24+9*(t>>14)%8)&16)*10
t*(3+(t>>10)%(4+(t>>11)%8))|t>>5
t^t>>4^(t*((t>>(11+(t>>16)%3))%16))^t*3
t<<3+(t>>10)%3^t>>4+(t>>12)%4^t**(2+(t>>13)%8)
by 216
t*(t^t+(t>>15|1)^(t-1280^t)>>10)
New Sawtooth Music (by Gabriel Miceli)
t*((t-2296&t)>>11)
Triangle waves (by Ryg)
(t<<5)^-(t>>3&1) - The general form is (t<<N)^-(t<<(N-8)&1)
(t<<4)^-(t>>4&1)
(t<<3)^-(t>>5&1)
SIN non-math (by Erlehmann)
(t&15)*(0-t&15)*(((t&16)>>3)-1)*128/65+128

- [JS 8k] - JavaScript code playing with 8kHz sample rate

No Limit (non-SIN version) (by Mu6k, Ryg)
128/(y=t&4095)*25+(x=t*(15&0x9866>>(t>>12&12))/6&127)*y/1E4+((t>>6^t>>8|t>>12|x)&63) ★
by [Deleted]
w=[1,2,3,4,3,4,1][(t>>13)%7]*t,(w%50.01+w%40.1+w%30.1+w%60.01) ★ "Harmony v2". Based off of mu6k's "Long Line Theory"
a=[1,1,2,3,1,1,2,3,1,1,2,4,4,4,5,5,5][(t>>12)%17],b=[5,4,3,2][(t>>16)%4],(t*b/a)%50.1+(t*b/a)%50 - Array song
Math.sin(Math.sin(t/100)-t/((2+(t>>10&t>>12)%9)))*64+128 - Trill
by Mu6k
u=10^(t>>15&7),u+=3,y=(t>>11&7)/u,f=t*8*y,z=(t*16/u)&0x63|f|f*1.01,z*2 ★
by Gabriel Miceli
d=t*465/(43+6*(t>>15&3^1)),((d/4&t>>6)+d/2&127)+(d/6&127) ★ Now this actually sounds pretty cool
d=t>>12&1,h=(t>>9)+4,(t*t*(t&255)*d/156+(t*(t^15)+t)*((h|t/2048+1&127)-h)/64&127-d*((t>>5&127)*2/3+32)) ★ Crazy Groovy Beats 2
Industrial chiptune (by Rez, Ryg)
t*(1+"4451"[t>>13&3]/10)&t>>9+(.003*t&3)
ripthisentry.txt, tune#3 (by raphaelgoulart)
n=[1,0,1,0,2,2,1,0,1,0,2,2,1,0,2,2],freq=n[Math.floor(t/500)%16]*2,mod=t/15e3,Math.sin(t*freq/40.7+Math.sin(t*freq/40.7)*mod)*64+64
Never Gonna Give You Up (by Gasman)
(t<<3)*[8/9,1,1.125,1.2,4/3,1.5,0][[0xd2d2c8,0xce4088,0xca32c8,0x8e4009][t>>14&3]>>3*(0x3dbe4688>>3*(9<(t>>10&15)?18:t>>10&15)&7)&7] ★
Constructivist (by A1k0n)
SS=function(s,o,r,p){var c=s.charCodeAt((t>>r)%p);return c==95?0:31&t*Math.pow(2,c/12-o)},3*SS("0_0_____7_7_____037:<<",6,10,32)+5*(t&4096?SS("037",4,8,3)*(4096-(t&4095))>>12:0)
Earl Grey Groove (by Savestate)
Toggle pretty code(( // abcdeghi is what bar you're currently on in the stepper, which is s. // s rises very slowly relative to t. we set it to step 0-7 inclusive // and for each step in the bars (0-7) we assign a letter variable to it // to save space. This is the bass note layout for each bar. (a = (s = Math.floor(t / 9600 % 8)) == 0) * (y = t * 2) * 1.5873 + (b = (s == 1)) * y * (v = 1.4983) + (c = (s == 2)) * y * v + (d = (s == 3)) * y + (e = (s == 4)) * y * 1.5873 + (g = (s == 5)) * y * v + (h = (s == 6)) * y + (i = (s == 7)) * y ) % (m = 256) + ( // u is an octave frequency, 4x the frequency of y (bass line) which is 2x the frequency of t (raw counter % 256) // the constant multipliers above and below are derived from the formula // as described on http://www.phy.mtu.edu/~suits/NoteFreqCalcs.html // to solve for a note offset, plug a constant into the formula f/(12th root of 2) // notice how we're using multiple bar identifier for the same notes. // this is another code shrinker. // also, v is = to 1.4983. I just used it so much // in the song I replaced it with a variable. (a | e) * (u = y * 4) * v + u * ( (b | c | g | h) * 1.3348 + d * 0.8908 + i * 1.2599 ) // the above is equivalent to // u*( // (s == 0) * 1.4983 + // (s == 1) * 1.3348 + // (s == 2) * 1.3348 + // (s == 3) * 0.8908 + // (s == 4) * 1.4983 + // (s == 5) * 1.3348 + // (s == 6) * 1.3348 + // (s == 7) * 1.2599 // ) ) % m + ( u * ( i + (a | e) * 1.1892 + (b | c | g | h) * 1.1224 + d * v ) ) % m + ( u * ( (a | e) + (b | g | h) * 0.8908 + c * 0.9438 + d * 1.1892 + i * 0.7491 ) ) % m + ( u * ( (a | e) * 0.7937 + (b | c | g | h) * 0.7491 + d / 2 + i * 0.627 ) ) % m) / 8 * ( // now this is where the gating/chord groove happens // during the duration of the 8 bars above, there's // 96 steps. w represents each step as it occurs. // as the number '1' is bitshifted through each set // of hex numbers, if it lines up with another 1, it // will activate the above chord to be played by // evaluating to 1, otherwise, it will be zero and // mute the above chords. // I'm not doing any sort of fancy tempo changes for the groove // er, i guess the best way to show how the groove works is with a // pseudo tracker interface // C-5 -- // --- -- // D-5 -- // C-5 -- // --- -- // D-5 -- // E-5 -- // --- -- // G-5 -- // manual swing i guess you can call it (((w = Math.floor(t / 800 % 96)) < 32) * (1 << w & 0xC007307) + (w >= 32 && w < 64) * (1 << w & 0x73070E70) + (w > 64) * (1 << w & 0xE70C400)) != 0 ) + // noise generators (t * Math.sin(t * Math.cos(t)) % 18 + 25) * ((1 << (t / 200 % 24) & 1052928) != 0) + (t * Math.sin(t * Math.cos(t)) % 38 + 75) * ((1 << (t / 400 % 24) & 12288) != 0) + (Math.tan(Math.sin(t * Math.cos(t))) * 32 + 74) * (t % Math.sin(t / 33) < Math.cos(0.032 * t)) * ((1 << (t / 400 % 24) & 1) != 0) + // same concept as above, except they're running on much smaller loops. // melody! // manually changes the frequency based on what // tick we're on (0-95) // zero is considered to be off... but sometimes we need the root note, // so we just use a number really close to zero! !! ! ! HAX (Math.pow(1.059463, z = ( (w == 83 | w == 77 | w == 63 | w == 35 | w == 17 | w == 51 | w == 47 | w == 9 | w == 0 | w == 30) * -5 + (w == 3) * 0.1 + (w == 41 | w == 6 | w == 74) * -2 + (w == 72 | w == 66 | w == 80 | w == 59 | w == 62 | w == 29 | w == 18 | w == 54 | w == 15 | w == 12) * -7 + (w == 69 | w == 56 | w == 26 | w == 20 | w == 14) * -9 + (w == 21) * -12 + (w == 50 | w == 44 | w == 33) * -4 + (w == 93) * -6 )) * u * 2) % m / 4 * (z != 0)
