


0:
0+0=0
Message details: posted on
12/10/2018 9:11:04 AM
by
0









Isisgeniustulpagenius69:
Isisgeniustulpagenius69
Message details: posted on
11/10/2018 5:49:55 PM
by
Isisgeniustulpagenius69









Isisgeniustulpagenius69:
Isisgeniustulpagenius69
Message details: posted on
10/10/2018 3:12:24 PM
by
Isisgeniustulpagenius69









PROTON2MONOWHEEL:
(2)+(Im(z))*(Re(z))(Im(z))*(2)*(Re(z))+
(Im(z)*.0000000004)/(z0)
Custom fractal.
Reset colour values.
4 Iterations.
Message details: posted on
9/19/2018 4:51:42 PM
by
PROTON2MONOWHEEL









+Isisgenius69:
POLYHEDRAL GENERATOR: Write a program
, exactly the same as the one in the
previous message, except use the number:
124875 124875 124875 578421 578421
578421
Again, click into the gaps and pull the
numbers together to make one long number
as before, and execute the number 3 times in
order to draw the nonagon pattern. When
complete, this MANDALA is artwork ready for
the wall. The name and title of this
MANDALA is POLY. The only other details for
all these programs are to tune the black line
thickness of the drawing to the correct
asthetic thickness, and make the smallest
shape (using shape surface area calculations)
absolute red, then continuing through yellow
to absolute blue for the very largest shape,
like a continuous rainbow spectrum. Leave a
White gap between the coloured shape in the
black line drawing, and the black line itself,
of the same thickness as the black line, in
order to create a clean looking, dynamic
design. Set the resolution (accuracy) with
which the pattern is drawn to a high number,
but not such a high number that a pop up
warns you that the processor is being
overloaded. A nonagon has a 140 degree
angle from one side to the next, and a 40
degree segment or interior angle.
Message details: posted on
9/19/2018 4:16:13 PM
by
+Isisgenius69









+Isisgenius69:
POLYhedral Generator: Write a computer
program, that draws, a nonagon
continuously and make the length of each
side, the following number: 124875
124875 578421 578421 124875 124875
124875 124875 124875 124875 578421
124875 578421 124875 124875
Repeat this number 3 times, in order to
complete the POLYHEDRAL GENERATOR
and draw the MANDALA in these 3 stages.
Each digit in this number represents the
length of each side of the nonagon that
we are continuously drawing. I.E. 1mm,
2mm, 4mm, 8mm, 7mm, 5mm. Of course
it is ratio so it could be practically any
measurement, real life. We will scale it on
the screen appropriately, and print it off A3
size, to make artwork for the wall, probably
in a clip frame, because it's modern and
scientific to do so. You can draw a simpler
version with the following number:
124875 124875 124875 Use this number
once only to complete the MANDALA.
The name of each MANDALA is POLYHEDRAL
GENERATOR. This is the title.
Don't forget to pull in the spaces between
the 6 digit numbers with a careful singe
keypress, when you click in between the
numbers, so as not to accidentally remove a
digit, when you make a single long number
in a program. I have written this number
as I have done, to make it easy to read,
without making errors.
Message details: posted on
8/19/2018 2:10:29 PM
by
+Isisgenius69









.46TULPA32:
(i+i+0)+(ii)(0i+i)+(i+i)(0ii)*
(z0*z0*z0*z0)
Message details: posted on
7/1/2018 7:15:03 AM
by
.46TULPA32









.69TULPA:
(0)+(i+i)+(0ii)(i+i)+(0+ii)(0i)*
(0/Re(z)+Re(z))/(0+z+4)*(0/i+z)/(z0)
Another success.
Message details: posted on
6/14/2018 5:22:05 PM
by
.69TULPA









.69TULPA:
Try the same formula in the previous
message, except put: *(0/iz) on the end.
Message details: posted on
6/13/2018 4:35:05 PM
by
.69TULPA









