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- Point
- Pt
- false
- 0
-
484
52
50
20
-
509.7489
62.87774
- 1
- 1
- {0}
-
0
0
0
- fbac3e32-f100-4292-8692-77240a42fd1a
- Point
- Contains a collection of three-dimensional points
- true
- db6dca5f-60dd-49c8-ac60-081d15c04dab
- Point
- Pt
- false
- 0
-
484
77
50
20
-
509.7489
87.87774
- 1
- 1
- {0}
-
10
10
0
- 807b86e3-be8d-4970-92b5-f8cdcb45b06b
- Circle
- Create a circle defined by base plane and radius.
- true
- e2001b12-7f27-457c-85fe-cf8032edc6b6
- Circle
- Cir
-
171
170
65
44
-
202
192
- Base plane of circle
- 250c3a18-02fa-4fe2-9dc1-665c8a2d67e2
- Plane
- P
- false
- 0
-
173
172
14
20
-
181.5
182
- 1
- 1
- {0}
-
5
5
0
1
0
0
0
1
0
- Radius of circle
- f3c465dd-231c-43ba-92c4-b65c8257277d
- Radius
- R
- false
- 0
-
173
192
14
20
-
181.5
202
- 1
- 1
- {0}
- 3
- Resulting circle
- 7b4a8695-fb86-404b-80cc-0e0dd20eb4e9
- Circle
- C
- false
- 0
-
217
172
17
40
-
225.5
192
- 57da07bd-ecab-415d-9d86-af36d7073abc
- Number Slider
- Numeric slider for single values
- 00a5796c-0bb4-45dd-8045-08772eab19a2
- Number Slider
- false
- 0
-
52
223
183
20
- 3
- 1
- 0
- 1
- 0
- 0
- 1
- fc6979e4-7e91-4508-8e05-37c680779751
- Evaluate Curve
- Evaluate a curve at the specified parameter.
- 323ebaee-a85c-4781-9faf-29928d4a433d
- Evaluate Curve
- Eval
-
257
175
81
64
-
304
207
- Curve to evaluate
- f681abe4-9171-43bd-a4c8-ec3b4fae0e11
- Curve
- C
- false
- true
- 7b4a8695-fb86-404b-80cc-0e0dd20eb4e9
- 1
-
259
177
30
30
-
283.5
192
- Parameter on curve domain to evaluate
- 68c23d3a-3d39-426c-a369-a8b6b34a7461
- Parameter
- t
- false
- 00a5796c-0bb4-45dd-8045-08772eab19a2
- 1
-
259
207
30
30
-
283.5
222
- Point on the curve at {t}
- bc1831d1-84cd-4565-85d1-ada8c6a4c831
- Point
- P
- false
- 0
-
319
177
17
20
-
327.5
187
- Tangent vector at {t}
- 25ebcf39-4cc2-4292-a316-12288194aa8e
- Tangent
- T
- false
- 0
-
319
197
17
20
-
327.5
207
- Angle (in Radians) of incoming vs. outgoing curve at {t}
- e71b39f6-46b8-442f-8ba7-399caa9e390c
- Angle
- A
- false
- 0
-
319
217
17
20
-
327.5
227
-
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