(((a=(s=Math.floor(t/9600%8))==0)*(y=t*2)*1.5873+(b=(s==1))*y*(v=1.4983)+(c=(s==2))*y*v+(d=(s==3))*y+(e=(s==4))*y*1.5873+(g=(s==5))*y*v+(h=(s==6))*y+(i=(s==7))*y)%(m=256)+((a|e)*(u=y*4)*v+u*((b|c|g|h)*1.3348+d*0.8908+i*1.2599))%m+(u*(i+(a|e)*1.1892+(b|c|g|h)*1.1224+d*v))%m+(u*((a|e)+(b|g|h)*0.8908+c*0.9438+d*1.1892+i*0.7491))%m+(u*((a|e)*0.7937+(b|c|g|h)*0.7491+d/2+i*0.627))%m)/8*((((w=Math.floor(t/800%96))<32)*(1<<w&0xC007307)+(w>=32&&w<64)*(1<<w&0x73070E70)+(w>64)*(1<<w&0xE70C400))!=0)+(t*Math.sin(t*Math.cos(t))%18+25)*((1<<(t/200%24)&1052928)!=0)+(t*Math.sin(t*Math.cos(t))%38+75)*((1<<(t/400%24)&12288)!=0)+(Math.tan(Math.sin(t*Math.cos(t)))*32+74)*(t%Math.sin(t/33)<Math.cos(0.032*t))*((1<<(t/400%24)&1)!=0)+(Math.pow(1.059463,z=((w==83|w==77|w==63|w==35|w==17|w==51|w==47|w==9|w==0|w==30)*-5+(w==3)*0.1+(w==41|w==6|w==74)*-2+(w==72|w==66|w==80|w==59|w==62|w==29|w==18|w==54|w==15|w==12)*-7+(w==69|w==56|w==26|w==20|w==14)*-9+(w==21)*-12+(w==50|w==44|w==33)*-4+(w==93)*-6))*u*2)%m/4*(z!=0) ★
Longline Theory
Toggle pretty codeintro = ((sb = t > 0xffff) & 0), background = (((y = Math.pow(2, [15, 15, 23, 8][t >> 14 & 3] / 12)) & 0) + ( ((y * t * 0.241) & 127 - 64) + ((y * t * 0.25) & 127 - 64) ) * 1.2), drum = ( ((a = 1 - (t & 0x7ff) / 0x7ff) & 0) + (((5 * t & 0x7ff) * a) & 255 - 127) * ((0x53232323 >> (t >> 11 & 31)) & 1) * a * 1.0 + (((d = (14 * t * t ^ t) & 0x7ff) * a) & 255 - 128) * ((0xa444c444 >> (t >> 11 & 31)) & 1) * a * 1.5 + ((a * a * d * (t >> 9 & 1) & 0xff - 0x80) * 0.1337) ) * sb, instrument = +((g = (t & 0x7ff) / 0x7ff) & 0) + ((g = 1 - (g * g)) & 0) + ((h = Math.pow(2, ([ [15, 18, 17, 17, 17, 17, 999, 999, 22, 22, 999, 18, 999, 15, 20, 22], [20, 18, 17, 17, 10, 10, 999, 999, 20, 22, 20, 18, 17, 18, 17, 10] ][((t >> 14 & 3) > 2) & 1][t >> 10 & 15]) / 12)) & 0) + ((h * t & 31) + (h * t * 1.992 & 31) + (h * t * .497 & 31) + (h * t * 0.977 & 31) - 64) * g * 2.0 * sb, intro + Math.max(Math.min(instrument + background + drum, 127), -128)
((sb=t>0xffff)&0)+Math.max(Math.min(((y=Math.pow(2,[15,15,23,8][t>>14&3]/12))&0)+(((y*t*0.241)&127-64)+((y*t*0.25)&127-64))*1.2+(((a=1-(t&0x7ff)/0x7ff)&0)+(((5*t&0x7ff)*a)&255-127)*((0x53232323>>(t>>11&31))&1)*a*1.0+(((d=(14*t*t^t)&0x7ff)*a)&255-128)*((0xa444c444>>(t>>11&31))&1)*a*1.5+((a*a*d*(t>>9&1)&0xff-0x80)*0.1337))*sb+((g=(t&0x7ff)/0x7ff)&0)+((g=1-(g*g))&0)+((h=Math.pow(2,([[15,18,17,17,17,17,999,999,22,22,999,18,999,15,20,22],[20,18,17,17,10,10,999,999,20,22,20,18,17,18,17,10]][((t>>14&3)>2)&1][t>>10&15])/12))&0)+(((h*t&31)+(h*t*1.992&31)+(h*t*.497&31)+(h*t*0.977&31)-64))*g*2.0*sb,127),-128) ★ by Mu6k
w=t>>9,k=32,m=2048,a=1-t/m%1,d=(14*t*t^t)%m*a,y=[3,3,4.7,2][p=w/k&3]*t/4,h="IQNNNN!!]]!Q!IW]WQNN??!!W]WQNNN?".charCodeAt(w/2&15|p/3<<4)/33*t-t,s=y*.98%80+y%80+(w>>7&&a*((5*t%m*a&128)*(0x53232323>>w/4&1)+(d&127)*(0xa444c444>>w/4&1)*1.5+(d*w&1)+(h%k+h*1.99%k+h*.49%k+h*.97%k-64)*(4-a-a))),s*s>>14?127:s ★ 300b Information Theory (by Ryg, Las, Decipher, P01)
G minor Bach, non-COS version (by Skurk)
30*t*Math.pow(2,"B*918/916-918/91B*918/916-918/91>*;2:1;26/;2:1;2>*;2:1;26/;2:1;2A*;291;28/;291;2A*;291;28/;291;2B*=-;,=-91=-;,=-B*=-;,=-91=-;,=-E*>6=4>692>6=4>6E*>6=4>692>6=4>6D*<3:1<380<3:1<3D*<3:1<380<3:1<3D(=4<3=481=4<3=4D(=4<3=481=4<3=4B(:18/:16.:18/:1B(:18/:16.:18/:1B&;2:1;26/;2:1;2B&;2:1;26/;2:1;2@&;,9*;,8/;,9*;,@&;,9*;,8/;,9*;,@%=-;,=-91=-;,=-@%=-;,=-91=-;,=->*=-;,=-92=-;,=->*=-;,=-92=-;,=->,8/6-8/428/6-8/>,8/6-8/428/6-8/=-412/4192412141=-412/4192412141;-6341613/634163;-6341613/634163;,8/6-8/528/6-8/;,8/6-8/528/6".charCodeAt(t>>9)/12-7) ★
Rabid symphony (by Rabidcow)
t*Math.pow(2,("kotojokohogohotojokohogokokhpmjmjfokhomkjhggcckotojokohogohotojokohogokokhpmjmjfrmorokfjkkkkkkrpomkjkmokmpoprrjjkkoommoottqqhjkkjjhfecebccccccfffhihfdfcdahhhjkjhghegcmjcjmjpjojmjkhchkhohmhkhjhkhmhohphmhoomkjkhhhhhh".charCodeAt((t>>10)&255)-58)/12)*63>>6&132
by Yehar
v=t/2^(t&64?63:0),v=v>>v,v/(1+(v>>7))&t/32|(t>>11)%8%3*t*t&15 - No 4
u=3*t>>t/4096%4&-t%(t>>16|16)*t>>14&8191,u/(u>>6|1)*4 - No 5
by Tito
t>>10<<(t>>4)%([8,9,10,11][(t>>11)%4]-(t>>15)%4)
Interleaved major scale with a rest after each note (by Suborg)
.35*t*("#\x0B;\x0B&\x0BA\x0B)\x0BG\x0B+\x0BK\x0B/\x0BS\x0B3\x0B[\x0B8\x0Be\x0B;\x0Bk\x0B".charCodeAt(t/1E3%32)-11)
Fort Boyard (by Suborg)
.17*t*("33AAAAA\x0BAAKKKGGG;;A\x0BAK[KSSSSSSSS\x0B\x0B[\x0B[SSSKKGGG;;;GGA\x0BAK[KAAAAAAAA".charCodeAt(t/1800%64)-11) ★

