More information saying that traditional Pi = 3.141592653589793 is false - kloka:
The currently accepted value of Pi = (10 ^ 12)/(16255123/10213395)/(2)/(10 ^ 11) = 3.141592653589793 and is called regular Pi by some mathematicians.
Regular Pi = (10 ^ 12)/(16255123/10213395)/(2)/(10 ^ 11) = 3.141592653589793 is wrong and does NOT belong to a circle but belongs to a polygon with many edges instead and you MUST always remember that a circle does NOT have any edges so that further proves that Traditional Pi = (10 ^ 12)/(16255123/10213395)/(2)/(10 ^ 11) = 3.141592653589793 is false.
Traditional Π = Pi = 51066975/16255123 = 3.141592653589793 is false.
Traditional Pi = ((10 ^ 42)/(30685681/9640191)) = 3.141592653589793 is false.
Traditional Pi = (4/√(48908982/30169519)) = 3.141592653589793 is false.
Common sense should tell you that a polygon and a circle are NOT the same thing but you are acting as if a circle and a polygon are the same thing when a circle is different from a polygon. A circle is defined by my dictionary as a plane figure with points that are equally distant from a central point.
My dictionary says that a polygon is a plane figure with a minimum of 3 edges.
A polygon can have many edges.
It is impossible for a polygon to become a circle and that means that Pi MUST be larger than 3.141. 3.141 belongs to a polygon with more than a trillion edges but a circle does NOT have any edges. A polygon is identified and known by the number of edges that the polygon has got for example a Decagon is a polygon with 10 edges.
It is impossible for a polygon with an infinite amount of edges to exist because a polygon is identified and known by a limited amount of edges.
I repeat a circle does NOT have any edges.
There will forever be a gap between the edge of the polygon and the curvature of the circle that contains the polygon it does NOT matter if the polygon has 10 ^ 98 edges because the gap between the edge of the polygon and the curvature of the circle that contains the polygon will forever remain.
There can only be 1 Pi and that Pi MUST full-fill the following criteria:
That Pi MUST fit the definition of Pi from the dictionary the ratio of a circle's circumference divided by a circle's diameter.
That value of Pi Must have a physical counterpart. So that means the real value of Pi cannot be transcendental because transcendental numbers do NOT exist in the real world period. Transcendental numbers are only found on calculators.
There must be more than 1 geometric proof for the true value of Pi including the squaring of the circle and that involves both the creation of a circle that has a circumference that is the same measure as the perimeter of a square with just the aid of compass and straight edge alone and also the creation of a circle and a square with the same surface area with just the aid of compass and straight edge alone.
Only Golden Pi = 4/√φ = 3.144605511029693144 can be used to square a circle with just compass and straight edge alone.
To calculate Pi accurately get a piece of foam board that is larger than A0 such as 2A0 and create upon the surface of the foam board that is larger than A0 such as 2A0 a circle with 1-meter diameter by using a beam compass with a radius of 50 centimeters.
After the circle with a 1-meter diameter has been created upon the flat surface of the piece of foam board that is larger than A0 such as 2A0 use a Rotary circle cutter with a metal blade and a radius of also 50 centimeters to cut around the contours of the circumference of the circle with a 1-meter diameter that was created upon the flat surface of the foam board that is larger than A0 such as 2A0. The length of the tape measure should be a minimum of 3200 millimeters. Wrap the length of the tape measure around the contours of the circumference of the circle with a 1-meter diameter that was created upon the piece of foam board that is larger than A0 such as 2A0. Make sure that the measurements are facing towards your eyes by measuring inwards around the circumference of the circle. The measurement should go all around the circumference of the circle finishing back at the starting position.
The diameter of the circle MUST be equal to a minimum of 1-meter = 1000 millimeters or 100 centimeters. Do NOT use a circle with a diameter that is smaller than 1-meter.
If the diameter of the circle is reduced to 1 then the circumference of the circle is Pi.
Count the amount of times the diameter of the circle fits around the circumference of the circle and then divide the measure for the circumference of the circle by the diameter of the circle to discover the true value of Pi = 3.1446.
