#bbs-isl matrix

“PTOP (Periodic Table Of PRIMES) on the BIM: PART II—#5

In Part II, we will follow multiple examples showing the PPsets (PRIME Pair sets) of the PTOP play out their symmetric geometry on the BIM (BBS-ISL Matrix). Each PPset sum = EVEN # (Goldbach Conjecture). Hint: EVEN/2 = core AXIS # that the symmetry evolves from. Here it is: 14/2 = 7.

2020, Reginald Brooks

“NW Marine Artworks Open Studios July 20 2019

Portland, OR

Great video highlighting our 3rd Annual Open Studio event on July 20 from 2-8:00PM. Please share.

https://www.youtube.com/watch?v=4RwoVVUV22E&feature=youtu.be

Everyone is invited to join us for the NW Marine Art Works 3rd Annual Open Studios & Summer Celebration! Saturday, July 20th, 2pm-8pm. Live music, food and drinks! Free and open to the public. Family-friendly. 

We're a group of 65+ artists and craftspeople located in the heart of NW Industrial Portland (two blocks north of Montgomery Park). For this once-a-year event we open our doors to the public. Meet artists, tour spaces, shop art, learn techniques and explore this vast complex of World War II-vintage buildings. 

Art - Woodwork - Painting - CNC - Photography - Ceramics - Sculpture - Mixed-Media - Apparel - Design - Metalcraft - Printmaking - Animation - Glass

Facebook: #nwmarine,  #nwmarineartworks, #nwmarineopenstudios Instagram: #nwmarine,  #nwmarineartworks, #nwmarineopenstudios “

~~~

I will be showing new work here on one of the walls just inside the center (Food Court) entrance.

“GRIDS WITHOUT BORDERS”

Description: Math—Art—Physics combine to inform the works of Reginald Brooks. Most recently, the PRIMES and NO-PRIMES have been found to form a definitive pattern upon the same matrix grid (BIM) that also describes the Inverse Square Law and Primitive Pythagorean Triples. Go figure!

“PRIMES vs NO-PRIMES”

In this body of work, each individual acrylic painting is an interpretive reflection on the actual matrix grid (BBS-ISL Matrix = BIM) that reveals the NO-PRIMES pattern. The actual math – algebraic and algebraic geometry – is detailed in my just published “PRIMES vs NO-PRIMES” ebook (Apple Books: https://itunes.apple.com/us/artist/reginald-brooks/id657634078?mt=11&uo=4), Please contact me for free complimentary redemption codes!

The same contents are freely available on my website:(http://www.brooksdesign-ps.net/Reginald_Brooks/Code/Html/MSST/TPISC/TPISC_IV_Details/SimplePathBIM-PRIMES.html). 

Just google “Reginald Brooks primes vs no-primes” or go to Vimeo: https://vimeo.com/333402758.

The road to chaos is paved with good order!

~~~

Tumblr: rbrooksdesign.tumblr.com versions of these works will also be available as digital prints.

Please come by and enjoy a fabulous and festive day of creativity!

~Reg

Reginald Brooks

BBS-ISL Matrix (BIM)

2011, Reginald Brooks 

BIM + PT + DNA + Zika   

NEW! Connections between:

1. BIM (BBS-ISL Matrix) + PTs (Pythagorean Triples)

2. PT  +  Pentagon & Decagon (double pentagon of DNA)

3. BIM + PT + DNA

4. BIM + PT + DNA + Zika Virus (cryo-em imagery)

It is suggested that the pentagonal geometry of the virus allows it to insert itself within the decagonal geometry of our DNA, perhaps spiraling in along the DNA double-helical axis, looking for a simple match opening! Talk about “Surrogate Sex!”

See the video: here on Vimeo

See the FULL BIM + PT + DNA + Zika:  here

See more white papers: here 

See more on TPISC: The Pythagorean - Inverse Square Connection: here  

Comment: In pushing for a further connection between pure, elemental natural whole integer numbers and the simple geometry that they inform, I was looking for a straightforward connection between the BIM, the PTs, and the pentagons as the BIM heavily favors the 5 resonance (base 10). 

Waiting in the dentist’s office, I saw the magnificent imagery of the Zika virus as generated from the Nobel Winning cryo-electron micrograph imaging technique right there in the pages of the latest National Geographic. 

The pentagonal structure of the Zika Virus leaped out and rang up all sorts of bells. 

In 2001, I wrote up “GoDNA: the Geometry of DNA (axial view),” and, “SCoDNA: Structure & Chemistry of DNA” about the pure double-pentagon (decagon) geometry of the double-helix molecule. Surely, there is a connection between these two geometries: both based on the pentagon! 

We know viruses insert themselves into the chromosome and redirect it to make copies of itself (and more). 

That the 3-4-5 fundamental PT — parent to all subsequent PTs (both primitive and non-primitive) — nicely (though NOT PERFECTLY) matches the angles and slopes of the pentagon and decagon, gives one wonder if the simple geometries of the Inverse Square Law (BIM) and that ever so simple Pythagorean Triples might be in the perfect position to inform the formation of the pentagonal geometry that itself informs so much of the sublime beauty and structure we see manifested throughout the cosmos!

