revisiting paradise part 1

Upload: alex-wall

Post on 30-May-2018

214 views

Category:

Documents


0 download

TRANSCRIPT

  • 8/14/2019 Revisiting Paradise Part 1

    1/8

    R E V I S I T I N G P A R A D I S E

    A NEW PERSPECTIVE ON WELL KNOWN HINTS - PART I

    A day is as a thousand years with God...

    The Standard Paradise Day

    Paradise-Havona standard day is based on the length of timerequired for the planetary abodes of the first or inner

    Havona circuit to complete one revolution around the Isle of

    Paradise; and though their velocity is enormous, owing to

    their situation between the dark gravity bodies and gigantic

    Paradise, it requires almost one thousand years for these

    spheres to complete their circuit.

    37,000,000 worlds [based on the number of worlds in the first Havona

    Circuit] take 1,000 earth years to make a revolution around Paradise.

    In 1,000 of our years, 37,000,000 worlds will pass by one point on

    Peripheral Paradise as they revolve around the outer edge of the

    outer circuit of Paradise satellites (seen as the outer ring of 7

    worlds in the image above).

    Let's look at this concept for a moment, mathematically...

    http://www.dualmoments.com/almanac/muchartandsize.htmhttp://www.dualmoments.com/almanac/muchartandsize.htmhttp://www.dualmoments.com/almanac/muchartandsize.htmhttp://www.dualmoments.com/almanac/muchartandsize.htmhttp://www.dualmoments.com/almanac/muchartandsize.htmhttp://www.dualmoments.com/almanac/muchartandsize.htmhttp://www.dualmoments.com/almanac/muchartandsize.htmhttp://www.dualmoments.com/almanac/muchartandsize.htm
  • 8/14/2019 Revisiting Paradise Part 1

    2/8

    37,000,000 worlds divided by (/) 1,000 earth years, means that 37,000

    of those worlds have passed by any point on the extreme periphery

    (circumference) of Paradise, in one earth year. That's cruizin' right

    along!

    In one earth day - using the exact length of one earth year:

    365.242199 days (being 365 days, 5 hours, 48 minutes, 46 seconds) -

    about 100 worlds (actually, it is 101.3) :) pass by that same point.

    Remembering that there are about 86,400 seconds in a day, 4.2 worlds

    pass in an hour, and 1 world passes by every 14.2 minutes (or every

    852.9 seconds).

    That is about how many worlds would be passing by an observer on

    Paradise, of course that is with 21 Sacred Spheres moving in and out

    of the field of view. Looking in at Paradise from one of the worlds

    of the inner-most circuit would look something like this (though this

    is seen from about a 20 degree angle above Paradise), one still gets

    the idea of where those 21 Sacred Spheres might be at any one time...

    Paradise System Side View

    Many months ago I proposed some hypothetical measurements for

    Paradise at UBRON.

    For lack of even a clue, I used the light year (LY) as a unit, and

    then applied that to the Paradise Ratio.

    The Paradise Ratio: RP= x:y:z (1.67:1.0:0.1), but in this case I

    made the Isle 7:6:0.6 LY. I've chosen the 7:6:0.6 because it iscloser to the numeric translation of the UB text.

    In form Paradise differs from the inhabited space bodies: it

    is not spherical. It is definitely ellipsoid, being one-sixth

    longer in the north-south diameter than in the east-west

    diameter. The central Isle is essentially flat, and the

    distance from the upper surface to the nether surface is one

    tenth that of the east-west diameter.

  • 8/14/2019 Revisiting Paradise Part 1

    3/8

    My original guess for a Paradise measurement...

    If 1 Paradise Unit = 1 LY

    x = 7.0 LY (North South)

    y = 6.0 LY (East West)

    z = 0.6 LY (Upper - Nether)

    So, using a deductive approach, going by the first whole numbers as

    Paradise Units, and assigning a one light year measurement to each

    Paradise Unit, I theorized the above.

    Of course, the guess was completely arbitrary since the earth's orbit

    around the sun doesn't seemingly have anything to do with the rate at

    which light propagates.

    But you have to start somewhere. And that's where I started...

    For a more graphic idea, axes x and y are laid down in a flat plane,

    superimposed through a greatly flattened, ellipsoid (The Paradise

    Isle - First Physical Source [FPS]), and should look something like

    this...

  • 8/14/2019 Revisiting Paradise Part 1

    4/8

    Well, to finally start getting to the newpoint...

    I believe that there may actually be a relation of light speed* to

    distances on Paradise after all. I will be getting to that relation

    in Part II. For now though let's examine the problems and possible

    pitfalls to this argument, along with some other cosmologically

    considered numbers.

    Life in the Paradise-measuring world would be much easier if we knew

    what the Paradise unit of measurement really was.

    And, it would be really really nice if the actual size of the Isle

    would be related to the speed of light. How much time does it take a

    ray of light to travel from one side of Paradise to another? The

    speed of light is = 186,282.397 miles/s.