If the diameter of a circle is 1-meter = 1000 millimeters then the circumference of the circle has a measure of 3144.6 millimeters.
3144.6 divided by 1000 = 3.1446.
4 divided by 3.1446 = the ratio 1.272021878776315. The ratio 1.272021878776315 is an approximation of the square root of the Golden ratio = √φ = 1.272019649514069 because if the ratio 1.272021878776315 is squared the result is the ratio 1.618039660085626.
The ratio 1.618039660085626 is an approximation of the Golden ratio = (√(5) plus 1)/2 = (φ) = 1.618033988749895.
The ratio 1.618039660085626 squared = the ratio 2.618052341610009. The Golden ratio = (φ) = 1.618033988749895 squared = (√(5) plus 3)/2 = 2.618033988749895.
Proof that the Kepler right triangle is the key to the true value of Pi can also be demonstrated if the length of the measuring tape is a minimum of 4 meters = 4000 millimeters, because if the circumference of the 1-meter diameter circle = 3144.6 millimeters is marked and placed on a horizontal straight line while the 1-meter diameter of the circle = 1000 millimeters is multiplied 4 equal times on a vertical straight line the result is the circumference of the 1-meter diameter circle = 3144.6 millimeters is the shortest edge length of a Kepler right triangle while the multiplication of the 1-meter diameter of the circle = 1000 millimeters = 4000 millimeters is the second longest edge length of a Kepler right triangle.
The multiplication of the 1-meter diameter of the circle = 1000 millimeters by 4 equal parts is 4000 millimeters. 4000 divided by 3144.6 = the ratio 1.2720218787763.
The ratio 1.2720218787763 is an approximation of the square root of the golden ratio of √φ = 1.272019649514069, because the ratio 1.2720218787763 squared meaning that the ratio 1.2720218787763 times the ratio 1.2720218787763 = the ratio 1.6180396600856.
Apply the Pythagorean theorem to the 2 right angles that are created from the results of the diameter of the circle being multiplied 4 equal times upon a vertical straight line while the circumference of the circle is placed upon a horizontal straight line, to get the hypotenuse of a Kepler right triangle.
We can find the correct decimal expansion for Pi as 4/√φ = 3.144605511029693144 and that is to 18 decimal places. We can have as many decimal places for Pi that are larger than 18 as long as we remember that the exact value for Pi = 4/√φ = 3.144605511029693144.
Pi is also defined as the ratio of the area of a circle divided by the area of the square that is located on the radius of the circle.
If a circle is created with a diameter that is the same measure as the longer edge length of a Square root of the golden ratio √φ = 1.272019649514069 rectangle then one-quarter of the circle’s circumference is the same measure as the shorter edge length of a Square root of the golden ratio √φ = 1.272019649514069 rectangle, plus both the surface area of the circle and the surface area of the Square root of the golden ratio √φ = 1.272019649514069 rectangle have the same surface area.
A Square root of the golden ratio √φ = 1.272019649514069 rectangle can be divided into 8 Kepler right triangles and if the shortest edge length of a Kepler right triangle is reduced to 1 then the hypotenuse is equal to the Golden ratio of cosine (36 degrees) multiplied by 2 = (φ) = (√(5) plus 1)/2 = 1.618033988749895, while the second longest edge length of the Kepler right triangle is equal to the Square root of the golden ratio √φ = 1.272019649514069, according to the Pythagorean theorem.
A Square root of the golden ratio √φ = 1.272019649514069 rectangle that has been divided into 8 Kepler right triangles has a surface area equal to 4 times √φ = 5.088078598056276. A circle with a diameter that is equal to the longer edge length of a Square root of the golden ratio √φ = 1.272019649514069 rectangle that has been divided into 8 Kepler right triangles also has a surface area equal to 4 times √φ = 5.088078598056276.
The longer edge length of the Square root of the golden ratio √φ = 1.272019649514069 rectangle that has been divided into 8 Kepler right triangles has a surface area equal to 4 times √φ = 5.088078598056276 is also equal to 2 times √φ = 2.544039299028138.