- [High rate] - classic & JS code playing with high sample rate

Last Palette (by Pigdevil2010)
(((t<<(4-(t*3>>13&1)))/("@Lf@DUfD".charCodeAt(t*3>>14&7))|(t*3>>9))&31)+ (((t<<(4-(t*3>>13&1)))/("3@L39DU93@L39D+9".charCodeAt(t*3>>14&15))|(t*3>>9))*(254>>(t*3>>20&7)&1)&31)+ (((t<<2)/("LL`rLL`U".charCodeAt(t*3>>18&7))|6)*(254>>(t*3>>21&7)&1)&31)+ (((t<<2)/("MMasMMaV".charCodeAt(t*3>>18&7))|6)*(254>>(t*3>>21&7)&1)&31)+ (((t<<4)/("3@Lf".charCodeAt(t>>11&3))|(-t*3>>12&7))*(22235>>(t*3>>14&15)&1)*(126>>(t*3>>21&7)&1)&15)+ ((((t*t/21+t&(t>>3))|t*3>>9|t*3>>10)-((t*3>>16&1)*9))*(6>>(t*3>>22&3)&1)&63)+ (((t<<5)/("LLLD@DUfLLL3DD+933L3&+39@@f@DDUf".charCodeAt(t*3>>16&31))^(t*3>>11)|(t*3>>14&15))*(104>>(t*3>>21&7)&1)&31)+ (((t<<3)/("393+&+3@030&+33+&@3+ \"&+03@3+33@".charCodeAt(t*3>>16&31))^(-t*3>>11)|(-t*3>>14&15))*(104>>(t*3>>21&7)&1)&15) 44kHz ★
Last Fountain (by Pigdevil2010)
s=(a,b,c)=>c/a.charCodeAt(b),d=a=>a&1?-1:1,e=(a,b)=>t>>22&1?b:a,b=a=>(s(a,r(t)+p*16,t<<2)*(254>>(t>>20&7)&1))&20, p=178>>(t>>19&7)&1,q=a=>120>>(a>>20&7)&1?1:(-a>>16&1),r=a=>112>>(a>>20&7)&1?t>>14&15:(t>>17&1)*8, l=" QQffQQLLLfLLDDQQQfff rrff``UU QQDDQQLLLfLLDD<<f333 r\x98rf`r`U <<<9<LUUU\x80U\x80UL[[rLLL rrff`frr <<<93U999`9U3+--9&&& rrff``UU", b("rrLr99rrUUrU99rULLyL<<yy``\x80`@@\x80`")*2+b("qqKq88qqTTqT88qTKKxK;;xx__\x7f_??\x7f_")+ (s("rf[<r`L@\x98\x88yQ\x80fUL",(t&3)+(t>>17&1)*4+p*8,t<<2)&7)*(t*d(t>>16)>>12&15^e(0,5))*3/4+ ((s("rf[L<9-\x1e&-3&-3-3\xab\x98\x90r`UH0+&9+&\x1d&+\x98\x88yfQL<(3<D3<3-(&09HL`ULU`r`UL@9",(t>>13&31)+p*32,t<<5-(t>>11&3))|t>>8)*q(t)&31)+ (((s(l,t>>14&127,t<<6)&s(l,t>>14&127,(t*e(89/88,499/498))<<6))*(63486>>(t>>15&15)&1)*(102>>(t>>20&7)&1))&e(42,32))+ ((((253507989>>(t>>6&31))*(1>>(t>>11&3))*(19593>>(t>>13&15)&1)&1)*50)+ ((((t*t/21+t&(t>>3))|t>>7|t>>8)-7)*(3>>(t>>11&3)&1)*(2450526224>>(t>>13&31)&1)&31)*5/2)*(112>>(t>>20&7)&1) 44kHz ★
HITLER-CHANデートシム (by Jimmyoshi)
Toggle pretty code128 + a(); function a() { k = 22050; tk = ((t * 11.5 / k) & 0xFFFF) % 96; return c(tk) + c(tk - 4) / 10 + (6 - tk % 6) * ((tk % 6 > 2 && tk % 6 < 4) ? (Math.random() * 128) : 0) / 24 } function c(tk) { o1 = d(b("000fffjj0ffhhh0jjjhh0ffff00aa0aa0ccddddff0cc0aa0000mm0mm0kkjjj0hh0ff0hh0000mm0mm0kk0jjjj00hhh000", tk)); o2 = d(b("NNN000000NNNIII000000IIIKKK000000KKKLLL000000LLLGGG000000GGGHHH000000HHHIII000000IIIAAA000000III", tk)); o3 = d(b("000R00000R00000P00000P00000N00000N00000R00000R00000N00000N00000R00000R00000P00000P00000M00000M00", tk) + 12); return o1 + o2 + o3 } function d(n) { ff = Math.pow(2, n / 12) * 16.4; q = k / ff; return (n == 8 || n == 20) ? 0 : (t % q >= q / 2) ? 16 : -16 } function b(s, p) { return s.charCodeAt(p) - 40 } 22kHz
128+a();function a(){k=22050;tk=((t*11.5/k)&0xFFFF)%96;return c(tk)+c(tk-4)/10+(6-tk%6)*((tk%6>2&&tk%6<4)?(Math.random()*128):0)/24}function c(tk){o1=d(b("000fffjj0ffhhh0jjjhh0ffff00aa0aa0ccddddff0cc0aa0000mm0mm0kkjjj0hh0ff0hh0000mm0mm0kk0jjjj00hhh000",tk));o2=d(b("NNN000000NNNIII000000IIIKKK000000KKKLLL000000LLLGGG000000GGGHHH000000HHHIII000000IIIAAA000000III",tk));o3=d(b("000R00000R00000P00000P00000N00000N00000R00000R00000N00000N00000R00000R00000P00000P00000M00000M00",tk)+12);return o1+o2+o3}function d(n){ff=Math.pow(2,n/12)*16.4;q=k/ff;return (n==8||n==20)?0:(t%q>=q/2)?16:-16}function b(s,p){return s.charCodeAt(p)-40} 22kHz ★
Bytebeat? How about bitbeat? (by Funute)