Would not the highly geometric viral population be of the same or similar geometry of the host population it exploited to its own ends? Would not a “viral condom” block the matchup? Perhaps a cure is in site!

References:

https://www.nationalgeographic.com/magazine/2018/03/explore-wellness-nobel-prize-cryo-electron-microscopy/

http://www.cbc.ca/news/technology/nobel-prize-in-chemistry-shared-by-3-for-cryo-electron-microscopy-1.4325570

https://www.wired.com/story/cryo-electron-microscopy-wins-the-nobel-prize-in-chemistry

https://gizmodo.com/here-are-some-incredible-images-made-possible-by-this-y-1819137180

https://www.nobelprize.org/nobel_prizes/chemistry/laureates/2017/press.html?source=techstories.org

http://www.cell.com/trends/biochemical-sciences/abstract/S0968-0004(17)30048-8

https://cdn.rcsb.org/pdb101/learn/resources/zika/zika-paper-model.pdf

https://www.nih.gov/news-events/nih-research-matters/zika-virus-structure-revealed

https://chemistryandcomputers.wordpress.com/2016/06/19/pymol-and-very-large-pdb-files-the-zika-cryo-em-structure-as-a-case-study/

https://www.sciencedaily.com/releases/2016/04/160419144741.htm

http://science.sciencemag.org/content/early/2016/03/30/science.aaf5316/tab-figures-data

https://www.chemistryworld.com/news/explainer-what-is-cryo-electron-microscopy/3008091.article

http://www.virology.ws/2016/04/05/structure-of-zika-virus/

https://en.wikipedia.org/wiki/Zika_virus

https://reliawire.com/structure-immature-zika/

https://www.ncbi.nlm.nih.gov/Structure/pdb/5IRE

https://www.google.ca/search?q=martin+hogbom,+royal+swedish+academy+of+sciences&ie=UTF-8&oe=UTF-8&hl=en-us&client=safari&gfe_rd=cr&dcr=0&ei=ESOxWqfvAc3e8AekvrGwDw

New Post has been published on https://hollywood.newonline.help/2021/02/14/bim_how_to_make/

BIM_How_to_Make

Making the BIM — any size BIM — in the Numbers App or other Spreadsheet Apps

Numbers App Instructions:

・To grow PD Col, select and expand to the bottom and then fill left column by autofill, PD column will auto fill from this. ・$’PD # = x2’−16 is the formula for expanding Columns — where PD # equals the SQUARED Axis #, designated as “x”. (Must change 16—>25,36,49,… to fill out the grid.) ・Here the resulting PD = Blue 0. One may insert the ACTUAL PD # values — 1-4-9-16-25-…— into the “0” field to complete the BIM. The Column header contains the PD value. ・The negative (-) cell values above the PD result from the formula and the “-“ is to be ignored. The BIM is completely mirror-symmetric from the PD. ・See PD Sequence _vertical-Col and _horizontal-Row.numbers for easy access to PD2 from 1-200. One can make a 200×200 BIM, by adding columns out to x2 – 40000, i.e., Axis Column 200.

IN MORE DETAIL. Following the TABLE 31a_++ or +++ Numbers app 1. Column Headers: line Axis # = x PD # = x2 x2 -1 x2 -4 x2 -9 x2 -16 x2 -25 36

1.Column Headers. After -25, simply copy and paste in the PD sequence 36-49-64-….

2. Column 2 (B) is just like Column 1 (A): type in 0,1,2,3… and drag down.

3. POWER(‘Axis # = x’,2) is the formula for squaring the Axis #s giving the PD#=x2 in Column 3 (C).

4. $’PD # = x2’−1 is the formula for ALL the remaining Columns ADJUSTED by changing the “1” with the PD cell value found in the Header immediately above. The “$” symbol means “absolute” and all subsequent calc will use the fixed value from C.

5. Once selected, you can drag-copy the formula across the Table and then make the ADJUSTMENTS quickly.

6. Autofill the Table by selecting the TOP Row (under the HEADER) and pull down the orange-dot symbol to the bottom of the Table.

7. Because the BIM is bilaterally symmetrical about the PD, and, because the same PD #s forming the horizontal ROWS are also forming the vertical Columns, the BIM upper triangle — above the PD — will show a negative (-) sign in front of the cell values and this sign is to be ignored.

8. Below the PD, all the cell values will be (+) numbers, without any sign.

9. The PD itself — because it reflects subtracting the same PD # from itself — will be “0” and this may be color coded to reflect that and/or the ACTUAL PD values, as found on the HEADER above, can be inserted.

10. To expand or to fill in a particular Axis # — or range of #s — simply add the appropriate Columns and Rows and duplicate the above process for those values.

