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In Solomon’s Temple there are three references to Pi = 3.14 times 100. Archimedes got around the fractions by just working with a Pi number times 100. The first reference is in the great circle of the 20 diameter circle. Second Pi reference is in the volume of the 10 diameter circle and lastly in the square of the circle.
This square of a circle can be found by making a right triangle can be used to find the longest length, the hypotenuse when implementing the Pythagorean theorem (a ² + b² = c²). Utilizing the Pythagorean Theorem of (a ² + b² = c²) will produce (5.83333 ² + 35² = c²), so (c) equals 35.48278088. Dividing this number by two equals, 17.74139044 which is the length and width of the square intended to equal the great circle and is the final Pi location for magic Pi. Multiplying the square means (17.74139044 times 17.74139044), which will produce an area of 314.7569347.