  I here demonstrate empirically my georesonator concept in which tidally
induced magnification of Earth masses' resonance causes seismicity on Earth. I
show that all strong (~M6+) earthquakes of 2010 occurred during Earth's long (t
> 3 days) astronomical alignments within our solar system. I then show that the
same holds true for all very strong (~M8+) earthquakes of the decade of 2000's.
Finally, strongest (M8.6+) earthquakes of the past century are shown to have
occurred during Earth's multiple long alignments, too, whereas half of the
high-strongest (M9+) earthquakes occurred during Full Moon. To add robustness,
I include alignments to comet C/2010 X1 (Elenin) as the only heavenly body
currently in our solar system besides planets, and show that it impacted very
strong seismicity since 2007. I conclude my empirical demonstration with a
six-month, 100%-successful forecast of M6+ magnification, performed online in
near real-time from October 2011 until April 2012, and which shows always the
same, fractal pattern of intensifying-peaking-diminishing of strong
earthquakes' strength during long alignments, and the absence of the pattern
outside alignments. Days without killer quake can now be known exactly,
amounting to several months a year of exact seismic forecast (telling with
certainty there will be no strong seisms on that-and-that date). Approximate
forecast of strength and timing of strong earthquakes is feasible for the rest
of the year, as well as of location once the alignment starts. I thus verified
my hyperresonator concept too, arrived at earlier as a mathematical-physical
solution to the most general extension of georesonator. As gravity can now be
expressed in terms of speed of light, hyperresonance is akin to tuning forks
triggering each other at a distance, inferring the existence of aether required
for propagation of mutually tuning (interfering) oscillations in Space.
