-
0
2
2
-
0
9
56
- a8a66422-a1d1-4163-b11b-b28f5b8f7944
-
100;150;0;0
-
100;0;150;0
- Shaded
- 1
- 2013_09_13-colors.ghx
- 635146731377715531
- 0
-
4
51
- 1.953125
- 0
- 0
- 4
- 079bd9bd-54a0-41d4-98af-db999015f63d
- VB Script
-
If D = True Then
Rhino.ApplicationSettings.AppearanceSettings.ViewportBackgroundColor = Color.FromArgb(0, 157, 163, 170)
Else
Rhino.ApplicationSettings.AppearanceSettings.ViewportBackgroundColor = B
End If
If G = False And D = False Then
Rhino.ApplicationSettings.AppearanceSettings.GridThickLineColor = B
Rhino.ApplicationSettings.AppearanceSettings.GridThinLineColor = B
Rhino.ApplicationSettings.AppearanceSettings.GridXAxisLineColor = B
Rhino.ApplicationSettings.AppearanceSettings.GridYAxisLineColor = B
Rhino.ApplicationSettings.AppearanceSettings.GridZAxisLineColor = B
Else If G = False And D = True Then
Rhino.ApplicationSettings.AppearanceSettings.GridThickLineColor = Color.FromArgb(0, 157, 163, 170)
Rhino.ApplicationSettings.AppearanceSettings.GridThinLineColor = Color.FromArgb(0, 157, 163, 170)
Rhino.ApplicationSettings.AppearanceSettings.GridXAxisLineColor = Color.FromArgb(0, 157, 163, 170)
Rhino.ApplicationSettings.AppearanceSettings.GridYAxisLineColor = Color.FromArgb(0, 157, 163, 170)
Rhino.ApplicationSettings.AppearanceSettings.GridZAxisLineColor = Color.FromArgb(0, 157, 163, 170)
Else
Rhino.ApplicationSettings.AppearanceSettings.GridThickLineColor = Color.FromArgb(0, 129, 134, 140)
Rhino.ApplicationSettings.AppearanceSettings.GridThinLineColor = Color.FromArgb(0, 147, 153, 160)
Rhino.ApplicationSettings.AppearanceSettings.GridXAxisLineColor = Color.FromArgb(0, 150, 75, 75)
Rhino.ApplicationSettings.AppearanceSettings.GridYAxisLineColor = Color.FromArgb(0, 75, 150, 75)
Rhino.ApplicationSettings.AppearanceSettings.GridZAxisLineColor = Color.FromArgb(0, 75, 75, 150)
End If
- 0
- Display Options
- Manage background color and Grid settings of Rhino
-
104
98
- VB Script
- Display
- A VB.NET scriptable component
- 75eb5f5e-3a1a-4b5b-ba77-bff4d0cc51cc
-
192
50
-
160
18
75
64
- 3
- 1
- 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2
- 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2
- 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2
- 3ede854e-c753-40eb-84cb-b48008f14fd4
- D
- D
- Script Variable D
- 84f58bd5-ae4f-4082-9b42-95c38e969bf8
- true
- 1
- d77c9a9b-9fff-4570-8565-c0145a8f21e7
- true
- true
- 0
-
171
30
-
162
20
15
20
- B
- B
- Script Variable B
- 798ca57e-53d4-480d-a6e4-9291c484b432
- true
- 1
- f7650654-4f8d-4911-a439-a465af6a6d6c
- 24b1d1a3-ab79-498c-9e44-c5b14607c4d3
- true
- true
- 0
-
171
50
-
162
40
15
20
- G
- G
- Script Variable G
- 945b152a-b382-4623-9828-d9cb18485dbf
- true
- 1
- 40c2b412-850a-4ef5-ae99-06d08cb858d4
- 3cda2745-22ac-4244-9b04-97a5255fa60f
- true
- true
- 0
-
171
70
-
162
60
15
20
- out
- out
- Print, Reflect and Error streams
- 5de0f973-f261-409d-83d9-7a22d303748c
- false
- 0
-
220
50
-
207
20
26
60
- 2e78987b-9dfb-42a2-8b76-3923ac8bd91a
- Boolean Toggle
- true
- Boolean Toggle
- Grid
- Boolean (true/false) toggle
- 40c2b412-850a-4ef5-ae99-06d08cb858d4
- false
- 0
-
48
68
91
22
- 9c53bac0-ba66-40bd-8154-ce9829b9db1a
- Colour Swatch
-
255;105;168;86
- Colour Swatch
- Background
- Colour (palette) swatch
- f7650654-4f8d-4911-a439-a465af6a6d6c
- false
- 0
-
27.18958
43.60438
-
27
43
112
20
- 2e78987b-9dfb-42a2-8b76-3923ac8bd91a
- Boolean Toggle
- true
- Boolean Toggle
- Default
- Boolean (true/false) toggle
- d77c9a9b-9fff-4570-8565-c0145a8f21e7
- false
- 0
-
33
16
105
22
-
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