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AFX Fog Color Mini (AFX_Fog Color Mini.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Fog Color Mini" ShortName="Fog Mini" Company="AFX">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>1df618b9-7f46-4597-af3a-2fbee545bdf9</Thumbnail>
  <History Date="04-02-19" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="461035b4-29d3-4008-b021-bd40f7045fc8" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Macro" Display="'Macro %.1f%%',0.0~100.0" Dmx="10~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Fog" Name="Fog" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Output" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="5 DMX" Channels="5">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="2e613a3e-ad43-4523-b3df-5802c9caa5db" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Colour_Macro" Wheel="9" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Fog" Wheel="4" />
      </Master>
      <Cell ID="Cell1" Name="Fog" ChannelOffset="1" ModeLink="Fog cell" X="0" Y="0">
        <AttributeLink SourceId="Fog" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="LED" ChannelOffset="2" ModeLink="LED cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Fog cell" Channels="1" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="LED cell" Channels="4" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Colour_Macro" ChannelOffset="4" Wheel="9" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>