Roman-Julian-Gregorian Calendar Mechanics :: w/ Equinøx & Sølstice TTM BPM Geometry

:: Using the above 21 dimensional BPM Protractor, the Roman calendar, Julian calendar and our current Gregorian calendar have been plotted in circular time in releation to the equinox and solstice markers øf the 4 seasons. This exercise can help dj students and teachers visualize the historical western time-keeping shifts that took place in relation to øur planet while building core mathematic conversion strategies. The main diagram depicts the names of the 13 month Julian calendar, 12 month Gregorian calendar, 10 month Roman calendar, 7 days of the week, the 4 map directions and the 2 polar directions inserted into each cell of the vortex dimension with the corresponding number. One can notice the similarities between the names øf the months along with the linguistic problems that arose when September, October, November and December in the 10 month Roman calendar were shifted 3 months in the Julian calendar and 2 months in the modern 12 month Gregorian calendar. In the Roman calendar, the Latin names of numbers reflect the names of these months since "Sept" = 7, "Oct"=8, "Nov" = 9 and "Dec" = 10. Yet our our modern Gregorian calendar places September as the 9th month, October as the 10th month, November as the 11th month and December as the 12th month as a result of Pope Gregory XIII tweaking in it October of 1582. For those whom speak Spanish, it also becomes clear that the days of the week "Lunes" (Monday) and "Martes" (Tuesday), that appear at the first half of the week, share a linguistic similarity tø the 4th Roman month "Lunius" and the 4th Julian month "Martius" that appear in the first half of the year.

:: At the bottom of the diagram is an answer to the 4 part question for advanced students: "What are corresponding BPMs to the Spring Equinox, Summer solstice, Fall equinox and Winter solstice?"

To solve this problem we must first convert the number of days that each solstice and equinox appear on the calendar and convert them to degrees using the following equation:

Eventº = (number of event days/365 days) x (Xº/360º)

to solve for Xº or the degrees of the event, we can cross multiply the number of event days by 360º and and divide that total by 365 days creating the equation
Eventº = (360º x (number of days))/ 365

((1)) In the case of the Spring Equinox event, we can plug in 79 days in to the equation as follows:
Spring equinox degrees = SEº = (360º x (79 days ))/ 365 days
= 77.91º

to find the corresponding BPM of the Spring equinox, we use the TTM BPM geometric equation:
BPM = (360º/Xº) x 33.33

So, the answer can be deduced in this manner when the degrees are plugged into the equation:
SE BPM = (360º/77.91º) x 33.33 = 154.02 BPM

((2)) Tø solve for the Summer solstice that falls on the 172nd day, we can add it to the same equations as follows:
Summer Solstice degrees = SSº = (360º x (172 days ))/ 365 days
= 169.64º

SS BPM = (360º/169.64º) x 33.33
SS BPM = 70.7 BPM

((3)) Tø solve for the Fall equinox that falls on the 265th day, we can add it to the same equations as follows:
Fall Equinox degrees = FEº = (360º x (265 days ))/ 365 days
= 261.37º

FE BPM = (360º/261.37º) x 33.33
FE BPM = 45.9 BPM

((4)) Tø solve for the Winter solstice that falls on the 355th day, we can add it to the same equations as follows:
Winter Solstice degrees = WSº = (360º x (355 days ))/ 365 days
= 350º

WS BPM = (360º/350º) x 33.33
WS BPM = 34.286 BPM

Lastly, we wil cover other time keeping systems in the future using the BPM protractor to decipher non-western calendars such as the 260 day Mayan Calendar as well as others. Whats interesting about the bpm conversions of the equinox and solstice events is that as the year gets colder and colder, the Beats per minute (BPM) slows down or drops which means it has a positive relationship to the Temperature. Molecules in the air, and other objects, follow this same relationship as they move slower and slower as the bpm of the protractor slows down.

:: lecture by Dj Raedawn ::

[alsarak]

Legitimately one of the most interesting videos I've seen in a while. Some of your diagrams are really something, I'm not a professional anything, but i follow some electrical engineers and people who know about that stuff and everything they deal with is in cycles, and 3D physical arrangements that alternate in phases and are susceptible to all kinds of harmonics. A lot of the diagrams specifically the rotational/BPM related ones look identical to the maps and diagrams the astronomers of old would make to map the skies and processions of the planets. Appearance wise, the archetype is the same. Amazing channel, thank you!

[phiradio]

can you please please send me photos of these files and images so I can study them