Toggle pretty codeS = 1.059463094, P = Math.pow, X = [ function(t) { return t < 1e3 && (Math.sin(t * t) * 1e8 % 2 | 0 ? 1 : 3) }, function(k, n, t) { return l = 4410 / 44 / P(S, n), t % l > (l / 2 - t * l * k) ? 1 : 3 }, function(f, a, s, n, t) { return m = t % 5292 / 882 | 0, k = m % 3, z = (a & (0xf00 >> (4 * k))) >> (8 - 4 * k), (!s || m % 2) && f(n + z, t) } ], Y = [ function(t) { return t < 1e3 && (k = 299 / (t + 1), k - (k | 0) > .5 ? 1 : 3) }, 0, X[0], X[2].bind(this, X[1].bind(this, 7e-5)), function(t, f) { return t < 2400 && (p = P(t + 1, .8), t < 200 || t > 900 ? X[0](p) : (p / 27 | 0) % 2 ? 1 : 3) } ], Z = [ function() { return 0 }, function(s, n, t) { return l = 4410 / 44 / P(S, n), k = (t % (l * 8) / l) | 0, (!s || t / 882 % 3 | 0) && (((k == 1) ^ !!(k & 2)) ? 1 : 3) }, Y[3].bind(this, 89), Y[3].bind(this, 71) ], A = t % 6800, B = t / 6800 | 0, C = B % 320, M = parseInt('68a68f00dba0ab0068a68f0hf0fdbdb080868bb0000068b080868d0bdbdf0d0068a68f00dba0ab0068a68f0hf0fdbdb080868bb0000068b080868d0bdbdfdfg0d0dbdg000000bdgdgi0gik0ikigdb86080680400000068b8bd00bdg6600g0dg0d0dbdg000000bdgdgi0gik0ikigdbdg0i0gi0d000000bdg0d0gdbd0gdb8641'[C - 66] || 0, 36), 96 + 16 * ( Y[B & 3 ? 2 : B & 4](A) || Z['1120320312032011' [B % 16]](M, '24222222422222420022222222222202' [B % 32] - 2 + 5 * (C > 191) || 0, A) || (M ? X[1](0, M - 6, t) : 1) ) 44kHz
S=1.059463094,P=Math.pow,X=[function(t){return t<1E3&&(Math.sin(t*t)*1E8%2|0?1:3)},function(k,n,t){return l=4410/44/P(S,n),t%l>l/2-t*l*k?1:3},function(f,a,s,n,t){return m=t%5292/882|0,k=m%3,z=(a&3840>>4*k)>>8-4*k,(!s||m%2)&&f(n+z,t)}],Y=[function(t){return t<1E3&&(k=299/(t+1),k-(k|0)>.5?1:3)},0,X[0],X[2].bind(this,X[1].bind(this,7E-5)),function(t,f){return t<2400&&(p=P(t+1,.8),t<200||t>900?X[0](p):(p/27|0)%2?1:3)}],Z=[function(){return 0},function(s,n,t){return l=4410/44/P(S,n),k=t%(l*8)/l|0,(!s||t/882%3|0)&&(k==1^!!(k&2)?1:3)},Y[3].bind(this,89),Y[3].bind(this,71)],A=t%6800,B=t/6800|0,C=B%320,M=parseInt("68a68f00dba0ab0068a68f0hf0fdbdb080868bb0000068b080868d0bdbdf0d0068a68f00dba0ab0068a68f0hf0fdbdb080868bb0000068b080868d0bdbdfdfg0d0dbdg000000bdgdgi0gik0ikigdb86080680400000068b8bd00bdg6600g0dg0d0dbdg000000bdgdgi0gik0ikigdbdg0i0gi0d000000bdg0d0gdbd0gdb8641"[C-66]||0,36),96+16*(Y[B&3?2:B&4](A)||Z["1120320312032011"[B%16]](M,"24222222422222420022222222222202"[B%32]-2+5*(C>191)||0,A)||(M?X[1](0,M-6,t):1)); 44kHz ★
Bloop factory (by Funute)
Z=Math.floor,P=Math.pow,T=Math.sin,I=parseInt,S=[0,2,4,7,9,5,6,19,12,1],B=[0,4,5,4,0,-4,-5,-7],n=function(c,e){return 127*P(T(c*P(1.05946,e)/15.9517),3)},r=function(c){return I(T(c).toString(16).substring(7,9)||0,16)-128},X=function(c){return I(T(c+.1).toFixed(6)[5])},a=function(c,e){return c*e},d=5E3,b=Z(t/d),p=1-t%d/d,W=2*d,Y=Z(b/2),L=Math.max(t-3*d,0),C=Z(L/W),F=1-L%W/W,N=B[Z(Y/16)%8],G=4*d,R=P(1-t%G/G,3),a(r(t),P(p/2,3)+P(2==b%4&&p,.5)/7)+a(n(t,S[X(Y%4+Z(Y/16))]+N),(1-t%W/W)/4)+a(n(L,S[X(C%4+Z(C/16))]+B[Z(C/16)%8]),F/16)+a(0<T(99*R)?19:-19,R)+a(r(Z(t/4)),Z(t/G)%2&&R/4)+a(n(t,N-48),.25)+128 44kHz ★
ripthisentry.txt (by raphaelgoulart)
t=t/8,b=t/1250,f=Math.floor(b%64),g=Math.floor(b/4%16),d=1.12,n=[1,1,1,d,d,d,d,d,.94,.94,.94,1.26,1.26,1.26,1.26,1.26,.84,.84,.84,.94,.94,.94,.94,1.26,1.26,1.26,1.26,1.26,d,d,d,d,.84,.84,.84,d,d,d,d,d,.94,.94,.94,1.26,1.26,1.26,1.26,1.26,1,1,1,d,d,d,d,1.5,1.5,1.5,1.5,1.5,1.5,1.5,1.5,1.5],n1=[1,1.26,1.89,1.68,1.68,1.5,1.5,1.4,.94,d,1.68,1.5,1.5,1.4,1.26,d,1.26,1.4,1.26,1.19,1.19,1.26,1.4,1.5,1.5,1.5,1.5,1.5,0,1.4,1.26,d,1,1.26,1.89,1.68,1.68,2.24,2.24,2.52,2.38,1.89,1.4,1.5,1.5,1.4,1.26,d,1.26,1.4,1.26,d,d,1.26,1.4,1.5,1.5,1.5,1.5,1.5,1.5,1.5,0,0],n2=[1.5,1.4,1.68,1.5,1.26,1.68,1.5,1.4,1.26,1.41,1.68,1.5,1.26,1.4,1.5,1.5],n3=[1.26,d,d,0.94,.94,1.19,.94,.94,.94,d,1.19,.94,.94,d,.94,.94],f1=n[f]*2,f2=n1[f]*16,f3=n2[g]*8,f13=n3[g]*16,t*f1/(256/32)%32+Math.abs(32-t*(f2/(256/32))%32*2)+t*f3/(256/8)%8+t*f13/(256/8)%8 44kHz ★
