Resistor color code colour science

 The science of resistor colour codes 

In electrical circuits resistors are an important component as they provide resistance to current.The resistance is important as it produces a voltage drop across two points. Resistance in a circuit is created by a resistor or a resistance wire. When resistors are given out they are color coded to denote their resistance so that the circuit  maker is able to make the circuit according to his needs. 

The colour codes for a resistor look like this:

As you can see being able to read a resistor requires you to understand what color corresponds to which number, and remembering that can be a very lofty job. Fortunately I have been able to decode a color pattern for the numbers between 0-9. 

Before I start I would need to paste a photo of a colour mixing scheme for paints for you to understand it better

`

Now here is the logic of the resistance color scheme I have decoded:

Number		Colour	Colour name	Combination on paint scheme	Existence in number scheme	Description
0			Black	Red, Yellow, Blue	2+4+6	Combination of all three Primary colours
1			Brown	Red, Black	0+2/(2+2+4+6)	Sandwiched between its primary colours which are:  1st and 3rd numbers   1st primary and composite colours respectively 1 is the numerical mean of 0 and 2 1st odd number
2			Red	Primary colour	2	1st primary colour, and 1st even number
3			Orange	Red, Yellow	2+4	Sandwiched between its primary colours which are:  1st and 2nd even numbers   1st and 2nd primary colours 3 is the numerical mean of 2 and 4 3 is the sum of 1 and 2 2nd odd number
4			Yellow	Primary colour	4	2nd Primary colour and 2nd even number
5			Green	Yellow, Blue	4+6	Sandwiched between its primary colours which are:  2st and 3nd even numbers   2nd and 3rd primary colours 5 is the numerical mean of 4 and 6 5 is the sum of 2 and 3 3rd odd number
6			Blue	Primary colour	6	3rd primary colour and 3rd even number
7			Purple	Red, Blue	2+6	Sandwiched between its primary colours which are:  1st and 3rd even numbers   1st and 3rd primary colours
8			Grey	Black, White	0+9/(2+4+6+9)	Mix of the first and last colours/ Every primary and Unique colour
9			White	Unique colour	9	Last colour to not have any primary colours

Therefore for the numbers, there is a general pattern that can be extrapolated                                    Every colour that represents a prime/ unique odd number is composite (except 7 from here) and is a numerical mean of the colours that represent its primary colours. Moreover it represents the arithmetic mean of the two numbers that represent its primary colours and is the sum of the place of its primary colours  Every composite colour representing Prime odd numbers(except 7) is sandwiched between its two primary colours  Every even number that has a coprime factor to 2 is represented by a primary colour All colours representing Prime odd numbers are combination of 2 of the 3 prime colours (0&2,2&4, 4&6, 2&6)  The penultimate colour: grey represented by 8 is a combination of the two ends of the spectrum, which accounts for all the colours that do not have a primary colour