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Post by tsh73 on Sept 27, 2019 16:06:04 GMT -5
So. Let's take two concentric circles and run two dots with different speeds along them. And just connect these dots by line. Do it slowly - watch it taking shape. Whoa! Changing speed ratio, you get different pictures 'something by tsh73 'along '[instagram url="http://instagram.com/p/B26m-MslNiV/"] nomainwin open "test" for graphics_nsb_nf as #gr #gr "trapclose [quit]" #gr "down; home; posxy cx cy" print cx, cy
r=100 R=130 #gr "size 2" #gr "circle ";r #gr "circle ";R
#gr "size 1" pi=acs(-1) '2.5, 6 - 7 leaths '1.5 4 - 5 '2.5 4 - 3 '3 7 - 4 '4 9 - 5 dA=4*pi/200 da=9*pi/200
while 1 i=i+1 a=a+da A=A+dA x1=cx+r*cos(a) y1=cy+r*sin(a) x2=cx+R*cos(A) y2=cy+R*sin(A) #gr "line ";int(x1);" ";int(y1);" ";int(x2);" ";int(y2) if i>1000 then exit while call pause 30 wend #gr "flush"
wait
[quit] timer 0 close #gr end
sub pause mil t0=time$("ms") while time$("ms")-t0 <mil scan wend exit sub [quit] close #gr end end sub
Now the question is: what speeds produces this http://instagram.com/p/B26m-MslNiV ?
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Post by tenochtitlanuk on Sept 27, 2019 16:16:49 GMT -5
More of this inspired lunacy! LIKE!
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