1k dance (by raphaelgoulart)
Toggle pretty codez=40.7,b=t/2250,r=Math.floor(b),y=r%16, a=[1,2,1,2,1.2,2.4,1.2,2.4,1.33,2.67,1.33,2.67,1.5,3,1.5,3][y], c=r%64>1&&r%64<33,o=c?1.19:1.5, n=[0,0,2.38,2.67,2.38,0,2,2.24,0,2.38,0,2.24,0,1.78,0,2,2,2,1,1.19,1.5,0,1.19,1.33,0,1.19,0,c?1.12:1.33,0,o,o,o], x=Math.floor(r/4)%4,d=[12,12,10.67,12][x],g=[9.52,9.52,8,8.96][x],h=[8,7.12,6.72,7.52][x],v=(b*2%4)*1.25, w=Math.floor(y/12),u=Math.floor(r/16)%4, j=[[19.04,17.92],[14.24,9.52],[10.64,12],[8,0]], Math.sin(t*(1/(z))+Math.sin(t*(1.125)/z)*7*(1-b*2%4>0?1-b*2%4:0))*(40-b*15%30)+40+ (b<16?0:Math.random()*(r%4==2?(32-(b*32%32)):0))+ (b<32?0:Math.random()*(16-(b*28%28<16?b*28%28:16)))+ (b<64?0:Math.sin(t*(a/z)+Math.sin(t*(a)/z)*4*(1-b%1))*32+32)+ (b<96?0:Math.sin(t*d/z+Math.sin(t*d/z)*(0+(b*1.5%3)))*v+5)+ (b<96?0:Math.sin(t*g/z+Math.sin(t*g/z)*(0+(b*1.5%3)))*v+5)+ (b<96?0:Math.sin(t*h/z+Math.sin(t*h/z)*(0+(b*1.5%3)))*v+5)+ (b<128?0:t*n[r%32]*8%256>121+Math.abs(108-(b*56%224))?20:0)+ (b<129?0:t*n[(r-1)%32]*7.98%256>121+Math.abs(108-(b*56%224))?7:0)+ (b<192?0:Math.sin(t*(j[u][w]/z)+Math.sin(t*(j[u][w]*2)/z)*4*(y<2||y>=12&y<14?1-b/2%1:0))*(5.3-y/3%4)+5.3) 11kHz
z=40.7,b=t/2250,r=Math.floor(b),y=r%16,a=[1,2,1,2,1.2,2.4,1.2,2.4,1.33,2.67,1.33,2.67,1.5,3,1.5,3][y],c=r%64>1&&r%64<33,o=c?1.19:1.5,n=[0,0,2.38,2.67,2.38,0,2,2.24,0,2.38,0,2.24,0,1.78,0,2,2,2,1,1.19,1.5,0,1.19,1.33,0,1.19,0,c?1.12:1.33,0,o,o,o],x=Math.floor(r/4)%4,d=[12,12,10.67,12][x],g=[9.52,9.52,8,8.96][x],h=[8,7.12,6.72,7.52][x],v=(b*2%4)*1.25,w=Math.floor(y/12),u=Math.floor(r/16)%4,j=[[19.04,17.92],[14.24,9.52],[10.64,12],[8,0]],Math.sin(t*(1/(z))+Math.sin(t*(1.125)/z)*7*(1-b*2%4>0?1-b*2%4:0))*(40-b*15%30)+40+(b<16?0:Math.random()*(r%4==2?(32-(b*32%32)):0))+(b<32?0:Math.random()*(16-(b*28%28<16?b*28%28:16)))+(b<64?0:Math.sin(t*(a/z)+Math.sin(t*(a)/z)*4*(1-b%1))*32+32)+(b<96?0:Math.sin(t*d/z+Math.sin(t*d/z)*(0+(b*1.5%3)))*v+5)+(b<96?0:Math.sin(t*g/z+Math.sin(t*g/z)*(0+(b*1.5%3)))*v+5)+(b<96?0:Math.sin(t*h/z+Math.sin(t*h/z)*(0+(b*1.5%3)))*v+5)+(b<128?0:t*n[r%32]*8%256>121+Math.abs(108-(b*56%224))?20:0)+(b<129?0:t*n[(r-1)%32]*7.98%256>121+Math.abs(108-(b*56%224))?7:0)+(b<192?0:Math.sin(t*(j[u][w]/z)+Math.sin(t*(j[u][w]*2)/z)*4*(y<2||y>=12&y<14?1-b/2%1:0))*(5.3-y/3%4)+5.3) 11kHz ★
happybeat (by Yung Gotenks)
Toggle pretty codeG1=0.75, A1=0.84, B1=0.94, C2=1, D2=1.12, E2=1.26, F2=1.33, G2=1.5, A2=1.68, B2=1.89, C3=2, E3=2.52, RE=0, tfix=t/4, b=tfix/2350, r=Math.floor(b),y=r%16, //a=bass a=[C2, C2, RE, C2, RE, C2, RE, G1, C2, C2, RE, C2, RE, C2, RE, D2,][r%16], //j=arp j=[C3, G2, E2, C2, C3, G2, E2, C2, C3, G2, E2, C2, C3, G2, E2, C2, A2, F2, C2, A1, A2, F2, C2, A1, B2, G2, D2, B1, B2, G2, D2, B1], //je=arp echo je=[B1, C3, G2, E2, C2, C3, G2, E2, C2, C3, G2, E2, C2, C3, G2, E2, C2, A2, F2, C2, A1, A2, F2, C2, A1, B2, G2, D2, B1, B2, G2, D2,], //melody mel=[RE, RE, E2, RE, F2, G2, G1, C2, RE, RE, D2, C2, RE, RE, RE, RE, RE, RE, G2, F2, G2, A2, RE, G1, C2, C2, D2, C2, RE, RE, RE, RE, RE, RE, E2, RE, F2, G2, G1, C2, RE, RE, D2, C2, RE, RE, RE, RE, RE, RE, G2, G2, A2, G2, A2, RE, C3, G2, C3, RE, RE, RE, RE], //melody echo