very surface i.e. 33, which you are trying to match up with 3 surfaces in a single list. Which is the second issue you would need to graft the single list of surfaces before inputing them to both the P and C inputs. That way you are making GH Match the first surface with the first set of points and so on. and not every surface with each set of points.
To sort out the Data structure coming from the grid use a pathmapper with {A;B;C;D}(i) --> {A;B}…
Added by Danny Boyes at 4:11am on February 7, 2011
indexes later and the k value is just 5. The goal is to output all combinations of length 5 from the list of integers 0 to 19.
I placed the list in brackets in order to make it iterable (I don't really know what this means.) Somehow I need to get the combinations out of the itertools.combination output.…
each circle's border, let us say 1.0
3) So, the curve will end up with 5 points, in each point will have a circle, each circle will have a different Radius, but the distance in between the borders of each circle is always the same = 1.0 in this case.
4) The end result list here would be like this to evaluate a curve with these values and find the points on the curve:
List = 1, 5, 11, 19 etc If I use these values to eval a line, I will get the perfect points where I can draw the circles.
…
s
(distance from Spine to Profile)
4) Create Circles at each floor
5) Rotate Each Floor by twisted amount
(according to height of floor)
6) Divide each floor by number of Flutes
7) Flip Matrix of Flute Points (version 0.7)
(if using v0.6 then search flip matrix on site for method)
(Rows to Columns)
8) Interpolate Curve through Flute Points
9) Mirror Flute Curves
10) Create display grid
11) Make a vector 2Pt from the floor centre
to the corresponding display point…
First use a series component with start=1, step=42, count=3
Use the output to create a new series component with start=existingseries, step=1, count=11