GUSUMS
The Gregorian Universal
System & Units of Measurements System (GUSUMS) is a concept by Isaac
Gregory Odhiambo (IGO). He is a researcher, data analyst, mathematician,
and author of many books dealing with metrology, spirituality, astronomy,
cosmology, astrophysics, spiritual awakening, mathematics, ancient
civilizations, metrology, and sacred geometry. He has worked with some of the
top Astronomy and Astrophysics organizations and educational institutions. Due to the sensitivity of certain works and confidentiality clauses in some of
his works, it’s better to keep the names of the organizations and his
contributions to the organizations private.
ORIGINS OF GUSUMS
In coming up with GUSUMS,
IGO explains that we use the same values, units, and systems or concepts of
metrology and mathematics that existed 100 and 100s of years ago. For example,
the speed of light is 299, 792,458m/s which is exactly the same as the
coordinates of the height of the Great Pyramid which is 29.992 degrees north.
Now to calculate the speed of light the ancient civilizations had to have
known about the distance of the sun, exact time measurements, the meter, or
mathematical operations such as division, and multiplication since speed is
equal to distance divided by time. Now since we define the second as the time
between the transitions of two Cesium-133 atoms or "the fixed numerical value of the cesium
frequency ∆ν, the unperturbed ground-state hyperfine transition frequency of
the cesium 133 atom, to be 9 192 631 770 when expressed in the unit Hz, which
is equal to s−1 then ancient
civilizations should have known exactly this”.
However, based on our
current understanding of our history, it is highly unlikely that they knew
these or used the same concept as we currently do to find the exact values.
Thus, Isaac Gregory Odhiambo (IGO) concluded that they had to have used a
different method to find these values. From these inferences, IGO looked for what
was common in all civilizations or mathematicians that had this value and
realized what was common was sacred geometry and the circle. From this, IGO
tried utilizing the circle and sacred geometry to see how they could have done
it. The findings from this undertaking showed that;
1.
From tethering
animals, ancient civilizations could have known about the circle as a tethered
animal e.g. a cow could provide a perfect shape that looked like a circle.
2.
The next step was
providing mathematical proofs that showed that they could also draw the circle.
From this, IGO showed that they only needed 2 sticks and a rope-like structure
to achieve this. Thus, they could draw the circle by tying the two sticks
together with the rope-like structure; sticking one stick on the ground,
stretching the rope-like structure to the furthest end, and then rotating the
second stick around the stuck that was stuck on the ground to create a perfect
circle. This has been depicted in the images and the video below.
Step 1: Take one stick let's say stick1 as shown below
 |
| Stick1 or the first stick |
Step2: Take
another stick which we can call stick 2 as shown below
 |
| 2 sticks needed to draw a circle |
Step3: Tie the two
sticks together with a rope-like structure and stretch the rope-like structure
to its limits
 |
| A stretched rope-like structure that ties the two sticks together |
Step 4: Stick one
stick on an object for example sticking stick-2 on the ground or a stone and
rotating it around stick one to form a
perfect circle as shown below
 |
| Rotating Stick2 around stick1 forms a perfect circles |
As shown above, or
in the video explanation. It was possible to draw the circle using basic
instruments and apparatus that have been around for thousands of years. From
this, GUSUMS then tried to understand how metrology and mathematical concepts
could have been acquired from this simple idea. By following the same concept,
IGO was able to derive the mathematical values and concepts such as;
a. The
origin of pi and the exact value of Pi
b. The
GUSUMS formula for calculating the circumference of the circle,
c. Units
of time
d. The
Imperial System
e. The
Metric System
f. The
ideal conversion of the imperial system to the metric system and vice versa
g. Linear
& Circular Measurements
h. The
base values and number of linear measurements which are the natural numbers that can divide
360
i.
The base number and value
of circular measurements which is 7
j.
The base number of time
and values of time events which is 6. From this, was able to show that there
are exactly GUSUMS
k. Squares
& Square roots of numbers
l.
Measurements, properties,
and attributes of planetary objects.
m. Mathematical
operations, etc.
