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This component depends on Rhino's user interface and cannot work if anthoer command is running.
Right-click the component for more options.
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You may use Object attributes from Elefront, or Human.
See manual for supported attributes.
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<connect to="subtract137 value2" from="layer_weight136 facing" />
<connect to="power138 value1" from="subtract137 value" />

<connect to="emission_bsdf140 color" from="power138 value" />

<connect to="output surface" from="emission_bsdf140 emission" />


<!-- var shader = new Shader(ccl.Shader.ShaderType.Material);var layer_weight136 = new LayerWeightNode("layer_weight"); layer_weight136.ins.Blend.Value = 0.5f; layer_weight136.ins.Normal.Value = new ccl.float4(0f, 0f, 0f, 1f);
var subtract137 = new MathSubtract("subtract"); subtract137.ins.Value1.Value = 1f;
 subtract137.Operation = MathNode.Operations.Subtract; subtract137.UseClamp = false;var power138 = new MathPower("power"); power138.ins.Value2.Value = 0.2053339f;
 power138.Operation = MathNode.Operations.Power; power138.UseClamp = false;var emission_bsdf140 = new EmissionNode("emission_bsdf"); emission_bsdf140.ins.Strength.Value = 1f;
shader.AddNode(layer_weight136);shader.AddNode(subtract137);shader.AddNode(power138);shader.AddNode(emission_bsdf140);
layer_weight136.outs.Facing.Connect(subtract137.ins.Value2);
subtract137.outs.Value.Connect(power138.ins.Value1);
power138.outs.Value.Connect(emission_bsdf140.ins.Color);
emission_bsdf140.outs.Emission.Connect(output.ins.Surface);


 --></xmlcode>
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- Value1
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- Digit Scroller
- Numeric scroller for single numbers
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- Digit Scroller
- Digit Scroller
- false
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- 2
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- Transparent BSDF node for shader graph
- true
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- Transparent BSDF
- Transparent BSDF
- 
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- Color
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- BSDF
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- Diffuse BSDF node for shader graph
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- Diffuse BSDF
- Diffuse BSDF
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- 
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- Color
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- Color
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- 
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- 
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- Roughness
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- Roughness
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- BSDF
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- Blend
- Blend two BSDF nodes
- true
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- Blend
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- 
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- 
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- Closure1
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- 1
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- Closure2
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- Closure2
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- 1
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- Fac
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- Fac
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- 1
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- Closure
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- Closure
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- Group
- 1
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                      255;255;255;255
                    
- A group of Grasshopper objects
- 14a991b1-6bf2-479c-bba0-0636b3753bb6
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- Group
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- Gradient
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- Spherical
- true
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- Gradient
- Gradient
- 
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- Vector
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- Vector
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- Color
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- Color
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- Fac
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- dc8abb5a-5a92-4148-8118-b397929d7bb3
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- Color Ramp
- Convert a float to a color according a gradient specification (RGB only)
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- Linear
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- Color Ramp
- 
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- 
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- Fac
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- Fac
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- 1
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- 1
- 1
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- List of colours
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- 2
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- 1
- 1
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                                      255;255;255;255
                                    
- 1
- List of stop positions
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- Stop Positions
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- 1
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- Color
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- Color
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- 
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- 
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- Alpha
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- Alpha
- Alpha
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- 0
- 
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                              30
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- 
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- 9c53bac0-ba66-40bd-8154-ce9829b9db1a
- Colour Swatch
- Colour (palette) swatch
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- Colour Swatch
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- false
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- 
                      255;232;232;232
                    
- 
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- 
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- 9c53bac0-ba66-40bd-8154-ce9829b9db1a
- Colour Swatch
- Colour (palette) swatch
- 85cfa9ae-aaa8-40bd-bf60-6d96d57ce89a
- Colour Swatch
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- 
                      255;255;255;255
                    
- 
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- 
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- c2b99ede-3050-483d-ab90-35a1548d2d22
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- Subtract
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- Subtract
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- 
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- 
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- Value1
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- Value1
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- 1
- 
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- 1
- 1
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- Value2
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- 0
- 
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- 
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- 1
- 1
- {0}
- 1
- Value
- af5dae93-e4d5-4148-9574-92689619fab0
- Value
- Value
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- 0
- 
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- 
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- d84d2c2a-2813-4667-afb4-46642581e5f9
- Split AHSV
- Split a colour into floating point {AHSV} channels
- true
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- Split AHSV
- Split AHSV
- 
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- Input colour
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- Colour
- Colour
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- 1
- 
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- 
                              678.5
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- Alpha channel
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- Alpha
- Alpha
- false
- 0
- 
                              719
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                              50
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- 
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- Hue
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- Hue
- Hue
- false
- 0
- 
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                              -338
                              50
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- 
                              744
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- Saturation
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- Saturation
- Saturation
- false
- 0
- 
                              719
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- 
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- Value (Brightness)
- 449c478e-fd4b-4aca-876a-2c82786f28d9
- Value
- Value
- false
- 0
- 
                              719
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                              50
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- 
                              744
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- 59e0b89a-e487-49f8-bab8-b5bab16be14c
- Panel
- A panel for custom notes and text values
- 4f40475c-c9f7-471d-8920-536f86b204b0
- Panel
- false
- 0
- 449c478e-fd4b-4aca-876a-2c82786f28d9
- 1
- 2,2,1
- 
                          782
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- 0
- 0
- 0
- 
                          782.1432
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- 
                          255;255;255;255
                        
- true
- true
- true
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- false
- true
- 2e74876b-33f9-4262-9791-cf53466a63e3
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- Power
- Power
- true
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- Power
- Power
- false
- 
                          639
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- 
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- Value1
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- Value1
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- 0
- 
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- 
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- 1
- 1
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- 2
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- Value2
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- 0
- 
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- 
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- 1
- 1
- {0}
- 0.5
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- Value
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- 0
- 
                              699
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                              713.5
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- 4a360292-b84b-4808-ad8e-67f2b77b0e15
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- Multiply
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- true
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- Multiply
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- false
- 
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- 
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- Value1
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- Value1
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- 1
- 
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- 1
- 1
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- Value2
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- 1
- 
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- 1
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- 1.23
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- Value
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- 0
- 
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- true
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- Dot Product
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- 
                          525
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                          99
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- 
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- Vector1
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- 1
- 
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- 1
- 1
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- Vector2
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- Vector2
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- 1
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- 1
- 1
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- Vector
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- true
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- 
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- Value1
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- 1
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- 1
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- 
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