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Copy path107.bas
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81 lines (74 loc) · 1.46 KB
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''' Bezier_pen
''
'' with Pen/Mouse
'' for SmallBasic-v0.9.0.3
'' on Win98se, by Ted Clayton
'' references:
''
'' "Learning Mathematics with Micros"
'' by A. Oldknow & D. Smith, p.81
''
'' Sketch.sb, for Pen/Mouse code
? "Pick a line by left-clicking"
? "two points on the screen."
?
? "Then, pick a 3rd point, to"
? "the side of the line. The"
? "line will rubber-band toward,"
? "but not to, the new point."
?
? "To dynamically rubber-band"
? "the line; left-click-hold,"
? "and move the mouse."
?
? "Uses ''binomial probability"
? "distribution'', a.k.a.,"
? "''Pascal''s Triangle''."
?
? "''q'' to quit"
dim P1(1) '' end-point #1
dim P2(1) '' #2
dim Cp(1) '' control-point
dim Bp(1) '' Bezier-curve point
pen on '' pick 2 points
gosub WaitForPen
P1(0)=pen(4) '' end-point #1
P1(1)=pen(5)
circle P1(0), P1(1), 3 color 12
gosub WaitForPen
P2(0)=pen(4) '' end-point #2
P2(1)=pen(5)
circle P2(0), P2(1), 3 color 10
repeat
gosub WaitForPen
cls
'' control-point
Cp(0)=pen(4)
Cp(1)=pen(5)
circle P1(0), P1(1), 3 color 12
circle P2(0), P2(1), 3 color 10
circle Cp(0), Cp(1), 3 color 9
pset P1(0), P1(1)
'' calculate, plot Bezier curve
'' uses Pascal''s Triangle
for t=0.05 to 1 step 0.05
s=1-t
k1=s*s
k2=2*s*t
k3=t*t
for i=0 to 1
Bp(i)=k1*P1(i)+k2*Cp(i)+k3*P2(i)
next i
line Bp(0), Bp(1)
next t
line P2(0), P2(1)
k=inkey
until k="q"
pen off
end
label WaitForPen
while pen(0)=0
k=inkey
if k="q" then end
wend
return'