Color coding the Table, Columns, Rows and Cells can be done in the Numbers App Cell section. Text in the Text section, etc.

~~~~formulas used (Numbers)~~~~

fx (B): POWER(‘Axis # = x’,2)

fx (C): $’PD # = x2’−1 fx: $’PD # = x2’−4 fx: $’PD # = x2’−9 fx: $’PD # = x2’−16 fx: $’PD # = x2’−25 fx: $’PD # = x2’−36

BIM = BBS-ISL Matrix. The BIM is a simple, yet remarkably well-connected, matrix grid built on the Inverse Square Law (ISL). It only uses Whole Integer Numbers (WINs). It extends to infinity.

The BIM is inter-related to the Pythagorean Triples, as well as the PRIMES. They both go to infinity.

TPISC, the Pythagorean-Inverse Square Connection, is a large ongoing project of many years. It has generated a large number of videos (Vimeo), graphics and supporting white papers that may be referenced at: http://www.brooksdesign-ps.net/Reginald_Brooks/Code/Html/MSST/MSST-TPISC_resources/MSST-TPISC_resources.html the portal page of the BBS-ISL Matrix media center.

Using your own spreadsheet app, you can now easily generate any size BIM and/or any particular Column/Row. Customize it as it suites your needs and desires. And it is searchable.

Original soundtrack.

New Post has been published on https://socialpress2.newonline.help/2021/02/12/bim_how_to_make/

BIM_How_to_Make

Making the BIM — any size BIM — in the Numbers App or other Spreadsheet Apps

Numbers App Instructions:

・To grow PD Col, select and expand to the bottom and then fill left column by autofill, PD column will auto fill from this. ・$’PD # = x2’−16 is the formula for expanding Columns — where PD # equals the SQUARED Axis #, designated as “x”. (Must change 16—>25,36,49,… to fill out the grid.) ・Here the resulting PD = Blue 0. One may insert the ACTUAL PD # values — 1-4-9-16-25-…— into the “0” field to complete the BIM. The Column header contains the PD value. ・The negative (-) cell values above the PD result from the formula and the “-“ is to be ignored. The BIM is completely mirror-symmetric from the PD. ・See PD Sequence _vertical-Col and _horizontal-Row.numbers for easy access to PD2 from 1-200. One can make a 200×200 BIM, by adding columns out to x2 – 40000, i.e., Axis Column 200.

IN MORE DETAIL. Following the TABLE 31a_++ or +++ Numbers app 1. Column Headers: line Axis # = x PD # = x2 x2 -1 x2 -4 x2 -9 x2 -16 x2 -25 36

1.Column Headers. After -25, simply copy and paste in the PD sequence 36-49-64-….

2. Column 2 (B) is just like Column 1 (A): type in 0,1,2,3… and drag down.

3. POWER(‘Axis # = x’,2) is the formula for squaring the Axis #s giving the PD#=x2 in Column 3 (C).

4. $’PD # = x2’−1 is the formula for ALL the remaining Columns ADJUSTED by changing the “1” with the PD cell value found in the Header immediately above. The “$” symbol means “absolute” and all subsequent calc will use the fixed value from C.

5. Once selected, you can drag-copy the formula across the Table and then make the ADJUSTMENTS quickly.

6. Autofill the Table by selecting the TOP Row (under the HEADER) and pull down the orange-dot symbol to the bottom of the Table.

7. Because the BIM is bilaterally symmetrical about the PD, and, because the same PD #s forming the horizontal ROWS are also forming the vertical Columns, the BIM upper triangle — above the PD — will show a negative (-) sign in front of the cell values and this sign is to be ignored.

8. Below the PD, all the cell values will be (+) numbers, without any sign.

9. The PD itself — because it reflects subtracting the same PD # from itself — will be “0” and this may be color coded to reflect that and/or the ACTUAL PD values, as found on the HEADER above, can be inserted.

10. To expand or to fill in a particular Axis # — or range of #s — simply add the appropriate Columns and Rows and duplicate the above process for those values.

Color coding the Table, Columns, Rows and Cells can be done in the Numbers App Cell section. Text in the Text section, etc.

~~~~formulas used (Numbers)~~~~

fx (B): POWER(‘Axis # = x’,2)

fx (C): $’PD # = x2’−1 fx: $’PD # = x2’−4 fx: $’PD # = x2’−9 fx: $’PD # = x2’−16 fx: $’PD # = x2’−25 fx: $’PD # = x2’−36

BIM = BBS-ISL Matrix. The BIM is a simple, yet remarkably well-connected, matrix grid built on the Inverse Square Law (ISL). It only uses Whole Integer Numbers (WINs). It extends to infinity.

The BIM is inter-related to the Pythagorean Triples, as well as the PRIMES. They both go to infinity.

TPISC, the Pythagorean-Inverse Square Connection, is a large ongoing project of many years. It has generated a large number of videos (Vimeo), graphics and supporting white papers that may be referenced at: http://www.brooksdesign-ps.net/Reginald_Brooks/Code/Html/MSST/MSST-TPISC_resources/MSST-TPISC_resources.html the portal page of the BBS-ISL Matrix media center.

Using your own spreadsheet app, you can now easily generate any size BIM and/or any particular Column/Row. Customize it as it suites your needs and desires. And it is searchable.

Original soundtrack.