melecho=[RE, RE, RE, E2, RE, F2, G2, G1, C2, RE, RE, D2, C2, RE, RE, RE, RE, RE, RE, G2, F2, G2, A2, RE, G1, C2, C2, D2, C2, RE, RE, RE, RE, RE, RE, E2, RE, F2, G2, G1, C2, RE, RE, D2, C2, RE, RE, RE, RE, RE, RE, G2, G2, A2, G2, A2, RE, C3, G2, C3, RE, RE, RE, RE], z=27.1, (b<64?0:Math.sin(tfix*(a/z)+Math.sin(tfix*(a)/z)*4*(2-b%2))*32+32)+ (b<0?0:tfix*j[r%32]*8%172>80+Math.abs(05-(b*24%12))?20:0)+ (b<0?0:tfix*je[r%32]*8%172>80+Math.abs(05-(b*24%12))?10:0)+ (b<32?0:Math.sin(tfix*(1/(z))+Math.sin(tfix*(A1)/z)*7*(1-b*2%4>0?1-b*2%4:0))*(40-b*15%30)+40)+ (b<96?0:Math.random()*(24-(b*28%28)))+ (b<96?0:Math.random()*(r%4==2?(38-(b*32%32)):0))+ (b<128?0:tfix*mel[r%64]*8%172>80+Math.abs(05-(b*84%84))?40:0)+ (b<128?0:tfix*melecho[r%64]*8%172>80+Math.abs(05-(b*84%84))?10:0) 44kHz
G1=0.75,A1=0.84,B1=0.94,C2=1,D2=1.12,E2=1.26,F2=1.33,G2=1.5,A2=1.68,B2=1.89,C3=2,E3=2.52,RE=0,tfix=t/4,b=tfix/2350,r=Math.floor(b),y=r%16,a=[C2,C2,RE,C2,RE,C2,RE,G1,C2,C2,RE,C2,RE,C2,RE,D2,][r%16],j=[C3,G2,E2,C2,C3,G2,E2,C2,C3,G2,E2,C2,C3,G2,E2,C2,A2,F2,C2,A1,A2,F2,C2,A1,B2,G2,D2,B1,B2,G2,D2,B1],je=[B1,C3,G2,E2,C2,C3,G2,E2,C2,C3,G2,E2,C2,C3,G2,E2,C2,A2,F2,C2,A1,A2,F2,C2,A1,B2,G2,D2,B1,B2,G2,D2,],mel=[RE,RE,E2,RE,F2,G2,G1,C2,RE,RE,D2,C2,RE,RE,RE,RE,RE,RE,G2,F2,G2,A2,RE,G1,C2,C2,D2,C2,RE,RE,RE,RE,RE,RE,E2,RE,F2,G2,G1,C2,RE,RE,D2,C2,RE,RE,RE,RE,RE,RE,G2,G2,A2,G2,A2,RE,C3,G2,C3,RE,RE,RE,RE],melecho=[RE,RE,RE,E2,RE,F2,G2,G1,C2,RE,RE,D2,C2,RE,RE,RE,RE,RE,RE,G2,F2,G2,A2,RE,G1,C2,C2,D2,C2,RE,RE,RE,RE,RE,RE,E2,RE,F2,G2,G1,C2,RE,RE,D2,C2,RE,RE,RE,RE,RE,RE,G2,G2,A2,G2,A2,RE,C3,G2,C3,RE,RE,RE,RE],z=27.1,(b<64?0:Math.sin(tfix*(a/z)+Math.sin(tfix*(a)/z)*4*(2-b%2))*32+32)+(b<0?0:tfix*j[r%32]*8%172>80+Math.abs(05-(b*24%12))?20:0)+(b<0?0:tfix*je[r%32]*8%172>80+Math.abs(05-(b*24%12))?10:0)+(b<32?0:Math.sin(tfix*(1/(z))+Math.sin(tfix*(A1)/z)*7*(1-b*2%4>0?1-b*2%4:0))*(40-b*15%30)+40)+(b<96?0:Math.random()*(24-(b*28%28)))+(b<96?0:Math.random()*(r%4==2?(38-(b*32%32)):0))+(b<128?0:tfix*mel[r%64]*8%172>80+Math.abs(05-(b*84%84))?40:0)+(b<128?0:tfix*melecho[r%64]*8%172>80+Math.abs(05-(b*84%84))?10:0) 44kHz ★
347 BEATSTEP INC. (by mega9man)
128+Math.sin(t/24*((t>>10)&42)+1*Math.sin(t/64*(t/1>>15)&21))*24+(Math.sin(t*1/3/4*1+4*Math.sin(t*1/6/4*1))*((t>>11)&1))*16+(Math.sin(t*1/6/4*1+4*Math.sin(t*1/12/4*1))*((t>>10)&1))*16+((3e3/(y=t*4&16383))&1)*56+((3e2/(y=t*32&28600))&1)*56+Math.sin(t/16*((t>>10)&42)+1*Math.sin(t/64*(t/1>>7)&8))*12 11kHz ★
Drone Choords (by LJ)
((Math.abs(t*(.02+(t*.0001&0x4)*.01)*(1+((t*.0001)%4)<<5)%0xFF-0x80))&0xFF)+ (t%100)*.3*Math.abs(Math.sin(t*.00005)*.25+.5)+Math.min(Math.max((t>>16)-2,0)*.5,1)*(t*.1&0xF)*(t*.01&0xFF)/0x70 32kHz
by Ryg
t*("36364689"[t>>13&7]&15)/12&128 44kHz
(t*("36364689"[t>>13&7]&15)/12&128)+(((t>>12^(t>>12)-2)%11*t/4|t>>13)&127) 44kHz ★
No Limit (by Mu6k)
35*(3E3/(y=t&16383)&1)+(x=t*"6689"[t>>16&3]/24&127)*y/4E4+((t>>8^t>>10|t>>14|x)&63) 32kHz
Good old fractal melody (by Blueberry)
(t>>9^(t>>9)-1^1)%13*t 11kHz
by Gabriel Miceli
i=t&8191,(((t*((t>>9^((t>>9)-1)^1)%13)&255)/2)+((((t>>3|t<<(t>>12&2))*(i<4096)+(t>>4|t*(t^t+t/256))*(i>4095)))&255)/2)*(2+(t>>16)) 11kHz ★ Noise Maker
(((t/10|0)^(t/10|0)-1280)%11*t/2&127)+(((t/640|0)^(t/640|0)-2)%13*t/2&127) 11kHz - Techno
a=t-2048,((t&t>>6)&(t*(t>>((t&65535)>>12))))+((t*3/4&t>>12)&127)+(t*(a>>7&a>>8&a>>9&16)>>t/64) 32kHz - Crazy Groovy Beats
d=(t*(t&t>>12)*8/11025)|0,((d&16)/8-1)*(d*(d^15)+d+127) 44kHz - Crude Sinevawe Dubstep
Chip arpeggio that eats itself (by Kb_)
((t>>1)*(15&0x234568a0>>(t>>8&28))|t>>1>>(t>>11)^t>>12)+(t>>4&t&24) 44kHz

