The world’s most mathematical flag

Step 1

draw a line.We will call that line ab

Step 2

draw a line up from point

a which will be 3/5 ths the length of line.this is line ac

Step 3

draw an identical line parallel to line ac starting at point b and that line is line bd

Step 4

connect points c and d with a line. that is line cd

Step 5

draw a line down the horizontal line of symmetry. That is line ef

step 6

draw a line 1/60th the length of line ab from the middle of line ab

keep it straight and stop at the horizontal line of symmetry

Step 7

draw a line on the other side of the middle of line ab

to line ef.the flag should be vertically symmetrical

Step 8

make the middle of line ab point g

Step 9

The point g is on the x axis 0

draw a parabola with this graphing formula y=0.1x squared

Step 10 extend the parallel lines by 50% and draw a arc half the size of the

parabola on the bottom of the flag with the formula y=-0.1x squared

Step 11

split the parallel lines in 2 and curve it in a quarter circle where the top of the circle is ¾ 0f the way between line ef and line cd and continue on for as long as the outer curve of the quarter circle

Step 12

draw fern leaves where the first leaf is 4 times bigger than the last so they neatly slope from big to small

Step 13

Draw small stars in the bottom corners

Step 14

in the upper corners draw stars enlarged by a scale factor of 2

Step 15

draw a line ⅓ of the length of line ef and at the end draw korus and it starts  at the middle of the flag sloping at 15 degrees

Step 16

Draw another koru which is the mirror of the last koru you drew

step 17

youre done