    If we were actually fortunate enough to find a correlation betweenthe Isle of Paradise and the speed of light (or any universal

    constant), then we will have the key to unlocking the (probable)

    sizes of Paradise, Sacred Spheres, and Billion Perfect Worlds.

    If we know that, then we can surmise the amount of local space that

    the Central Universe takes up.

    Then we can more closely figure how large our Superuniverse of

    Orvonton must be.

    Once that is accomplished, we are told that the giant Andromeda

    Galaxy is outside of the Superuniverse, so estimates for the size of

    the Grand Universe might begin to be tendered by comparing the sizes

    of these immense systems.

    That Andromeda is so relatively close (anywhere from 1 to 2.6 million

    LY's from us), we might as well begin to estimate a chart the Primary

    Outer Space Level (OS1), where we are also given the hint that there

    are no less than "375 million" galaxies.

    For the shape of OS1, think of a torus (a donut) filled with 375million galaxies. At it's center is the Grand Universe with 7 some-

    what distinct "aggregations of matter" around it's center, each being

    a Superuniverse. They would maintain an orbit around their center of

    gravity, which brings us back to the Central Universe, and at IT'S

    center, the Isle that holds the whole bloomin' thing together!

  • 8/14/2019 Revisiting Paradise Part 1

    5/8

    It is interesting here to note that Bill Sadler, Jr. in his A Study

    of the Master Universe estimated that every Outer Space Level was 100

    times larger in volume than the last. So, naturally, estimating the

    size of the Primary Outer Space Level (OS1), we would have a volume

    of 375 million "cubic galaxies" - with all the intervening space

    around them. We could then estimate enough room in the OS levels to

    (theoretically) allow...

    Potential Number of Outer Space Galaxies

    OS1 = 375,000,000 galaxies

    OS2 = 37,500,000,000 galaxies

    OS3 = 3,750,000,000,000 galaxies

    OS4 = 375,000,000,000,000 galaxies

    This brings thepossible number of all outer space galaxies to

    roughly: 378,787,875,000,000 or about 378 Trillion. That's a lot. And

    it is really hard for me to believe it sometimes.

    All of this assumes that these galaxies would be packed in tightly to

    the same 3D unit (a "cubic galaxy" - whatever that is - may be a cube

    with each side = 250,000 LY?), which might not-at-all be the case.

    But anyway... In actuality, each torus-shaped space level, even the

    whole master universe, would also be stretched into the ellipse

    showing the general shape of Paradise and the Central Universe orbits

    of the Havona Circuits, as they also follow "...the curve of the

    great ellipse" - the outline of Paradise.

    Here is the quote that really gets me thinking...

    One Paradise-Havona day is just seven minutes, three and one-eighth seconds less than one thousand years of the present

    Urantia leap-year calendar.

    1,000 years - 7 minutes 3 seconds 125 milliseconds...

    423.125 seconds total

    THAT SHOULD ASTOUND YOU.

    http://www.urantiabook.org/studies/smu/index.htmlhttp://www.urantiabook.org/studies/smu/index.htmlhttp://www.urantiabook.org/studies/smu/index.htmlhttp://www.urantiabook.org/studies/smu/index.htmlhttp://www.urantiabook.org/studies/smu/index.htmlhttp://www.urantiabook.org/studies/smu/index.htmlhttp://www.urantiabook.org/studies/smu/index.htmlhttp://www.urantiabook.org/studies/smu/index.html
  • 8/14/2019 Revisiting Paradise Part 1

    6/8

    Now if that doesn't look like some kind of code I don't know what

    does!

    And notice how incredibly accurate that earth-Paradise/Havona time is

    when comparing the two in earth seconds...

    * 1,000 earth years = 31,556,925,993.6 earth seconds

    * A Paradise/Havona (PH) day = 31,556,925,570.6 earth seconds

    * The difference between 1,000 earth years and a Paradise/Havona

    day = 423.125 seconds

    To find the percent of accuracy for this comparison, we simply take

    the PH day (in earth seconds) and divide it by 1,000 earth years (in

    earth seconds) and then multiply that number by 100 to make it a

    percent.

    So...

    31,556,925,570.6 earth seconds / 31,556,925,993.6 earth seconds

    = 0.99999998659565256496187798569975 * 100

    = 99.9999986595652564961877985699%

    The earth's orbit could literally be used as a clock for the central

    universe to within an accuracy of:

    99.9999986595652564961877985699%

    For all intents and purposes 1,000 years of earth time IS equal to 1

    PH day.

    Now, there are many strange coincidences in our world. For instance,

    what are the chances that in our sky the apparent sizes of our sun

    (93,000,000 miles away) and our moon (a mere 238,857 miles away) are

    exactly the same? Not very good you say?

    But in fact they are so close in apparent size that they are able to

    create a total solar eclipse (where the moon apparently covers the

    sun completely), while solar prominences are still able to be seen

    leaping off that same sun.

  • 8/14/2019 Revisiting Paradise Part 1

    7/8

  • 8/14/2019 Revisiting Paradise Part 1

    8/8