Steps
:x
:y
:Color
360x
360x
viewer(cos([u+zx+32])/100*100)2021-04-07 11:21[*-O]
viewer(sin([u+zx+4])/100*100)
2021-04-11 sun13:08[*-O]reigner"https://pbs.gigapron.com/131/13152/1"+u+"/pics/p1.jpg"
2021-04-11 sun13:08[*-O]reigner
| O |assembler| X |close
vers(cos([u+zx+32])/100*100)*120+400
2021-04-23 18:40[*-O]
vers(sin([u+zx+4])/100*100)*120+280
2021-04-23 fri18:40[*-O]
| O |page 0002| X |close
*
* @summary versine
* @author Stuart Wigley
* @author Randolph Fielding
* @version 1.2, 08/08/03
* @interface
* @param fX a floating-point number
* @return the versine of
* @return
* @throws IllegalArgumentException
* @throws TypeMismatchException
vers(cos([u+zx+32])/100*100)*120+400
2021-04-23 18:40[*-O]
vers(sin([u+zx+4])/100*100)*120+280
2021-04-23 fri18:40[*-O]
| O |page 0002| X |close
*
* @summary versine
* @author Stuart Wigley
* @author Randolph Fielding
* @version 1.2, 08/08/03
* @interface
* @param fX a floating-point number
* @return the versine of
* @return
* @throws IllegalArgumentException
* @throws TypeMismatchException
:iText
<--->
:x
:y
:Color
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360x
360x
Start Tutorial Lines Circles |
| flagInfoTutorial |
viewer(sin([u+zx+4])/100*100)
2021-04-11 sun13:08[*-O]reigner"https://pbs.gigapron.com/131/13152/1"+u+"/pics/p1.jpg"
2021-04-11 sun13:08[*-O]reigner
| O |assembler| X |close
Test[o]:
2021-04-12 mon19:38[*-O]reigner
| O |try| X |close
| x | y | z |
2021-04-12 mon19:38[*-O]reigner
| O |try| X |close
vers(cos([u+zx+32])/100*100)*120+400
2021-04-23 18:40[*-O]
vers(sin([u+zx+4])/100*100)*120+280
2021-04-23 fri18:40[*-O]
| O |page 0002| X |close
*
* @summary versine
* @author Stuart Wigley
* @author Randolph Fielding
* @version 1.2, 08/08/03
* @interface
Math..vers(fX)* @param fX a floating-point number
* @return the versine of
fX* @return
null if an exception is encountered* @throws IllegalArgumentException
* @throws TypeMismatchException
vers(cos([u+zx+32])/100*100)*120+400
2021-04-23 18:40[*-O]
vers(sin([u+zx+4])/100*100)*120+280
2021-04-23 fri18:40[*-O]
| O |page 0002| X |close
*
* @summary versine
* @author Stuart Wigley
* @author Randolph Fielding
* @version 1.2, 08/08/03
* @interface
Math..vers(fX)* @param fX a floating-point number
* @return the versine of
fX* @return
null if an exception is encountered* @throws IllegalArgumentException
* @throws TypeMismatchException
mvx()[gta+u*cz*3]/120+400
apple(o*u/cz)*apple(o*cz+1)*(1.0/cz)+280
Application starts today 2021-04-06 11:03
apple(o*u/cz)*apple(o*cz+1)*(1.0/cz)+280
mvx()
apple(o*u/cz)*apple(o*cz+1)*(1.0/cz)+280
Application starts today 2021-04-06 11:03apple(o*u/cz)*apple(o*cz+1)*(1.0/cz)+280
mvx()
Still researching in a better performance.
try to add the following treat formula
to se reactions...
[gta+u*cz*cos(cz/10)]/180*apple(o*cz+1)*(1.0/cz)+280
[gta+u*cz*sin(cz/10)*120]/180*cos(o*cz/80)*(3.0/cz)+280
2021-04-06 11:49[*-O]
black
[gta+u*cz*sin(o/12.0)]/120*[gta+u+cz+cos(cz/120)]/400+280
2021-04-06 12:43[*-O]
cos(gta+o/70)*sin(o/12)*120+[gta+u-zx*cz]/164+280
2021-04-06 14:20[*-O]
try to add the following treat formula
to se reactions...
