The document discusses the Fibonacci sequence and how it relates to the golden ratio. It shows the sequence of numbers 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, where each number is the sum of the previous two. It then explains that the ratio of one number to the next remains approximately 1.618, known as the golden ratio. Examples are given of how this ratio appears in nature, such as the spirals of shells and flowers.

1. Understanding Visual Literacy through the naked eye.
What you see is not always what is there.

2. The Fibonacci Series
What is it all about?

3. 1 2 3 5 8 13 21 34 55 89
Hint: It is a Mathematical sequence!

4. 8 13 21 34 55 891 2 3 5
How did this happen ?

5. 13 21 34 55 891 2 3 5 8+ =
Each number is the sum of the two preceding !

6. 13 21 34 55 891 2 3 5 8+ =

7. 13 21 34 55 891 2 3 5 8+ =

8. 1321 34 55 891 2 3 5 8+ =

9. 13 2134 55 891 2 3 5 8+ =

10. 13 21 3455 891 2 3 5 8 + =

11. 13 21 34 55891 2 3 5 8 + =

12. 13 21 34 55 891 2 3 5 8 + =

13. 13 21 34 55 891 2 3 5 8

14. 13 55 891 2 3 5 8 21 34

15. 13 55 891 2 3 5 8 21 34
The “golden selection” is devised from this ratio

16. 13 55 891 2 3 5 8 21 34

17. 21
34

18. 21
34
The ratio remains the same regardless of subdivisions !

19. 21
34

20. 21
34

21. 21
34

22. 21
34

23. 21
34

24. 21
34

25. 21
34

26. 21
34
When we the squares define the radii of circles,
the propagating spiral emerges !

27. Let’s see some examples!

28. F i b o n a c c i

32. And Photographers love it!

33. And Photographers love it!

40. Thank you
Fibonacci !