Bitguns⚡️

A problem shared is a problem cut in half.

@RKBAShackleford This is why we LGS.

I wish indoor malls would make a come back. With arcades and putt putt, hot topics and spencers, photo studios and video game stores. And top it off with cell phone case kiosk stands and shitty mall Chinese food. Remember what they took from us.

@RKBAShackleford @SantaDecides 👀

@SantaDecides Hi Santa!

WOAH I AM SEEING PEOPLE I HAVEN’T SEEN FOR MONTHS ON HERE

@ODELLXYZ Well...did you explore night vision and thermal optics? ;)

thought my gun hobby was expensive but then i got into ai

More pocket ratio is needed.

@RKBAShackleford @Dominos_UK Oh dear...

Pretty sure this bitch is threatening me. @Dominos_UK

Election season loading...

Look at the big brain on Pubby....

@publord @onlyskypace Oh snap.

@onlyskypace Should be 6 square meters. A= 1/2 base × height. Height is already given as 4m. Base (3m) is solved using the Pythagorean theorem on information already provided (a=4m, c=5m).

kalem ve kağıt kullanmadan çözmek imkansız ! x kaçtır ?

@JimBrrrr @pete_rizzo_ Probably gonna' need a quadruple bypass surgery, but hey...worth it.

@pete_rizzo_ @CFidget70375 🫡

JUST IN: STEAK 'N SHAKE JUST THANKED #BITCOIN FOR HELPING IT BECOME THE FASTEST GROWING FAST FOOD CHAIN IN AMERICA "WITH THE MONEY WE HAVE SAVED ON BTC INSTEAD OF CREDIT CARDS, WE REINVESTED THE SAVINGS TO MAKE THE INGREDIENTS OF OUR MENU HEALTHIER" "ANYONE WHO DOUBTS THE POWER OF BTC IS MAKING A BIG MISTAKE" ADOPTION SPREADING GLOBALLY 🧡

@TRUEMC_3 Ah yes. Vortex. The other ghetto solution. Well. Keep a round count on it. Make sure to drop, throw, rack the gun on hard surfaces to simulate one-handed operations. If she fails, call vortex. If it doesn't survive a house fire, then it was too expensive.

@CFidget70375 Fasho but it ain’t no Viridian lol mines been reliable ash n holdin zero good fa me errybody got own opinions on optics but im cool wit mines

What we carryin today

@ToxiKat27 @sesi_the_man To be clear...there is no "2A community". It's just 150-200 million people with guns. ;)

@ToxiKat27 @sesi_the_man

Tonight’s revelation: bitcoin has a lot of work to do on making inroads into the 2nd amendment community. There’s already a bit of overlap, but every 2nd amendment believer should also understand the importance of their money not being seizable either.

@acysbib @RKBAShackleford It was very short.

@RKBAShackleford I refuse to believe that happened without video proof. So, send us the link of the convo

The worst thing happened to me today. I had to meet an ATF agent and be cordial.

👇🤌

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Tyranny comes in more than one form. 👇

@publord Is this what the kids call "retard maxxing?"

GM. Second cup of coffee finished. Time to doom scroll the latest Core/BIP 110 throwdown posts. 😂

What Happens When a Power Law Learns to Flow? For fifteen years, one number has quietly governed Bitcoin. Plot price against time since the genesis block on log-log axes and the whole history collapses onto a straight line: price ∝ time^5.65. We usually draw that line and stop there. But a line is a frozen thing, and Bitcoin is not frozen. So let's do what Kolmogorov did to Markov in 1931 — stop asking where the line sits, and watch the entire distribution move. Change coordinates. Let x = log price and let the clock be τ = log t. In this frame the power law is no longer a curve; it is a constant-velocity drift. The cloud of every possible price — the probability law p — keeps a fixed width (the corridor) while its center glides upward at a constant speed. And that speed is the exponent itself. So 5.65 is not a slope. It is a velocity — the rate at which probability streams up the corridor. Written as motion: ∂p/∂τ = −b·∂ₓp + D·∂²ₓp, with net current J = b·p. The bright layer is that current. The fog is the evolving law. The particles are sample paths of the very same law. And the gold line is the real Bitcoin — one realized path, one draw from the fog, spiking and crashing but never leaving the channel the current carries it through. How was the flow built? Not invented — measured. From real daily prices, 2010 to 2026. The fit gives b ≈ 5.65. The jitter around the trend has heavy, Student-t tails (that's where the violent moves live), and its volatility decays like ~1/time — which is exactly what cancels the growth and holds the corridor's width constant in log-time. The animated paths are simulated from that fitted generator; the fog is its law; the arrows are J = b·p. Here is why it matters for the theory. Bitcoin never relaxes to a fixed "fair price." The fog holds its shape while flowing, forever. Physicists have a name for stable-and-moving-at-once: a nonequilibrium steady state. Detailed balance is broken; a permanent probability current flows. In that light the power law is not a lucky curve-fit — it is the signature of a steady current. And the quantity I call the local slope, n = log(P₂/P₁)/log(t₂/t₁), is simply the pathwise velocity of that current: n = b + noise. Its distribution has stayed stationary for years. That stationarity is the fingerprint of a constant flux — the macroscopic law and the microscopic wiggle turning out to be the same object. One law. Two lenses. Microscopic paths and macroscopic flow — the Power Law is probability itself, moving.

Kick the tires and light the fires.