[gta+u*cz*cos(cz/10)]/180*apple(o*cz+1)*(1.0/cz)+280
[gta+u*cz*sin(cz/10)*120]/180*cos(o*cz/80)*(3.0/cz)+280
2021-04-06 11:49[*-O]
black
[gta+u*cz*sin(o/12.0)]/120*[gta+u+cz+cos(cz/120)]/400+280
2021-04-06 12:43[*-O]
cos(gta+o/70)*sin(o/12)*120+[gta+u-zx*cz]/164+280
2021-04-06 14:20[*-O]
rings[u+zx+3]+400triangle(point)*120
triangle1(point)
[gta+u*cz*cos(o/72)]/120+4002021-04-07 11:21[*-O]
[gta+u*cz*cos(cz/72)]/120+4002021-04-07 11:21[*-O]
triangle1(point)
[gta+u*cz*cos(o/72)]/120+4002021-04-07 11:21[*-O]
[gta+u*cz*cos(cz/72)]/120+4002021-04-07 11:21[*-O]
Organize fig.1
rings[u+zx+3]+400triangle(point)*120
triangle1(point)
[o]/0.64+4002021-04-07 11:21[*-O]
((cz/(100))*sin(o/2))*40+2802021-04-07 19:06[*-O]
rings[u+zx+3]+400triangle(point)*120
triangle1(point)
[o]/0.64+4002021-04-07 11:21[*-O]
((cz/(100))*sin(o/2))*40+2802021-04-07 19:06[*-O]
This ObMoves...:
puff(120, 50)*120
puff(150, 60)*120
puff(150, 90)*120
psf(point+240)*120
rings[u+zx+4]+280triangle(point)*120
triangle1(point)
scalepoint(cos(o+cz/4)*120)2021-04-08 19:19[*-O]
scalepoint(sin(o+cz/9070)*120)2021-04-08 19:18[*-O]
psf(point+240)*120
rings[u+zx+4]+280triangle(point)*120
triangle1(point)
scalepoint(cos(o+cz/120)*120)2021-04-08 19:19[*-O]
scalepoint(sin(o+cz/120)*120)2021-04-08 19:18[*-O]
puff(120, 50)*120
puff(150, 60)*120
puff(150, 90)*120
psf(point+240)*120
rings[u+zx+4]+280triangle(point)*120
triangle1(point)
scalepoint(cos(o+cz/4)*120)2021-04-08 19:19[*-O]
scalepoint(sin(o+cz/9070)*120)2021-04-08 19:18[*-O]
psf(point+240)*120
rings[u+zx+4]+280triangle(point)*120
triangle1(point)
scalepoint(cos(o+cz/120)*120)2021-04-08 19:19[*-O]
scalepoint(sin(o+cz/120)*120)2021-04-08 19:18[*-O]
Plasta [01]...:
logo1(point)
logo2(point)
logo1(point)
logo2(point)
Mag Hornz..[02]...:
eval(cos(o+ceil(11.9720)^2) * 200)+408
eval(tan(o) * 190^PI/sin(7.30)^5)+212
eval(cos(o+ceil(11.9720)^2) * 200)+408
eval(tan(o) * 190^PI/sin(7.30)^5)+212
By Logical[01]Lady...:
eval(cos(o+ceil(12.9720)^2) * 200)+408
eval(tan(o) * 190^PI/sin(7.30)^5)+212
eval(cos(o+ceil(12.9720)^2) * 200)+408
eval(tan(o) * 190^PI/sin(7.30)^5)+212
...
A Little Square:
eval(floor(cos(o/22)*PI*2))+412
eval(floor(cos(o/16)*PI*2))+412
eval(floor(cos(o/22)*PI*2))+412
eval(floor(cos(o/16)*PI*2))+412
Pow fakt:
eval(cos(o) * 213)+412
eval(sin(o) * 176/pow(42))+240
pow() acts strange as saving function
eval(cos(o) * 213)+412
eval(sin(o) * 176/pow(42))+240
pow() acts strange as saving function
Objective Look At This Circle:
eval(cos(o) * 150^3.7)+412
eval(sin(o) *130^ceil(tan(41.2)))+240
eval(cos(o) * 150^3.7)+412
eval(sin(o) *130^ceil(tan(41.2)))+240
Play on...:
eval(o * 340 / Math.PI * 2 / 360)+290
eval(cos(o) * 190^sin(9.22))+412
eval(o * 340 / Math.PI * 2 / 360)+290
eval(cos(o) * 190^sin(9.22))+412
Play on[01]...:
eval(o * 600 / Math.PI * 2 / 400)+290
eval(cos(o) * 190^PI/sin(7.30)^5)+412
eval(o * 600 / Math.PI * 2 / 400)+290
eval(cos(o) * 190^PI/sin(7.30)^5)+412
Play on[02]...:
eval(cos(o) * 220)+412
eval(cos(o/tan(0.372)) * 190^sin(9.22))+412
eval(cos(o) * 220)+412
eval(cos(o/tan(0.372)) * 190^sin(9.22))+412
By Logical[01]...:
eval(cos(o) * 220)+408
eval(sin(o/ceil(PI)) * 120)+408
eval(cos(o) * 220)+408
eval(sin(o/ceil(PI)) * 120)+408
By Logics [02]_Circlez:
eval(cos(o+ceil(16.9720)^2) * 200)+408
eval(sin(o+ceil(16.9720)^2) * 200)+208
eval(cos(o+ceil(16.9720)^2) * 200)+408
eval(sin(o+ceil(16.9720)^2) * 200)+208
$Chat_Box$