The shorter edge length of the Square root of the golden ratio √φ = 1.272019649514069 rectangle that has been divided into 8 Kepler right triangles has a surface area equal to 4 times √φ = 5.088078598056276 is also equal to 2.
A circle with a diameter that is equal to the longer edge length of a Square root of the golden ratio √φ = 1.272019649514069 rectangle that has been divided into 8 Kepler right triangles also has a radius that is equal to the Square root of the golden ratio √φ = 1.272019649514069. √φ times √φ = the Golden ratio of cosine (36 degrees) multiplied by 2 = (φ) = (√(5) plus 1)/2 = 1.618033988749895.
Circumference of the circle = 8.
1-quarter of the circle’s circumference = 2.
Diameter of the circle = 2 times √φ = 2.544039299028138.
Radius of the circle = the Square root of the golden ratio √φ = 1.272019649514069.
The surface area of the circle divided the surface area of the square that is located on the radius of the circle = 4/√φ = 3.144605511029693144, because 4/√φ times √φ times √φ = 4 times √φ/((φ)) = 4/√φ = 3.144605511029693144.
Surface area of the circle = 4/√φ times √φ times √φ = 4 times √φ = 5.088078598056276.
Radius of the circle = the Square root of the golden ratio √φ = 1.272019649514069.
Radius of the circle squared = √φ times √φ = the Golden ratio of cosine (36 degrees) multiplied by 2 = (φ) = (√(5) plus 1)/2 = 1.618033988749895.
Pi is also defined as the surface area of the circle divided the surface area of the square that is located on the radius of the circle.
Any circle can be squared by using just compass and straight edge alone when using the real value of Pi = 4/√φ = 3.144605511029693144. After you have measured a circle with a 1 meter diameter to find the exact value of Pi for yourself the next stage is to square the circle to further prove that 4/√φ = 3.144605511029693144 is the real and true value for Pi.
If you have a given circle and you want to create a square with a perimeter that has the same measure as the curvature of the circle then just use your calculator and divide the diameter of the circle by the square root of the Golden ratio = √φ = 1.272019649514069 and you will automatically have the width of a square that has a perimeter with the same exact measure as the curvature of the circle.
Multiply Pi = 4/√φ = 3.144605511029693144 times the diameter of the circle to confirm that the circumference of the circle is the same exact measure as the perimeter of the square.
To get the second quadrature of the circle just use the square root of the square root of the Golden ratio = √√φ = 1.127838485561682 by dividing the diameter of given circle to get the width of a square with the same surface area as the given circle.
Please remember that the ratio √√φ = 1.127838485561682 is the square root of the ratio √φ = 1.272019649514069 and the ratio √φ = 1.272019649514069 is the square root of the Golden ratio of cosine (36 degrees) multiplied by 2 = (φ) = (√(5) plus 1)/2 = 1.618033988749895.
The real value of pi is NOT transcendental because the real value of Pi = 4/√φ = 3.144605511029693144 is the only value of pi that can fit the following polynomial equation:
4th dimensional equation/polynomial for Golden Pi =
4/√φ = 3.144605511029693144
Minimal polynomial: x4 + 16x2 – 256 = 0.
https://www.tiger-algebra.com/drill/x~4-16x~2-256=0/
The real value of Pi = 4/√φ = 3.144605511029693144: Please copy and paste the following link into your web browser if you cannot click onto the following link:
https://www.wolframalpha.com/input/?i=4+divided+by+the+square+root+of+the+golden+ratio
Please click on the red dots in the following link to confirm that the real value of Pi = 4/√φ = 3.1446 is not transcendental.
The real value of pi = 4/√φ = 3.144605511029693144.
