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- DotNET C# Script
- List<On3dPoint> dentro = new List<On3dPoint>();
List<On3dPoint> fuera = new List<On3dPoint>();
for (int i = 0; i < puntos.Count; i++)
{
//RhUtil.RhinoIspuntosOnFace();
if(RhUtil.RhinoPointInPlanarClosedCurve(puntos[i], perimetro) == 0)
{
fuera.Add(puntos[i]);
}
else
{
dentro.Add(puntos[i]);
}
}
interiores = dentro;
exteriores = fuera;
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56
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58
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58
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58
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60
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- -1
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- Panel
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- true
- true
- true
- 0
- con esta rutina comprobamos si los puntos están dentro o no de la curva.
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-
255;0;0;0
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0;227;43;90
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923
4565
157
80
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923
4565
157
80
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923.0654
4565.236
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- Point
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1152
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90
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1152
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90
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92
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92
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- Panel
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- true
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- se trata de un script, si tienes curiosidad, échale un vistazo, pero si no entiendes nada, no te preocupes :-)
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255;0;0;0
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93;227;43;90
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137
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- Panel
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- comprobad que la curva está cerrada!!
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255;0;0;0
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93;227;43;90
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89
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89
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60
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60
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- Divide Domain²
- Divide
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- longest_list
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537
4580
63
64
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557
4582
24
60
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569
4612
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539
4582
18
20
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539
4582
18
20
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548
4592
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- 1
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539
4602
18
20
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539
4602
18
20
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548
4612
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- 10
- V
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- 1
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539
4622
18
20
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539
4622
18
20
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548
4632
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- 10
- S
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581
4582
17
60
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581
4582
17
60
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589.5
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- Curve
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310
4511
60
20
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310
4511
60
20
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340.1665
4520.767
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- Isotrim
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-
638
4552
63
60
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658
4554
24
56
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670
4582
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640
4554
18
28
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640
4554
18
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649
4568
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640
4582
18
28
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640
4582
18
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649
4596
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682
4554
17
56
-
682
4554
17
56
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690.5
4582
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- BRep Components
- Explode
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- false
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- longest_list
-
740
4553
62
68
-
759
4555
24
64
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771
4587
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- f90ad747-d5df-499f-8c60-79b0523081e3
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742
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17
64
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742
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17
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750.5
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783
4555
17
21
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783
4555
17
21
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791.5
4565.667
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783
4576
17
22
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783
4576
17
22
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791.5
4587
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783
4598
17
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783
4598
17
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791.5
4608.333
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- Planar Srf
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- longest_list
-
419
4548
62
56
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438
4550
24
52
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450
4576
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421
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17
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421
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429.5
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462
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462
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17
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470.5
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- List Item
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- longest_list
-
667
4699
65
64
-
689
4701
24
60
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701
4731
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-
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20
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669
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20
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679
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669
4721
20
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669
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20
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679
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669
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20
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669
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20
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679
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713
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17
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713
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306
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142
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306
4621
42
20
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306.5
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309
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142
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309
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42
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309.1
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-
1597
4559
62
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1616
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24
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17
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1640
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17
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17
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1648.5
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17
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17
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17
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1640
4601
17
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1648.5
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- Point XYZ
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1879
4556
65
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1898
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1881
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17
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1881
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17
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1881
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17
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1889.5
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1881
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1881
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17
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1889.5
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64
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18
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0
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18
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18
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18
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1374
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60
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1392
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24
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1404
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16
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1376
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16
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1384
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1416
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16
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1416
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142
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42
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- Point XYZ
- NUBE 2
- d652a767-b052-4bc0-9451-f9e4d36a9047
- false
- true
- true
- longest_list
-
2802
5018
65
66
-
2821
5020
24
62
-
2833
5051
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- X
- 7995324d-c402-414e-9ecd-651fe5a5f15b
- true
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- 1
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- 1
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2804
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17
21
-
2804
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17
21
-
2812.5
5030.333
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- Y
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2804
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17
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2804
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2812.5
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2804
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2804
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2812.5
5071.667
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- Pt
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2845
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20
62
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2845
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20
62
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2855
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- Random
- Random
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- true
- true
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1857
4931
64
84
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1877
4933
24
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1889
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1859
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18
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0
1
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1859
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18
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1859
