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40
84
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- Audio Frequency for the Tone. Note: Typical frequency ranges vary from 27.5 Hz to 4100.0 Hz.
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9
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9
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78
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105
48
12
60
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111
78
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- Power
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129
48
9
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135
58
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48
12
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229
9
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239
- Item to divide with (divisor)
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9
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229
12
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157
9
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167
- Item to divide with (divisor)
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9
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187
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650
157
12
40
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656
177
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- Mathematical multiplication
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- Multiplication
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- 1
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- First item for multiplication
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- A
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611
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9
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- Second item for multiplication
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9
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650
85
12
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- 59e0b89a-e487-49f8-bab8-b5bab16be14c
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55
28
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611
201
9
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617
213
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650
201
12
24
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656
213
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- One Over X
- Compute one over x.
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- One Over X
- One Over X
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931
52
12
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937
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- Graft Tree
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609
127
55
28
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635
141
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611
129
9
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617
141
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650
129
12
24
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656
141
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609
55
55
28
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635
69
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- Tree
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611
57
9
24
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617
69
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- Grafted data tree
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650
57
12
24
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656
69
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- Raise a value to a power.
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55
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- The item to be raised
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- 1
-
829
44
9
20
-
835
54
- 1
- 1
- {0}
- Grasshopper.Kernel.Types.GH_Integer
- 3
- The exponent
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- B
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- 1
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829
64
9
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835
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- 0
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868
44
12
40
-
874
64
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- Panel
- A panel for custom notes and text values
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66
26
51
20
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66.20229
26.58498
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255;255;255;255
- true
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- false
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- Panel
- A panel for custom notes and text values
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769
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50
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255;255;255;255
- true
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- Division
- Mathematical division
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890
6
55
44
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916
28
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892
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9
20
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898
18
- Item to divide with (divisor)
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892
28
9
20
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898
38
- The result of the Division
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931
8
12
40
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937
28
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124
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1398
135
- The rail curve for the spiral
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1374
75
9
20
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1380
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- Pitch angle
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1374
95
9
20
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1380
105
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- 1
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1374
115
9
20
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1380
125
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- 1
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- Radius at the base of the spiral
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1374
135
9
20
-
1380
145
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- {0}
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- Radius at the peak of the spiral
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1374
155
9
20
-
1380
165
- 1
- 1
- {0}
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- Number of sample points per turn
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1374
175
9
20
-
1380
185
- 1
- 1
- {0}
- 256
- The spiral curve
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1413
75
12
120
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1419
135
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- Line
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- Line
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1309
63
55
44
-
1335
85
- Line start point
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1311
65
9
20
-
1317
75
- 1
- 1
- {0}
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0
0
0
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1311
85
9
20
-
1317
95
- Line segment
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- Line
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1350
65
12
40
-
1356
85
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- Construct Point
- Construct a point from {xyz} coordinates.
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- Construct Point
- Construct Point
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890
78
55
64
-
916
110
- {x} coordinate
- 2d16d2d8-8b8d-45bc-b00c-d83afa57723e
- X coordinate
- false
- 0
-
892
80
9
20
-
898
90
- 1
- 1
- {0}
- 0
- {y} coordinate
- 4ec168bb-eb07-4784-a3ec-bc5409f5d7d3
- Y coordinate
- false
- d99a7960-b801-4f2b-956a-771293f7f603
- 1
-
892
100
9
20
-
898
110
- 1
- 1
- {0}
- 0
- {z} coordinate
- cdf9fd2d-fb87-4ccb-80f8-5f0ed9f059a6
- Z coordinate
- false
- 0
-
892
120
9
20
-
898
130
- 1
- 1
- {0}
- 0
- Point coordinate
- 57aa8f80-37e2-40a0-80d0-ffb9fccefef1
- Point
- false
- 0
-
931
80
12
60
-
937
110
- b7798b74-037e-4f0c-8ac7-dc1043d093e0
- Rotate
- Rotate an object in a plane.
