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【New Feature Introduction: Surface (Beta) 】 This is a real-time strategy gameplay built on tiles. Explore the unknown surface and eliminate Raptures to reclaim it! How to Access: Lobby > Campaign > Surface Notes: *Surface gameplay is available only during the beta period and will be reset once it...

61,853 Aufrufe • vor 11 Monaten •via X (Twitter)

16 Kommentare

Profilbild von Mohamed Bar.
Mohamed Bar.vor 11 Monaten

As long as it is not annoying as the Lost Sectors I'm game

Profilbild von Ella
Ellavor 11 Monaten

Drop the other kit

Profilbild von Vafarien
Vafarienvor 11 Monaten

you have to play this mode, if you want more Elemental dmg %. *( when its not in beta, it will boost your SoloRaids and everything else )

Profilbild von Nick Washburn
Nick Washburnvor 11 Monaten

#FreePapillon

Profilbild von Z.Ouse
Z.Ousevor 11 Monaten

Never fucking cook again. Instead of wasting time on this dog shit, half baked, slow as molasses game mode, please use those resources towards main chapters instead. Who tf asked for Lost Sector but worse in every way imaginable.

Profilbild von wizardoflizards
wizardoflizardsvor 11 Monaten

Okay, this is wild and I am eager AF

Profilbild von KalashiChris 🇧🇪 🇺🇦
KalashiChris 🇧🇪 🇺🇦vor 11 Monaten

It looks really cool and promising. Can't wait to try it.

Profilbild von Guffynator🐔
Guffynator🐔vor 11 Monaten

Oh dang This mode looks fun

Profilbild von Jaae
Jaaevor 11 Monaten

Let's see the other

Profilbild von Gro3
Gro3vor 11 Monaten

Beta features are always spicy.

Profilbild von Jaae
Jaaevor 11 Monaten

Fantastic

Profilbild von Jaae
Jaaevor 11 Monaten

Hehehe

Profilbild von Jaae
Jaaevor 11 Monaten

Bring it in

Profilbild von Squreek
Squreekvor 11 Monaten

I didn’t finished current available campaign yet. Hope that won’t cause any issues.

Profilbild von ImTyreece 🧪🇦🇺🧟‍♀️🏳️‍🌈🐸💀
ImTyreece 🧪🇦🇺🧟‍♀️🏳️‍🌈🐸💀vor 11 Monaten

Can’t wait for this going be fun

Profilbild von Christian Martinez
Christian Martinezvor 11 Monaten

A que hora es la actualizacion para el tercer aniversario??

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MIT filmed a mathematician proving the theorem behind every equation Maxwell ever wrote. Most engineers use it daily without understanding why any surface gives the same answer - and the ones who can explain it earn $350K at aerospace firms. Stokes' theorem is the reason Maxwell could write four equations instead of forty. Every result in electromagnetism, fluid mechanics, and differential geometry sits on top of it. Understanding it changes how you see every circulation and flux problem in physics. This is Denis Auroux. MIT, 18.02, Multivariable Calculus, Fall 2007. Lecture 31. It covers Stokes' theorem - the result that unifies line integrals, surface integrals, and curl into one statement. He opens with one confession. Then the statement. The work done by a vector field along any closed curve equals the flux of its curl through any surface bounded by that curve. Not a specific surface. Any surface you want. You pick whichever one makes the calculation easier. Then Green's theorem disappears. The result from the plane that converts line integrals to double integrals turns out to be Stokes' theorem in disguise. Same formula, restricted to a flat surface in the xy-plane. What looked like two separate theorems is one. Then orientation. Walk along the curve with the surface to your left and the normal vector points up. This rule is not chosen for elegance. It is the price of having a consistent coordinate system in three dimensions. Then the proof. Cut your surface into tiny flat tiles. Apply Green's theorem to each one. Sum everything up. All interior boundary edges cancel. Only the outer edge survives. The sum of tiny Green's theorems gives you Stokes' theorem for any surface. Watch the moment he computes the same line integral two ways. First directly - answer is pi. Then through a paraboloid instead of the obvious flat disk. Longer calculation, stranger setup, same answer. The theorem is not an abstraction. You can watch it work. A fluid dynamics engineer I know kept this lecture open during their first week modeling atmospheric circulation. Said it was the first time Stokes felt like a tool rather than a formula to verify on exams. Free on YouTube, MIT OpenCourseWare, 18.02. bookmark this and watch later - after this lecture every circulation, every flux, and every curl you encounter will feel like three views of the same object

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