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18
80
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1901
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- Number Slider
- Slider
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- Point XYZ
- BASE
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- false
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- longest_list
-
1883
4470
65
64
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24
60
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4502
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17
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1885
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17
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- 1
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1885
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17
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1885
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17
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1893.5
4502
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- Z
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- 1
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1885
4512
17
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1885
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17
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1893.5
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1926
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20
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1926
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20
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- Line
- Ln
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- false
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2268
4507
61
44
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24
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17
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2270
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17
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2311
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16
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2311
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16
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- End Points
- End
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- false
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- longest_list
-
2388
4598
63
44
-
2408
4600
24
40
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2420
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- C
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2432
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17
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17
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2440.5
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- E
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17
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17
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- List Length
- Lng
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- longest_list
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2469
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60
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24
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- true
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16
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2511
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16
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- Panel
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- true
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- Double click to edit panel content…
- true
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255;0;0;0
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255;255;250;90
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169
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2887.576
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- DotNET C# Script
- List<On3dPoint> dentro = new List<On3dPoint>();
List<On3dPoint> fuera = new List<On3dPoint>();
for (int i = 0; i < puntos.Count; i++)
{
//RhUtil.RhinoIspuntosOnFace();
if(RhUtil.RhinoPointInPlanarClosedCurve(puntos[i], perimetro) == 0)
{
fuera.Add(puntos[i]);
}
else
{
dentro.Add(puntos[i]);
}
}
interiores = dentro;
exteriores = fuera;
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- ptos int
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939
5173
142
64
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997
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24
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- 2
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- Variable x
- Script Variable x
- 1
- true
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- Variable y
- Script Variable y
- true
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- 3
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- Output
- Print, Reflect and Error streams
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- Result A
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- Result Data
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- puntos
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56
30
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969
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56
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- 0
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1021
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58
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1021
5175
58
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58
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58
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5215
58
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1021
5215
58
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60
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60
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853.7726
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- -1
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- Panel
- 995e80c0-7512-47f8-8c6d-3ea040bce16d
- true
- true
- true
- 0
- con esta rutina comprobamos si los puntos están dentro o no de la curva.
- true
- true
- true
- 0
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-
255;0;0;0
-
0;227;43;90
-
926
5068
157
80
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926
5068
157
80
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926.3516
5067.79
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- Courier New
- 9.75
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- Point
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- ad1daaa9-4106-43af-9a28-2714cff0aa6b
- false
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- 1
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- 0
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1156
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90
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1156
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90
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1200.656
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- Point
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92
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92
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- Panel
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- true
- true
- true
- 0
- se trata de un script, si tienes curiosidad, échale un vistazo, pero si no entiendes nada, no te preocupes :-)
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255;0;0;0
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93;227;43;90
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137
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137
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- Panel
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- true
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- comprobad que la curva está cerrada!!
- true
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255;0;0;0
-
93;227;43;90
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814
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89
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814
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89
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814.3621
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60
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823
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60
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852.5818
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- Divide Domain²
- Divide
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- true
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- longest_list
-
540
5083
63
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560
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24
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572
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- 0
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542
5085
18
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542
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18
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551
5095
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- 1
-
542
5105
18
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542
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18
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551
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- 10
- V
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- true
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- 1
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- 1
-
542
5125
18
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542
5125
18
20
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551
5135
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- 10
- S
- 0cf5e163-df9d-4ed0-b799-aa3ce9d7f774
- true
- true
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- 0
- 0
-
584
5085
17
60
-
584
5085
17
60
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592.5
5115
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- Curve
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- true
- true
- true
- 0
- 1
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-
313
5013
60
20
-
313
5013
60
20
-
343.4526
5023.32
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- 5392c448-61c0-480d-9cf5-bc65fd9680af
- -1
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- Isotrim
- SubSrf
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- false
- true
- true
- longest_list
-
641
5056
63
58
-
661
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24
54
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673
5085
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643
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18
27
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643
5058
18
27
-
652
5071.5
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- D
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- 0
-
643
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18
27
-
643
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18
27
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652
5098.5
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- true
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-
685
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17
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-
685
5058
17
54
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693.5
5085
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- 8d372bdc-9800-45e9-8a26-6e33c5253e21
- BRep Components
- Explode
- e9c4adb7-c171-4c47-af06-cf91a1980c30
- false
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- true
- longest_list
-
743
5056
62
68
-
762
5058
24
64
-
774
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- true
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- 1
- 2efc4735-ccdc-42b3-a233-cb4b36992308
- 0
-
745
5058
17
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745
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17
64
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753.5
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786
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17
21
-
786
5058
17
21
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794.5
5068.667
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- true
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-
786
5079
17
22
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786
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17
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794.5
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786
5101
17
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786
5101
17
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794.5
5111.333
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- Planar Srf
- Planar
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- false
- true
- true
- longest_list
-
422
5051
62
56
-
441
5053
24
52
-
453
5079
- false
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- 82b02913-6fbe-45e7-bb28-a02a1bab4eba
- true
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424
5053
17
52
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424
5053
17
52
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432.5
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