oint Pb, x units directly above Pa.
Move Pb parallel with the y-axis for z units.
Create a Bezier Ba from Pa to Pb, which has vertical tangencies at both end-points.
Copy Ba (and name it Bb) and move it along the y-axis for q units.
Create line segments La and Lb between the end-points of Ba and Bb.
Join Ba, La, Bb and Lb into a single closed, planar curve.
Extrude this curve for k units along the x-axis, creating the brep Ka.
Cap Ka to create a closed solid Kb which represents one of the 4 building towers.
etc. etc.
Some of these steps should be do-able even for a beginner. For others you may require help from teachers or forum members. But without a written (or drawn) algorithm like the one above, this is very much a 'do my homework for me' question and they tend not to get answered.
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David Rutten
david@mcneel.com
Poprad, Slovakia…
Added by David Rutten at 10:13am on April 10, 2013
nt to multiply the number of items in the list A, so at the end I will end up with the same number of elements in each lists.
e.g. (for branch 1 in list A I want to have two times the same curve, and the same for the branch 2 and so on )
List A (Data with 88 branches)
{0} N=1
{1} N=1
{2} N=1
{3} N=1...
List B (Data with 88 branches)
{0} N=1
{1} N=2
{2} N=2
{3} N=1...
NEW List A (Data with 88 branches)
{0} N=1
{1} N=2
{2} N=2
{3} N=1...
Any suggestions about how to do this?
Thank you,
Martha
…
) function if you've already got a boolean value.
This expression:
x < 12
results in exactly the same things as this expression:
If( x < 12, True, False )
If() is only really useful when you want to return non-boolean data, like so:
If( x < 12, x, 100-x )
In this case, the expression will return either x, or 100-x if x is larger than or equal to 12:
x result
1 1
2 2
10 10
11 11
12 88
13 87
14 86
18 82
70 30
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David Rutten
david@mcneel.com
Poprad, Slovakia…
Added by David Rutten at 7:22am on August 10, 2011
the map? For example in one list I want curves 5, 20, 21, 22, 23, 60. In another I want curves 1, 37, 40. In another maybe 70-80. And in the last, all curves that aren't specified in those three lists. Is there a way to partition the lists as such?…
represent the list rearrangement. It would also be great for this to accommodate variable list lengths because the u/v gridlines on the original surface are tbd
…