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Intuitive Geometry Method 2 Square

Intuitive Geometry - Drawing with overlapping circles Method 2 Square by Nathalie Strassburg

QUICK LINKS:  About, ArtBooksImages for saleLine Art for sale, Learn the method online with step by step instructions: CircleSquareTriangleHexagonPentagonSpiralsWavesScaling. Learn how to apply the method: How to draw BeesButterfliesFlowers (3 fold)Flowers (4 fold)Flowers (5 fold)Human BodyHuman EyeHuman FaceSnowflakesSpiders.


Intuitive Geometry is not just about drawing, it is about developing our intuition and learning the fundamental structure of life. Practicing the use of overlapping circles affects our consciousness on all levels, and our ability to become more powerful creators in this world. – Nathalie Strassburg


The Intuitive Geometry method is a basic set of principles for using overlapping circles to create and design anything. Below are the step by step instructions for the square.

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Square with step by step instructions

Intuitive Geometry Square
Intuitive Geometry Method Square Fig 1

At any point (A) draw a circle of any size. Find any point on the circumference (B)
and draw a circle with the same radius (AB).


Intuitive Geometry Method Square Fig 2

Continue around drawing a circle at any new intersection (C etc.) on the circumference .
Find points D & E, connect them with a straight line to divide the circle in half. Find points F & G and mark them.


Intuitive Geometry Method Square Fig 3

Draw circles with the same radius on points G & F to find the square HIJK.


Intuitive Geometry Method Square Fig 4

Connect H & K and I & J through the centre. Extend AB. Draw the squares.


Intuitive Geometry Method Square Fig 5

Where the two squares intersect, Find points Q R S T U V W & X. Connect R & V, S & W, T & X, U & Q through the centre.
Find the new intersections on the circumference to create 16 divisions on the circle.


Intuitive Geometry Method Square Fig 6

Complete the new squares by connecting VX, XR, RT, TV and UW, WQ, QS, SU.


Intuitive Geometry Method Square Fig 7

Find all the new intersections, extend them to the circumference and mark them Y, Z etc.
You have now created 32 divisions.


Intuitive Geometry Method Square Fig 8

Draw the new squares Y1234 etc. Find the new intersections (64 divisions!) and mark them too.


Intuitive Geometry Method Square Fig 9

Draw the new squares.


Cube

Intuitive Geometry Method Square Fig 10

At any point draw a circle of any size. Find any point on the circumference and draw a circle with the same radius (AB). Continue around drawing a circle at any new intersection on the circumference. Mark the points C, D, E, F, and G. Connect A & C, A & E and A & G. Connect A & D, A & F and A & B. You have drawn a cube.

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