Created
August 14, 2017 08:57
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SmallBASIC: dd
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#sec:Main | |
' sier2.bs | |
' From "Fractals" by Hans Lauwerier | |
' Heavily modified for SB :-) | |
' Method 2 to draw Sierpinski Triangle | |
cls | |
c=3 | |
rect 0,0,160,160 color o filled | |
p=5: dim T(p): a= SQR(3) | |
for m=0 to p | |
for n=0 to 3^m-1 | |
n1=n | |
for l = 0 to m-1 | |
t(l) = n1 mod 3 : n1=n1\3: next l | |
x=0: y=0 | |
for k=0 to m-1 | |
x = x+cos((4*t(k)+1)*PI/6)/2^k | |
y= y+sin((4*t(k)+1)*PI/6)/2^k | |
next k | |
u1 =45*(x+a/2^(m+1))+80 | |
u2=45*(x-a/2^(m+1))+80 | |
v1=45*(y-1/2^(m+1))+100 | |
v2=45*(y+1/2^m)+100 | |
x = 45*x+80 | |
y = 45*y+100 | |
line u1, v1, x, v2 COLOR c | |
line x,v2, u2, v1 COLOR c | |
line u2,v1,u1,v1 COLOR c | |
next n | |
c=c+2 | |
next m | |
beep | |
pause |
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