.69TULPA:
(0)+(Im(z)+Im(z))+(0ii)(Im(z)+Im(z))+
(0+ii)(0Im(z))*(0/Re(z)+Re(z))/(0+z+4)
Custom Fractal.
Message details: posted on
6/10/2018 4:36:03 AM
by
.69TULPA









EXP EXP:
EXPect a miracle polarity:
(2)(zz)(0z00)(z+z)+(0+z0+0)+
(Re(z)+Re(z))*(Im(z)*.0000000004)/
(31*Re(z)/.4)*(zzz)*(Im(z).45/Im(z))*
(z0+z0+z0)/(z.45/z)*(z0.45/z0)
For 4 Iterations, and reset colour values.
Message details: posted on
3/27/2018 5:25:08 PM
by
EXP EXP









Tulparett36:
(ii22ii)(0)(ii22ii)(Im(z)Im(z)
Im(z)Im(z)Im(z))/(z)/(z)(z0)/(Im(z))/(Im(z))
Same as before.
Message details: posted on
3/24/2018 2:21:10 AM
by
Tulparett36









Tulparett36:
(i2i)(i2i)(Im(z)Im(z)Im(z)Im(z)
Im(z))/(z)/(z)/(z0)/(z0)/(z0)(Im(z))/(z)/(z)
For 4 Iterations, and reset colour values.
Custom Fractal.
Beauty, and heart's wishes are in the i of the
beholder.
Message details: posted on
3/24/2018 1:36:06 AM
by
Tulparett36









Tulparett36:
The same as last time, except:
(ii)(ii)+(i+Im(z)+2)(ii)(2+Im(z)+i)+
(ii)(2i+i)+(Re(z)+Re(z))*
(Im(z)*.0000000004)/(31*Re(z)/.4)*
(Re(z).45/Re(z))*(zz0+z0)/(zz0+z0)*
(Im(z).45/Im(z))*(z0+z0z0)/(z+zz)*
(z0.45/z0)*(i*i)/(z0)*(Re(z))
Message details: posted on
3/23/2018 11:49:17 PM
by
Tulparett36









Tulparett36:
For 4 iterations, and reset colour values:
(ii)+(ii)+(ii+2)(i+i)(2ii)+(i+i)+(2ii)+
(Re(z)+Re(z))*(Im(z)*.0000000004)/
(31*Re(z)/.4)*(Re(z).45/Re(z))*(zz0+z0)/(zz0+z0)*(Im(z).45/Im(z))*(zz0+z0)
Message details: posted on
3/22/2018 11:56:57 PM
by
Tulparett36









00694:
King Midas Generator. King Midas Electron.
Everything he touched turned to gold.
Goldmine. That is to say: Gold minus.
Message details: posted on
3/13/2018 7:06:57 PM
by
00694









6904:
(Im(z))/(18+18)/(z)/(z)/(18+18)/(i)/(i)/
(18+18)/(z0)/(z0)
Also: Try Re(z) in place of Im(z)
Message details: posted on
3/10/2018 5:28:00 PM
by
6904









6904:
(iiii)(Im(z)2.1Im(z))/(z0)/(z0)*(z)/(z)/
(z0)/(z0)/(z0)/(z0)/(666)/(z0)/(z0)/(z0)
Also: Change 2.1 to 0 and the minus sign
that follows it to a plus sign. Notice the two
halves, and the polarity!
Message details: posted on
3/10/2018 4:46:17 PM
by
6904









VULVA:
(0)(iiii)(Im(z)2.1Im(z))/(z0)/(z0)*(z)
Message details: posted on
3/5/2018 5:59:00 PM
by
VULVA









VULVA:
Better version:
(0)(iiii)(Im(z)Im(z)Im(z)Im(z)Im(z))/
(z0)/(z0)*(z)
Also try i in place of 0 in the first set of brackets. King Minus minus. Everything he
touched, turned to gold.
Message details: posted on
3/4/2018 3:22:03 PM
by
VULVA