Minimal polynomial: x4 + 16x2 – 256 = 0
https://www.wolframalpha.com/input/?i=x4+%2b+16x2+%e2%80%93+256+%3d+0
The True Value of Pi revealed = 4/√φ = 3.144605511029693144:
https://www.youtube.com/watch?v=AHAOn7UfXt8
The Great Pi conspiracy part 1:
https://www.veteranstodayarchives.com/2015/02/05/pi/
The Great Pi conspiracy part 2:
https://www.veteranstodayarchives.com/2015/10/06/pi2/
Physical measurement for the real value of Pi
Pi Tape Measurement Foam Board Circle 1:
https://www.youtube.com/watch?v=fATlIzht7VI
Physical measurement for the real value of Pi
Pi Tape Measurement Foam Board Circle 2:
https://www.youtube.com/watch?v=KFGww0z6HRw&pbjreload=101
Physical measurement for the real value of Pi
Pi Tape Measurement Foam Board Circle 3:
https://www.youtube.com/watch?v=KTJsCzHLsEo
Physical measurement for the real value of Pi
Measuring the circumference of a wooden cut circle with a 1-meter diameter part 1:
https://www.youtube.com/watch?v=iVNrhqLN110
Physical measurement for the real value of Pi
Measuring the circumference of a wooden cut circle with a 1-meter diameter part 2:
https://www.youtube.com/watch?v=Ck_pe81qZ9Q
Physical measurement for the real value of Pi
Measuring the circumference of a wooden cut circle with a 1-meter diameter part 3:
https://www.youtube.com/watch?v=DSAK6XcdVuI
Pi Math Proof:
http://measuringpisquaringphi.com/pi-math-proof/
Proof 7 Part 2 Pi Math Proof:
https://www.youtube.com/watch?v=ohFXjnPOOnw&t=4s
Kepler right triangle math proof for Pi;
https://www.youtube.com/watch?v=nvja8rGCbzY&t=123s
Fixing and Correcting the problems caused by using traditional Pi:
https://www.youtube.com/watch?v=X1ZAtn6g-Vg
Geo Proof 1 Brand:
https://www.youtube.com/watch?v=FBKl62-13SQ&t=52s
Geo Proof 2 Brand:
https://www.youtube.com/watch?v=E1KUSEfr46k&t=12s
Geo Proof 4 Brand:
https://www.youtube.com/watch?v=d22iTENHGwU&t=69s
Geo Proof 6 Brand:
https://www.youtube.com/watch?v=VVwJ4J4pUFQ
5 more squared circle mathematical constants:
https://www.youtube.com/watch?v=BYlEvYflOps&t=6s
(Please download and read and keep the following Google drive link):
Geometric proof the real value of pi = 4/√φ = 3.144605511029693144:
https://drive.google.com/file/d/10p9S8aS5xNyenhOx14aVbX2Syygy4iOZ/view?usp=sharing
Π =3.14159.......Inconsistency in the number? What is an inconsistency in the number?
https://www.academia.edu/75118373/%CF%80_3_14159_Contradiction_in_the_number_1_10_%CF%80_3_14_%CF%80_4_%CF%86?email_work_card=view-paper
PURCHASE A ROLLING CIRCLE CUTTER WITH A RADIUS OF 50 CENTIMETERS:
https://www.ebay.com/itm/NT-Cutter-Large-Fabric-Circle-Cutter-7-7-8-Inches-39-3-8-Inches-Diameter-1-/254292882803?_trksid=p2349526.m4383.l4275.c1#viTabs_0
PURCHASE A GOLDEN CIRCLE CUTTER WITH A 200-CENTIMETER DIAMETER FOR £65:
https://www.wholesaleglasscompany.co.uk/acatalog/Silberschnitt-Circle-Cutter-with-6-Steel-Wheels.html?gclid=EAIaIQobChMInd_Uz8GO4AIVyZ3tCh2L3whtEAQYBCABEgIEPPD_BwE#SID=163
BRISTOL BOARD THAT IS LARGER THAN AO. MEASURMENT FOR BRISTOL BOARD = 3050MM X 1220MM:
https://www.amazon.co.uk/White-Foamex-Sheet-CHOOSE-1189mm/dp/B00QQD6RIE/ref=pd_rhf_se_p_img_2?_encoding=UTF8&refRID=W6GPAP6ZDGE6ZVX8QZ5N&th=1
Another source for purchasing large foam boards (The best source):
https://papergourmet.co.uk/view_prod_all_foams.asp?ID=58&make_sub=true&sub_ID=White&ID_mm=3mm
BEAM COMPASS WITH A RADIUS THAT IS LARGER THAN 500 MM:
https://www.londongraphics.co.uk/ecobra-beam-complete-compass
(Please download and read and keep the Microsoft word document from the following Google drive link):
Template for writing an email to Pi tape for the purpose of requesting the creation of a custom made tape measure to be purchased :
https://docs.google.com/document/d/1lsqpt_0lya39IncyvJStHGDmkbA0WZJ4/edit?usp=sharing&ouid=113498148517313993725&rtpof=true&sd=true
How accurate is a Pi Tape?