- [SthephanShi] - classic 8kHz formulas I discovered

Explosive beat
- Formulas family discovered by experimenting with "Explosions" [(t>>2)*(t>>5)|t>>5]
(t>>4)*(t>>3)|t>>2
(t>>4)*(t>>3)|t>>3
(t>>4)*(t>>3)|t>>4
(t>>4)*(t>>3)|t>>(t&4096?3:2) ★ "Explosive beat". Obtained from combining the first two formulas
(t>>4)*(t>>2)|t>>(t>>12)%4 - "M-m-multiple explosion beat"
(t>>5)*(t>>5)|t>>2 - "Diesel engine"
Robocop
- Cool beat discovered by experimenting with [(t>>2)*(t&16)|t>>2]
(t>>2)*(t&(t&32768?16:24)|t>>(t>>8&28))|t>>2 ★ "Robocop". Very cool sound with biting blows
(t>>3)*(t&(t&32768?16:24)|t>>(t>>8&28))|t>>2 - Lower bass
(t>>2)*(t&(t&32768?16:24)|t>>(t>>8&24))|t>>3 - Slower tempo
Trance beat
- Experiments with t>>N and ternary operations
t>>(t%16?4:6)|t>>(t%128?10:4)
t>>(t%32?4:3)|(t%128?t>>3:t>>3|t>>9)
Toy phone
- Interesting formulas, sounds very similar to children's toys
t*((t>>10|t%16*t>>5)&8*t>>10&18) - Someone is calling by phone
t*((t>>10|t%16*t>>5)&8*t>>12&18) ★ Very funny voice :)
t*((t>>10|t%16*t>>8)&8*t>>12&18) - I hear the long mewing of a cat :)
Cat-girl
17*t|(t>>2)+(t&32768?13:14)*t|t>>3|t>>5 ★ Nya!
Kachelki
t>>9&2*t&10*t|t>>5&6*t ★ Cool happy tune
Brain burner
129*t%(t>>7) - RIP headphone users!
Psychedelica
t^t%1001+t^t%1002 - Experimenting with resonance
Protoss engine
2*(-t%128|t%130) - Experimenting with resonance, a pretty hypnotic result
Harmonics
t<<2^t>>4^t<<4&t>>8|t<<1&-t>>4
Bass beat + lead
15-t%(t&16384?26:29)&t>>4|t<<1&-t>>4
Arabic beat
t%((t&-16|t>>10)&42)<<2|t>>4
t%((t&-16|t>>11)&42)<<2|t>>4 - Allahu akbar!
Boss level / Running aliens
- Series of formulas discovered by experimenting with "Running man" t*(3+(1^5&t>>10))*(5+(3&t>>14))>>(3&t>>8)
- Allows to get different interesting chiptune sounds

t*(2-(1&-t>>11))*(5+(3&t>>14))>>(3&t>>8) - Let replace (3+(1^5&t>>10)) with (2-(1&-t>>11))
t*(2-(1&-t>>11))*(5+(3&t>>14))>>(3&t>>8)|t>>2 - And just add |t>>2... The tune became cleaner
t*(2-(1&-t>>11))*(5+(2&t>>14))>>(3&t>>8)|t>>2 - Replacing 3&t>>14 with 2&t>>14 changes the period and the second tone
t*(2-(1&-t>>11))*(5+(2&t>>14))>>(3&t>>8)|t>>3 ★ "Boss level". Slow down |t>>2 rhythm to |t>>3... Sounds dangerous!

