the 4 cornered tabernacle of new jerusalem which will descend on the south pole

so phi ratio math with that as a reference point allows us to draw this diagram to see the curvature of light that would make a total inversion of more than half the celestial sphere: spoiler alert its the phi ratio

Yea I just think ur making this up

havent you been seeing all these well made graphics ive been sending? stop deflecting

obviously im not just making it up

*jumps out window*

its a simple inversion

in ball

not on ball

more than 2/3 of the earth is illuminated in the earth debunking straight light over a convex ball

because light is not bending down and looming over the edge of a convex ball to illuminate the antisolar gegenschein

its proven to lift up

thats WHY the boat and brige is gradually clipped

way earlier than the convexity of the earth would account for

No

negative refraction decreases visibility of the earth INSIDE the earth

occluding the land mass rising in altitude beyond the event horizon

Whats the scientific equation for negative refraction?

http://connection.ebscohost.com/c/articles/13276076/reversing-light-negative-refraction

https://physics.info/maxwell/

https://physics.stackexchange.com/questions/302567/maxwells-equations-the-eikonal-equation-and-fermats-principle

maxwells equations

I don't feel comfortable clicking links can you just tell me the equation so I can work it

https://www.tandfonline.com/doi/abs/10.1080/09500349608232782

https://www.cambridge.org/core/journals/communications-in-computational-physics/article/solving-maxwells-equation-in-metamaterials-by-a-cgdg-method/602B3FE27723A5678167C41E75D84126

cambridge university

Can you try reading what I said

studying negative refraction with metamaterials

like glass

and graphite

"In this paper, an approach combining the DG method in space with CG method in time (CG-DG method) is developed to solve time-dependent Maxwell's equations when meta-materials are involved. Both the unconditional L2-stability and error estimate of order are obtained when polynomials of degree at most r is used for the temporal discretization and at most k for the spatial discretization. Numerical results in 3D are given to validate the theoretical results."

So some solid material is needed for negative refraction?

quote from website

a glass barrier yes

with graphite ribbons

which is what libyan dessert glass is

Is that in our atmosphere using the concave model

yup