Pi Tape metric tapes have a diameter accuracy of ± 0,03 mm up to 3 600 millimeters. Pi Tape inch tapes have a diameter accuracy of ± 0,001" up to 144 inches. In addition, Pi Tape can construct measuring tapes with customized lengths and widths to meet your every need.
https://www.metritools.com/en/products/pi_tape/pi_tape_en.htm
Special Pi Tape® Tapes: Precision Vernier Periphery Tapes for Direct Diameter Readings:
https://www.newmantools.com/pispecials.htm
Pi Tape® Inside Diameter Tape:
https://www.youtube.com/watch?v=2EjRItONoOc
Pi Tape Inside Diameter Tape O Ring Metric:
https://www.youtube.com/watch?v=_bdx1XIKTXI
Pi Tape Easy read:
http://www.pitape.co.uk/products.asp#Easy_Read
Pi tape standard:
http://www.pitape.co.uk/products.asp
Pi tape pricing:
http://www.pitape.co.uk/pdf/PiTapeEuroPriceList.pdf
Pi tape circumference measuring in America:
https://www.pitape.com/specs/2022-Custom-Made-Inside-Diameter-Tape-Price-List.pdf
Pi Tape periphery tape for inside diameter measurements in millimeters:
https://www.metritools.com/en/products/pi_tape/pi_tape_id_catalogue_en.htm
Pi Tape periphery tape for inside diameter O-Ring measurements in millimeters:
https://www.metritools.com/en/products/pi_tape/pi_tape_id_o-ring_catalogue_en.htm
O-Ring Inside Diameter Blue Easy to Read Metric:
https://www.pitape.com/products-oringtapes-blueeasytoread-metric.htm
CUSTOM MADE PRECISION INSIDE DIAMETER O‐RING TAPES:
https://www.pitape.com/specs/2022-Custom-Made-Precision-Inside-Diameter-O-Ring-Tape-Price-List.pdf
Pi Tape® Precision Digital Tapes:
https://www.newmantools.com/pi/digital_pi_tape.htm
Precision Digital Outside Diameter/Circumference Tapes:
https://www.pitape.com/products-digital-tapes.htm
Precision Digital Linear Tapes:
https://www.pitape.com/products-digital-linear-tapes.htm
Pi tape: (Digital measuring tapes included):
https://www.indiamart.com/bhavnatoolsagency/pi-tape.html
Inside Diameter Pi Tape Measuring Tools:
https://prideinstrument.en.made-in-china.com/product/QSnmwPfMRRrp/China-Inside-Diameter-Pi-Tape-Measuring-Tools.html
Pi Tape Digital Tapes for measuring circles:
Digital readout measurement device:
https://patents.google.com/patent/US20120330607
Digital pi tapes:
https://store.measurenow.com/pi-tape-digital-tapes-p782.aspx
Pi Tape periphery digital tape:
https://www.metritools.com/en/products/pi_tape/pi_tape_digital_tape_en.htm
Inside Diameter 1095 Spring Steel Metric:
https://www.pitape.com/insidediametertape-1095springsteel-metric.htm
Inside Diameter 716 Stainless Steel Metric:
https://www.pitape.com/insidediametertape-716stainlesssteel-metric.htm