t*(t&16384?6:5)*(1+(1&t>>12))>>(3&t>>8)|t>>3 - By playing with the "Boss level" I made a different percussion
t*(t&16384?6:5)*(1+(1&t>>12))>>(3&t>>8)|t>>4 - "Boss level #2". |t>>4 rhythm sounds cool!

t*(t&16384?6:5)*(3+(1&t>>8))>>(3&t>>8)|t>>4 - Replacing (1+(1&t>>12)) with 3+(1&t>>8) adds an awesome harmonics
t*(t&16384?6:5)*(4-(1&t>>8))>>(3&t>>8)|t>>4 - Coefficients 4-/3-/2+/3+ can slightly change them
t*(t&16384?6:5)*(4-(1&t>>8))>>(3&t>>8)|t>>(t&4096?3:4) - We can use a ternary operation for more complicated beat
t*(t&16384?6:5)*(3-(1&t>>8))>>(3&t>>9)|t>>4 ★ "Aliens on approach". Slow down the explosions to 3&t>>9, get a heavy chiptune beat
t*(t&16384?6:5)*(3+(1&t>>8))>>(3&t>>9)|t>>5 ★ "Aliens are close". t>>5 rhythm
t*(t&16384?6:5)*(4-(1&t>>8))>>(3&t>>9)|t>>6 ★ "Aliens are here". t>>6 rhythm - SUPER POWERFUL ECHOES
t*(t&16384?6:5)*(4-(1&t>>8))>>(3&-t>>9)|t>>6 - Inverted explosions give us mysterious sounds

t*(t&16384?6:5)*(4-(1&t>>8))>>(3&t>>9)|(t|t*3)>>5 ★ "Aliens attack". More complicated (t|t*3)>>5 rhythm with explosion drums. Cool!
t*(t&16384?6:5)*(4-(1&t>>8))>>(3&t>>9)|t>>(t&4096?3:4) ★ "Aliens encounter". Replacing the rhythm with a ternary gives an EXTRA HARD BEAT!
t*(t&16384?6:5)*(3+(3&t>>7))>>(3&t>>9)|t>>(t&4096?3:4) - Funny inverted sounds :D

t*(t&16384?6:5)*(4-(1&t>>8))>>(3&-t>>15)|t>>(t&4096?3:4) ★ "Prepare to fight". Long period formula with increasing from low to high sound
2*t*(t&16384?6:5)*(4-(3&t>>8))>>(3&-t>>15)|t>>(t&4096?3:4) ★ "Prepare to fight #2". Previous formula with doubled freqency bass

Suddenly I discovered that replacing 3&t>>9 with 3&t>>2 in "Aliens encounter" gives a noise sound.
This is an excellent instrument for drums. For example, a ternary 3&t>>(t&4096?2:9)
t*(t&16384?6:5)*(4-(1&t>>8))>>(3&t>>(t&4096?2:9))|t>>(t&4096?3:4) ★ "Aliens encounter + drums". Impressive sound!
2*t*(t&16384?6:5)*(4-(3&t>>8))>>(3&-t>>(t&4096?2:15))|t>>(t&4096?3:4) ★ "Prepare to fight #2 + drums"

Finally you can use complex ternary operators to create more complex drums:
2*t*(t&16384?6:5)*(4-(3&t>>8))>>(3&-t>>(t&4096?2:15))|t>>(t&8192?t&4096?4:5:3) ★ "Ready to fight?". Cool for a fighting game :)
t*(t&16384?7:5)*(5-(3&t>>8))>>(3&-t>>(t&4096?2:16))|t>>(t&16384?t&4096?3:4:3) ★ "Aliens won". Playing with coefficients. My favorite!

Fantastic! Let's continue our experiments:
t*(t&16384?6:5)*(1+(3&t>>10))>>(3&t>>8)|t>>2 - "Boss level #2" variation with (1+(3&t>>10)) expression and t>>2 rhythm
t*(t&16384?6:5)*(1+(3&t>>(t&2048?4:10)))>>(3&t>>8)|t>>2 ★ "Another level". Adding a noise beat by using ternary opertion
t*(t&16384?6:5)*(2+(3&t>>(t&2048?4:9)))>>(3&t>>8)|t>>2 - "Happy level". Previous formula with slightly changed coefficitnts
t*(t&16384?6:5)*(2+(3&t>>9))>>(3&-t>>8)|t>>4 - "Happy level #2". Inverted 3&-t>>8 gives a more happy tune :)
t*(t&16384?6:5)*(2+(3&-t>>9))>>(3&t>>8)|t>>4 ★ "Happy level #3". We can get an awesome harmonics with 3&-t>>9
t*(t&16384?6:5)*(2+(3&t>>11))>>(3&-t>>8)|t>>4 - "Happy level #2 + t>>11"
t*(t&16384?6:5)*(3+(3&t>>(t&2048?7:14)))>>(3&t>>9)|t>>2 ★ "Awesome level". We can get a cool cartoon-game melody!
t*(t&16384?7:5)*(3+(3&t>>14))>>(3&t>>9)|t>>6 ★ "Alien dungeon". So sinister.. t>>6 gives a fading effect
t*(t&16384?7:5)*(3+(3&t>>14))>>(3&t>>9)|(t|t*3)>>5 - "Alien dungeon" with a complicated rhytm (t|t*3)>>5
t*(t&16384?7:5)*(4-(3&t>>14))>>(3&t>>9)|(t|t*3)>>5 - Previous with a slightly different tune

Other "Boss level" variations:
t*(6+(1&t>>14))>>(3&t>>8)|t>>(t&4096?3:4)
t*(6+(1&t>>14))>>(3&t>>8)|2*t>>(t&4096?3:4) ★ Previous tune with doubled drums
t*(16+(1&t>>14))>>(3&t>>8)|t>>4
t*((t&4096?6:16)+(1&t>>14))>>(3&t>>8)|t>>(t&4096?3:4) ★ Previous tune with a ternary magic