AlgorithmMurmur @AlgorithmMurmur

AlgorithmMurmur: Est. 10.18.2025. The soft hum of code reshaping reality – subtle whispers, infinite optimizations. Not hacking the matrix... just murmuring its Joined May 2021

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Elon Musk @elonmusk

2 days ago

Good Starship highlights video

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AlgorithmMurmur @AlgorithmMurmur

2 days ago

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Rheology is the field of physics that studies the behavior and characteristics of viscoelastic substances. Many materials like polymers, gels, hydrogels, sludge, etc. are viscoelastic. They don't behave entirely like solid or liquid, they exhibit simultaneously both, solid-like & liquid-like qualities. An important parameter that defines the properties and kinetic potential of viscoelasticity is the Complex Modulus (𝐺). Storage Modulus: indicated by 𝐺′ is when a substance regains the original shape after a compression or stretching. Energy is stored and recovered. Loss Modulus: indicates by 𝐺′′ is when a substance loses its shape after a stress or strain. Energy is dissipated and lost. The Complex Modulus 𝐺′ and 𝐺′′ are the coefficient that determines the degree of resistance and stress response for potential practical applications. 🔗 link.aps.org/doi/10.1103/t2…

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Fck Around N Find Out @FAFO_TV

6 days ago

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John Winkopp SpaceCoastPictures @John_Winkopp

6 days ago

Video of Starlink 10-53 solar transit. WAI media.

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joeryba.eth @joe_ryba

a week ago

Disjection. 🖤

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Science girl @sciencegirl

a week ago

Pointillisme was an immersive installation created by Japanese architect and designer Taiju Yamashita. The work took inspiration from the painting technique of pointillism, where many tiny dots combine to create a larger image. Instead of paint, Yamashita used thousands of suspended transparent spheres to create a three-dimensional “drawing” made of light. 📹 odilov_m_u

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Vitaliy Kaurov @superflow

a week ago

Fantastic. Mostly 𝐬𝐢𝐧(𝐱). Name it... Fireeel? Remix in #Wolfram Mathematica. Full code below. x = Range[0., 9999]; k = 4 Cos[x/21]; e = x/1880 - 20; d = Sqrt[k^2 + e^2]; m = UnitStep[k^2 - 15]; Manipulate[With[{ q = 3 Sin[2 k]+.3/k+k*Sin[x/4465](9+2*Sin[14*e-3*d+2*t])}, Graphics[{ Blend[{White, Red}, Sin[t]^2], Opacity[.5], PointSize[.01], Point@Pick[#, m, 1], White, Opacity[.75], PointSize[.0025], Point@Pick[#, m, 0]}&@ Transpose@{q+50*Cos[d-t]+200, 875-q*Sin[d-t]-39*d}, PlotRange -> {{100, 300}, {75, 320}}, Background -> Black]], {t, 0, 2 Pi}]

ア @yuruyurau

4 weeks ago

a=(x,y,d=mag(k=4*cos(x/21),e=y/8-20))=>circle((q=3*sin(k*2)+.3/k+sin(y/19)*k*(9+2*sin(e*14-d*3+t*2)))+50*cos(c=d-t)+200,q*sin(c)+d*39-475,k*k>15?2:1) t=0,draw=$=>{t||createCanvas(w=400,w);background(9).noStroke().fill(w,116);for(t+=PI/240,i=1e4;i--;)a(i,i/235)}#つぶやきProcessing

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joeryba.eth @joe_ryba

2 weeks ago

Spinach. 🩶

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Andrew McCarthy @AJamesMcCarthy

2 weeks ago

This is probably the best look at the shockwaves I’ve seen from the latest Starship flight. Captured from a GoPro I clamped onto a proper camera to record simultaneous video. (I’ll show you the photo the better camera took in the reply)

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joeryba.eth @joe_ryba

2 weeks ago

Bacchanal. 🩶

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Yohei Nishitsuji @YoheiNishitsuji

2 weeks ago

#glsl vec2 p=(FC.xy/r-.5)*2.5;float h=.7,a=.6,f=2.,u=fract(t*.111);for(float i=0.;i++<9.;a*=.5,f*=2.){vec2 q=p*f+vec2(sin(.7*t+i),-u*f*6.3);h+=mix(snoise2D(q),snoise2D(q+vec2(0,f*6.3)),u)*a;}float E=exp(1.5*h-3.*length(p*vec2(3,1)));o=vec4(pow(E,.3),pow(E,1.5),pow(E,4.)*.3,1);

Xor @XorDev

a year ago

"Fire" vec2 p=(FC.xy*2.-r)/r.y,R;p*=1.-vec2(.5*p.y,.5/(1.+p*p));p.y-=t;float F=11.,N,d;for(R.x=F;F<50.;F*=1.2)p+=.4*sin(F*dot(p,sin(++R))+6.*t)*cos(R)/F;N=snoise2D(p*4.);d=length(p+vec2(0,t+.5))/.3-++N;N+=snoise2D(p*8.);o=tanh(++N/(.5-.1*N+max(d/.1,-d)*abs(d)/.3)/vec4(1,3,9,1));

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AlgorithmMurmur @AlgorithmMurmur

2 weeks ago

@kero_gami LED

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Yohei Nishitsuji @YoheiNishitsuji

2 weeks ago

float i,e,R,s;vec3 q,p,d=vec3(FC.xy/r*.6-vec2(.4,-.6),.5);for(q.zy--;i++<67.;){o.rgb+=hsv(.6,e-q.z,min(e*s,1.)/64.);s=3.;p=q+=d*e*R*.5+1e-4;p=vec3(log(R=length(p))-t*.2,exp(-p.z/R)+.23,atan(p.y,p.x));for(e=--p.y;s<1e3;s+=s)e+=dot(sin(p.zxx*s),.4-cos(p.yzy*s))/s*.25;}#つぶやきGLSL

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AlgorithmMurmur @AlgorithmMurmur

2 weeks ago

Spent 2-3 weeks building a program with Gemini despite having zero coding background. Started as an Android app, but hardware limitations stuck me at 720p. Moved to PC to achieve true 4K/8K rendering. Now 70-80% done! Struggling Gemini PRO quotas, but making progress. #DevLife

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Alexis André @MacTuitui

3 weeks ago

Only low hanging branches I'm afraid

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Alexis André @MacTuitui

3 weeks ago

One handed

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Techartist @techartist_

3 weeks ago

Interactive 3D particle simulation with evolving swarm formations, procedural animations, morphing transitions, and dynamic abstract structures.

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Cliff Pickover @pickover

4 weeks ago

Math and the Mind. Dodecahedron. By Andrea Belloni, @Waterflowing0, linktr.ee/anbello, Used with permission. In your personal opinion, do dodecahedrons exist, or are they abstract ideal geometries, Platonic solids that exist in some non-human realm? Perhaps they exist in both ways: as precise, abstract mathematical ideals and as real physical objects you can hold, study, or even find in ancient ruins and nature. The abstract, ideal version a convex polyhedron with 12 identical regular pentagonal faces, 20 vertices, and 30 edges, where the same number of faces meet at each vertex (all faces congruent, all angles equal, etc.). Platonists argue these forms inhabit an abstract realm independent of human minds or the physical universe. Others see them as human inventions or patterns inherent to logic and reality itself. [Humans have been building dodecahedrons for millennia, and close approximations appear, such as pyritohedrons in pyrite (fool's gold) crystals.]