Inside Diameter Blue Easy to Read Metric:
https://www.pitape.com/insidediametertape-blueeasytoread-metric.htm
Another source to buy a Pi tape measure from:
https://www.google.com/search?q=Metric+Size+Pi+Tapes+from+15mm+to+4500mm%2C+internal-diameter.+Measuring+Tapes&client=firefox-b-d&sxsrf=APwXEdcWInDho-6aOjmDl6Qa4OxvqoIpLA%3A1681904928878&ei=INU_ZLmlNYiW8gLKzaqgDQ&ved=0ahUKEwi5tdOO8LX-AhUIi1wKHcqmCtQQ4dUDCA4&uact=5&oq=Metric+Size+Pi+Tapes+from+15mm+to+4500mm%2C+internal-diameter.+Measuring+Tapes&gs_lcp=Cgxnd3Mtd2l6LXNlcnAQAzoHCCMQsAMQJzoECCEQCjoFCAAQogRKBAhBGAFQuQdYx0dgqUxoAXAAeACAAZQBiAH1CZIBBDExLjOYAQCgAQHIAQHAAQE&sclient=gws-wiz-serp
SOFT 5 METER PLUS ENGINEERING TAPE 1:
5m Circumference / Diameter Tape - Woven Fibre
4 meter engineering tape:
https://www.google.com/search?client=opera&q=4-meter-engineering-tape+-+Google+Search&sourceid=opera&ie=UTF-8&oe=UTF-8
Images of tape meausres including digital pi tapes:
https://www.google.com/search?q=digital-pi-tape,inside-circumference&client=firefox-b-d&sxsrf=APwXEdfGQ9dj2Lmf7-rXpgo5cYwyweWzbg:1681909244922&source=lnms&tbm=isch&sa=X&ved=2ahUKEwj54tmYgLb-AhUFbsAKHdWGBv4Q_AUoAXoECAEQAw&biw=1517&bih=851&dpr=2
Purchase a spirit level:
https://www.homeflairdecor.co.uk/60cm-metal-spirit-level-by-supatool?gclid=Cj0KCQjwyJn5BRDrARIsADZ9ykE0o3OPFGSRfCdkH1aExBcpyCmPYZ3Mm4Ba1ZqVnwJmYdIF7GMR43AaAn6kEALw_wcB
CNC machine center profit H08 from Format4® | Felder Group:
https://www.youtube.com/watch?v=aOd3xrqzCfg
Felder group: FORMAT-4® - profit H08 - CNC machining center:
https://www.youtube.com/watch?v=EkOYPmYUAKU
Custom Wooden circles cut and made to order.
https://mdfdirect.co.uk/?gclid=CjwKCAjw7rWKBhAtEiwAJ3CWLFJVWMXpgBZs6sv5_Ika6f8vCQ34UWmiMWu-6PVf8kitaP6oyWEgKRoCyIUQAvD_BwE
Plywood Circle Cutting Service:
https://one-stop-diy.co.uk/pages/plywood-circle-cutting/
Cylinder circle should be 18mm thick.
Contact phone number: 0208 980 1177.
Cylinder with a diameter of 1 meter.
Cut wooden circles up to a diameter of 1820mm.
(Birch wood)
CNC Cutting Services in London | Free Quotation | CNC.london:
https://cnc.london/?gclid=EAIaIQobChMIi-yW27X03AIVWvhRCh0T6gUeEAMYAiAAEgIOR_D_BwE
CNC services in the United Kingdom:
https://fractory.com/cnc-machining-services/?utm_campaign=11230816691&utm_source=google&utm_medium=cpc&utm_term=fractory&utm_content=111490746938&dvc=c&utm_custom=EAIaIQobChMI7smik5iY9QIVY2HmCh1s0QQVEAAYASADEgImmfD_BwE&gclid=EAIaIQobChMI7smik5iY9QIVY2HmCh1s0QQVEAAYASADEgImmfD_BwE
More information about the true value of Pi = 4/√φ = 3.144605511029693144:
https://www.gabitos.com/LIBREPENSADORSINCENSURA/template.php?nm=1628035050