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- A VB.NET scriptable component
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68
81
- ba30038e-8726-4233-bd7b-b3d7b4243d00
- VB Script
- CAMERA
- true
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- doc.Views.ActiveView.ActiveViewport.SetCameraLocations(tar, cam)
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71
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524
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- true
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482
28
27
33
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497
44.75
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- tar
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- true
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482
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34
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78.25
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539
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26
67
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552
61.5
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- Contains a collection of three-dimensional points
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- Point
- Pt
- false
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315.5373
69.97121
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- {0}
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0
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- Create a point from polar {phi,theta,offset} coordinates.
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- Point Polar
- Pt
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379
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71
84
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413
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- Plane defining polar coordinate space
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17
20
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391
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0
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0
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0
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17
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17
20
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137
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- Offset
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17
20
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391
157
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- Polar point coordinate
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- Point
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- false
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428
87
20
80
-
438
127
- a4cd2751-414d-42ec-8916-476ebf62d7fe
- Radians
- Convert an angle specified in degrees to radians
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- Radians
- Rad
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260
107
66
39
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292
127
- Angle in degrees
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- Degrees
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262
109
15
35
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271
126.5
- Angle in radians
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- Radians
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307
109
17
35
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315.5
126.5
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- Number Slider
- Numeric slider for single values
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- Number Slider
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64
135
173
20
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64.26967
135.0769
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- a4cd2751-414d-42ec-8916-476ebf62d7fe
- Radians
- Convert an angle specified in degrees to radians
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- Radians
- Rad
-
261
152
66
39
-
293
172
- Angle in degrees
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- Degrees
- D
- false
- a2019c07-34f3-433e-94eb-08854052beb5
- 1
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263
154
15
35
-
272
171.5
- Angle in radians
- 5b6c868b-ffb0-48f2-a9cf-02bcbf1bb9db
- Radians
- R
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308
154
17
35
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316.5
171.5
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
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- Number Slider
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63
162
173
20
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63.95105
162.297
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- Number Slider
- Numeric slider for single values
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- Number Slider
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126
210
173
20
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126.8953
210.2699
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