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Lulu Sales Rank: 3468
3 People Reviewed This Product
  • By John T. Banewicz
    Feb 25, 2016
    Further explanation of Proof # 112: A distant observer (sidereal) has to subtract one rotation per orbit to obtain the actual number of rotations about an object's axis. Earth has ~366 sidereal days (rotations) in a year (orbit). One sidereal day has to be subtracted per year to obtain ~365 calendar, ~24 hour actual days. For example, Mom sees all four sides of Junior once per orbit as he sits on a merry-go-round horse's back, so it appears that Junior is rotating once per orbit on his axis (pole through the horse's back). However, Junior is actually rotating about the center of the merry-go-round; not about his axis. This is similar to the moon orbiting Earth. Sidereal, or distant observer would see all sides of the moon once per orbit. An observer on Earth, the center, would only see one side of the moon. For an object rotating on its axis once per orbit, an observer at the center would see a different side of the object every 90 degrees. The side of Earth facing the sun at zero... More > degrees would be facing away from the sun at 180 degrees. In other words, if Earth is orbiting the sun, noon in March should be midnight in September.< Less
  • By Charles Nelson
    Dec 12, 2015
    Sit down, grab a calculator, turn your brain on, (Robert), and prepare to be wholly entertained. If you are honest with yourself the information provided in this book is amazing. There is no doubt what we've been told about our world is a lie. Beautifully done, and deserves to sit on every bookshelf of critical thinkers.
  • By James White
    Nov 5, 2015
    If this book is anywhere near the You Tube version, then one is in for both a visual treat and a game changer in the way we perceive this world and life
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Product Details

Published
November 2, 2015
Language
English
Pages
40
Binding
Hardcover (casewrap)
Interior Ink
Full color
Weight
0.63 lbs.
Dimensions (inches)
8.25 wide x 10.75 tall
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