PERFECT ECLIPSES
SOLID STATE TWO DIMENSIONAL FORMULAS
Diameters at right angles through centers of planets and Sun superimpose
planets Mercury, Venus, Earth, Mars each in the moon's orbit, forming
four multi state eclipses. The moon in the moon's orbit forms a fifth
state also empirically seen as total solar eclipses when seen in parallex.
Goto Perfect Eclipses illustrations and images pages
PARALLEX GEOMETRY IS OUT OF FOCUS
Typical solar total eclipses, are viewed along side arm altitudes.
Perfect eclipses overlay hypotenuse side arms.
The centerpoint of planets, not apparent diameters, mark orbital
eccentricity positions
for each of 16 different perfect eclipses.
Eccentricity of planet orbits are intrinsic eclipse state positions.
Massless full size echo Suns appear in the orbits of Venus, and Mars.
From the center of Earth orbit, both Venus and Earth eclipse an echo
Sun in the orbit of Venus.
From Earth pointing in the opposite direction (out), Mars in the moon's
orbit eclipses an echo Sun in the orbit of Mars.
Mercury in an orbit of the moon recurred at Venus, eclipses the Sun at
the center of the solar system.
Quantum gravity defines these eclipses. Facts include equatorial and
polar radii for each of the planets, and each planet's eccentricity in
orbit.
TEXT
Collaborating quantum numbers, text description, datas, hyperfine
distinction (important)
Perfect.htm - illustrating perfect eclipse
principles - exploratory ideas involving perfect eclipses and flow tubes
between planets
Perfectd.txt - Perfect eclipse quantum numbers
Perfectd.txt - Technical descriptions
Perfectd.txt - Tables and datas
Perfectd.txt - Hyperfine distinctions
Holes.txt - Perfect eclipses for Jupiter and Saturn
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CROSS SECTION MULTI PLANET OVERLAYS
Perfect Eclipses are an entirely unique phenomena, having engineering
facts in mechanical artifacts in the solar system. Masses do not appear,
neither do spin/orbital couplings. Perfect eclipses involve planets lined
up in straight lines, which operate independent of gravity masses (a ping
pong ball in the orbit of Jupiter orbits at the same speed as Jupiter).
All of the perfect eclipses can appear along a same single site line.
So orbit sector dynamics as well as masses, are absent in the picture.
Planet and orbit tilts are also absent in the picture. Perfect eclipses
are two dimensional, however, they can appear in a three dimensional
global frame comprising any inclination in a spherical area around
the solar center.
EXCLUSIONS IN REAL TIME OCCURANCES OF PERFECT ECLIPSES
Earth Moon Sun perfect eclipses can occur from time to time when
the centerpoints of the Earth, Moon, and Sun, line up along a sight
line axis with the diameters of the Sun and Moon in exact correct
corresponding proportions. Seen physically with eyesight, the total
eclipse will not be perfect, a circle of the Sun will be visible,
or the Sun will be covered too much. This condition is a blurr,
not a violation. This is because, due to parallax, the full cross
section diameter of the Sun cannot be seen from Earth by eyesight.
METAPHYSICAL
The other perfect eclipses are all metaphysical, that is, they cannot be
seen or occur in physical real time, because each requires a displaced
echo planet or displaced echo Sun or displaced echo Moon orbit to
finalize their blueprints.
When the Moon and Earth centerpoints exchange exact positions, a perfect
engineering is created for the Earth (instead of the Moon) superimposing
the Sun, except because of the Earth being larger, the Sun has to be
brought forward into the orbit of Venus to create the fit, hence, this
system is metaphysical (not physically possible with solid body masses),
Having no embargo, an echo massless Sun can appear in the orbit
of Venus. One such state may be concidered coincidental. I5 states
in 5 sets with rigorous quantum numbers is the proof of concept.
Being energy, the perfect eclipses are conduits for the amplified
transferring of powers in different forces combinations at key
signigicant times. The following documentation does not enter
into the realm of what kinds of forces, what kinds of powers, this
is mentioned simply to note the feature of amplification along
energy artifact flow tubes and gyre guide lines. Did gravity
assemble planet's sizes and their orbits on top of the energy
gyre guidelines is another question in the realm beyond the
intents of this documentation.
The existence of perfect eclipses suggests they came first and planet
mass essembling and distances from each other took place over time as
perfect eclipse lineups when they occurred resonantly kicked (amplified)
the assembling forces.
PAGES
Eclipses 2 Planet data tables (JPL 1981) - 9 pages
in one set
Eclipsec.htm - 9
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PAGES
Eclipses 4 Overlaying spheres illustrations - 23 pages
in two sets
Eclipsef.htm - 11 pages
Eclipseg.htm - 10 pages
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PAGES
Eclipses 5 More spheres illustrations - 8 pages
in one set
Eclipseh.htm - 8 pages
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PAGES
Eclipses 9 Terms and definitions - 5 pages
in one set
Eclipsep.htm - 5 pages
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PARTICLE PLANETS
Check listings in
Particle Planets for topics such
as Alert Xions, and Moonglows. These topics report indenticalness except
for proportionate size between certain planet orbits, and between quantum
positions in the Moon's orbit, tied to equivalent compton wavelengths of
elementary particle masses and unmass energy states.
PLANET MASSES BY GRAVITATIONAL RELATIVY
See this information on how gravitional
relativity can expand the Sun's mass and the external consequences
of the expanded mass.
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Three photos of total solar eclipses
None of the coronal wands are flat facing us. Every one is turned
on edge to some degree, radiating out around the sun. Coronal wands
are angular polarized.
PAGES SETS QUICK PICK
15 LINKED SCANNED IMAGE SETS IN 9 NUMBERED GROUPS
5 TEXT DOCUMENTS
Eclipseb.htm ... (79-10) (79-16)
Eclipsec.htm ... (80-1) (80-9) - Planet data tables
Eclipsed.htm ... (86-1) (86-12) - More schematics and diagrams
Eclipsee.htm ... (86-13) (86-24)
Eclipsef.htm ... (85-1) (85-12) - Overlaying spheres illustrations
Eclipseg.htm ... (85-13) (85-23) (82-1 to 82-6) duplications
Eclipseh.htm ... (83-1) (83-8) - More spheres illustrations
Eclipsei.htm ... (81-1) (81-12) - Detailed proportions illustrations
Eclipsej.htm ... (81-13) (81-24)
Eclipsek.htm ... (81-25) (81-30)
Eclipsel.htm ... (84-1) (84-11) - Early perfect eclipses
Eclipsem.htm ... (84-12) (84-21)
Eclipsen.htm ... (87-1) (87-9) - Precursor (1979)
Eclipseo.htm ... (87-10) (87-17)
Eclipsep.htm ... (88-1) (88-5) - Terms and definitions
perfecta.txt - Perfect eclipse quantum numbers
perfectb.txt - Technical and descriptions
perfectc.txt - Tables and datas
perfectd.txt - Hyperfine distinctions
holes.txt - Perfect eclipses for jupiter and saturn
Perfect Eclipses links page - collaborating images
Geometry links page
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