Your Colors (step 3)

You must first determine how many colors will be displayed on your flag.

To determine how many colors, first see your personal code

How many colors are on your flag? :One_Color Two_Colors Three_Colors

One Color:

Call "D" the day of your birth, such as 8th or 25th, etc.

Calculate Dmod(4)=X. Your one color is the value of X in the chart below.

Note: mod is short for "modulus." mmodn = m - m*int(m/n) where int( ) stands for the greatest integer function.

In other words, mmodn is the remainder on division of m by n.

Individuals with only one color will need to use shades of that one color depending on his or her flag design.

XXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXX

Two Colors:

1st Color: Call "D" the day of your birth, such as 8th or 25th, etc.

Calculate Dmod(5)=X. Your first color is the value of X in the chart below.

Note: mod is short for "modulus." mmodn = m - m*int(m/n) where int( ) stands for the greatest integer function.

In other words, mmodn is the remainder on division of m by n.

2nd Color: Call "S" the sum of the letters in your formal first and last name.

Calculate Smod(5)=Y. Your second color is the value of Y in the chart below.

Note: mod is short for "modulus." mmodn = m - m*int(m/n) where int( ) stands for the greatest integer function.

In other words, mmodn is the remainder on division of m by n.

XXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXX

Three Colors:

1st Color: Call "D" the day of your birth, such as 8th or 25th, etc.

Calculate Dmod(8)=X. Your first color is the value of X in the chart below.

Note: mod is short for "modulus." mmodn = m - m*int(m/n) where int( ) stands for the greatest integer function.

In other words, mmodn is the remainder on division of m by n.

2nd Color: Call "S" the sum of the letters in your formal first and last name.

Calculate Smod(8)=Y. Your second color is the value of Y in the chart below. If your second color is the same as the first let Y = (S+1)mod(8) as to acheive a new color

Note: mod is short for "modulus." mmodn = m - m*int(m/n) where int( ) stands for the greatest integer function.

In other words, mmodn is the remainder on division of m by n.

3rd Color: Take the letters of your first and last intial and match them to their associated position in the alphabet: A =1, B=2, C=3, etc. Now sum these two numbers and call it A.

Calculate A mod(8) = Z. Your third color is Z in the chart below. If your third color is the same as either the first or the second, let Z = (A+1)mod(8), or Z=(A+2)mod(8) if (A+1) matches.