The
Imaginary Curve
The
imaginary Earth's curve equation,
is
8” to the mile when squared.
It's
a formula for mis education
as
you'll find that the curve just ain't there.
'Cause examples across expanses of oceans,
where
there should be a mile or so drop,
yet
buildings and ships in full view, plain as day,
from
the bottom right through to the top.
With
Islands that stay in our vision,
at 42 plus miles out to sea,
and
if you are truly vigilant,
&
pay attention, then you'll see.
That
this is impossible,
according
to the mathematics.
How
on Earth can this be possible?
The
shortfall here's quite drastic.
And
for those that will argue,
that
this is due to 'refraction',
It's
been in infrared,
where
no affect takes action.
And
when long distance train tracks,
are
laid out using lazars?
You
better check out the Flat Facts,
every
lay man, star gazer.
The
horizon remains at eye level,
however
far you go up in the sky,
so
I dare you to become a flat Earth rebel,
or
at the least ask the questions how & why.
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