Using a Calculator to ID Numerical Relationships

The simpler scientific calculators are ideal (though often being short of memories) for working on numerical relationships in the real quantities found in astronomical time periods and also in the metrology of monuments or the lengths between these.

Any two measures involve two quantities in a ratio that is, in relation to each other.

The synodic period of Saturn and Jupiter are 378.09 days and 398.88 days. These are the times they take to repeat synodic behavious, most practically, the time between their looping when opposite to the Sun seen from Earth.

Their ratio is 398.88 over 378.09 and a calculator will give the result as 1.0549869 and further decimals depending on how accurate your calculator is; often they show 8 to 10 places of decimals. 

The first thing to do with such a ratio of similar number is subtract one, to reveal the decimal part. This part is the difference in their rates of synodic motion and this difference will then divide into the whole ecliptic. This division is simply achieved using the reciprocal button on the calculator, a function found in a scientific calculator and not a simple one suitable for your finances. 

The reciprocal yields 18.186147 and this means that approximately the Jupiter synod is 19 relative to saturn's 18 units long. If the periods are considered as whole days however, they are 399 and 378 days long and the ratio then is exactly 18:19. This was the relation revealed through the Disk of Chronos, based upon the seven day week, the units then being 3 week periods. I couldn't find this in my usual work since I only use exact time periods and high accuracy before I think there is a low number relationship to high accuracy. In Matrix of Creation therefore, all accuracies are very high and this limited my ability to see some relationships that could have been significant to ancient peoples, measured in whole days which was the most likely way they would have counted time periods.

One can achieve very high periods using "primitive" day counts however. This is done by taking long counts over many cycles of celestial phenomenon. In fact this is very important anyway since some astronomical time periods, especially those of the Moon, can vary in length. It is the average that is important and so in general one uses the average figure given in astronomical tables. 

A much more accurate type of result can show a Golden Mean relationship between Jupiter and Saturn, remarked on in Matrix of Creation. If the solar year of 365.242 days is subtracted from the Saturn synod then the result is 12.848 days. If  the Saturn synod is then subtracted from the Jupiter synod then the result is 20.79 days.  When 20.79 is divided by 12.848 the result is 1.617989 which is quite accurately the Golden Mean with is 1.618034.

 

Finding that ratios are not perfect integer ones can sometimes be due to the fact that these bodies are not able to have a near perfect relationship since the matrix of all the planetary relationships have to work simultaneously. It appears rather that the "design" lies behind implementation and that the many low whole number relations would conflict. This is a problem with the number field itself in that only some combinations are possible: some near perfect and other merely close to ideality. The main significance is that there are far too many coherent relationships for the planetary matrix, seen from Earth, to be scientifically plausable. Therefore an alternative paradigm is required on which order of a cosmic principle for reasons not known (yet) to science.

Being relatively simple, the relationships can be discovered using a simple scientific calculator and hence potentially discoverable by anyone who chooses to investigate in this way.