Another way to generate naturalistic 'flowers' with the Fibonacci curve. Lots of variations possible!
' Sunflower nomainwin WindowWidth = 800 WindowHeight = 800 c =( 5^0.5 +1) /2 numberofseeds = 13000 Pi = 3.14159265 open "Sunflower" for graphics_nsb as #wg #wg "trapclose quit" #wg "fill 0 0 150 ; flush" #wg "color 255 0 0" for i =0 to numberofseeds r =i^c /numberofseeds angle =2 *Pi *c *i x =r *sin( angle) +400 y =r *cos( angle) +360 #wg "up ; goto "; int( x); " "; int( y); " ; down" 'pix = int( r /1.4) 'pix =i mod 256 'pix =int( i /3) mod 256 pix =( angle *25) mod 256 col$ =str$( pix); " "; str$( 256 -pix); " 50" #wg "backcolor "; col$ #wg "circlefilled "; 4 next i #wg "getbmp scr 1 1 800 800" bmpsave "scr", "sunflowerJhf9.bmp" wait sub quit h$ close #wg end end sub