- f5be8bb0-b7da-4799-a899-2024646eb94a
- Rotate
- Rotate
-
1435
123
55
64
-
1461
155
- Base geometry
- ca7fc524-e479-4bc7-9fdc-a1d3c7822bf0
- Geometry
- true
- 2e76d68c-fe60-4926-a921-f95b9a496a5f
- 1
-
1437
125
9
20
-
1443
135
- Rotation angle in radians
- 57bf486b-89c2-4dc3-90dd-257fa4a593b3
- Angle
- false
- 0
- false
-
1437
145
9
20
-
1443
155
- 1
- 1
- {0}
- 1.5707963267948966
- Rotation plane
- df3d0bc0-9ada-4e44-a3a5-81a421be1703
- Plane
- false
- d18bc8f6-1bd2-4ae9-98cd-090c68e7ebb6
- 1
-
1437
165
9
20
-
1443
175
- 1
- 1
- {0}
-
0
0
0
1
0
0
0
1
0
- Rotated geometry
- 9faa0e9f-6262-45a8-b093-0abcaf75c8ab
- Geometry
- false
- 0
-
1476
125
12
30
-
1482
140
- Transformation data
- 3a72f183-fa32-47a7-b036-a9a2654b7d62
- Transform
- false
- 0
-
1476
155
12
30
-
1482
170
- 8cc3a196-f6a0-49ea-9ed9-0cb343a3ae64
- XZ Plane
- World XZ plane.
- 507909a1-9164-4c42-939e-654125c5c5b5
- XZ Plane
- XZ Plane
-
1435
187
55
28
-
1461
201
- Origin of plane
- 067236e3-b993-4693-bdf9-9062c3662e87
- Origin
- false
- 0
-
1437
189
9
24
-
1443
201
- 1
- 1
- {0}
-
0
0
0
- World XZ plane
- d18bc8f6-1bd2-4ae9-98cd-090c68e7ebb6
- Plane
- false
- 0
-
1476
189
12
24
-
1482
201
- 0ae07da9-951b-4b9b-98ca-d312c252374d
- Numbers to Points
- Convert a list of numbers to a list of points
- true
- eedcf875-b257-4d9c-9898-66e3ec02c0a8
- Numbers to Points
-
1167
612
55
44
-
1193
634
- 1
- Numbers to merge into points
- 2b100fdc-6ff1-4538-8071-7175fb248706
- Numbers
- false
- b50dd62e-8d93-4ec7-8ba6-21b9e34b0847
- 1
-
1169
614
9
20
-
1175
624
- 1
- 3
- {0}
- 1
- 2
- 3
- Mask for coordinate composition
- 4586b96e-e2b0-4513-b834-21b8764c84ec
- Mask
- false
- 0
-
1169
634
9
20
-
1175
644
- 1
- 1
- {0}
- 4
- 1
- Ordered list of points
- 30a71231-7ac8-476a-8f92-9216fea64fe7
- Points
- false
- 0
-
1208
614
12
40
-
1214
634
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 54354f24-d416-4088-844e-1b5433bfb17d
- Panel
- false
- 0
- 0
- 0
-
6
48
50
20
- 0
- 0
- 0
-
6.979076
48.87888
- 2
-
255;255;255;255
- true
- true
- true
- false
- false
- true
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 4beb174e-b7a2-42ce-ad2e-91b84195184c
- Panel
- false
- 0
- 0
- 1
-
6
68
50
20
- 0
- 0
- 0
-
6.234573
68.16269
- 2
-
255;255;255;255
- true
- true
- true
- false
- false
- true
- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- dfbfade0-e9e5-4644-85c9-91ecec251bd1
- Panel
- false
- 0
- 0
- 14
-
6
88
50
20
- 0
- 0
- 0
-
6.537735
88.96509
- 2
-
255;255;255;255
- true
- true
- true
- false
- false
- true
-
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