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ArchWork ARCPALM (ArchWork_ARCPALM.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ARCPALM" ShortName="ARCPALM" Company="ArchWork">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>e7ca1a90-8663-4e15-afed-154e1a8ac38e</Thumbnail>
  <History Date="13-02-19" Author="Nic Morris" Comment="Created" />
  <History Date="15-02-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="57a58c3f-851a-488e-8e8c-f3c418a07b63" />
  <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="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </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="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="11~170" Colour="255,255,255" />
      <Function ID="3" Name="RGBW Full" Display="'RGBW Full'" Dmx="171~200" Colour="255,255,255" />
      <Function ID="4" Name="Col Temp 1" Display="'Col Temp 1'" Dmx="201~205" Colour="255,255,255" />
      <Function ID="5" Name="Col Temp 2" Display="'Col Temp 2'" Dmx="206~210" Colour="255,255,255" />
      <Function ID="6" Name="Col Temp 3" Display="'Col Temp 3'" Dmx="211~215" Colour="255,255,255" />
      <Function ID="7" Name="Col Temp 4" Display="'Col Temp 4'" Dmx="216~220" Colour="255,255,255" />
      <Function ID="8" Name="Col Temp 5" Display="'Col Temp 5'" Dmx="221~225" Colour="255,255,255" />
      <Function ID="9" Name="Col Temp 6" Display="'Col Temp 6'" Dmx="226~230" Colour="255,255,255" />
      <Function ID="10" Name="Col Temp 7" Display="'Col Temp 7'" Dmx="231~235" Colour="255,255,255" />
      <Function ID="11" Name="Col Temp 8" Display="'Col Temp 8'" Dmx="236~240" Colour="255,255,255" />
      <Function ID="12" Name="Col Temp 9" Display="'Col Temp 9'" Dmx="241~245" Colour="255,255,255" />
      <Function ID="13" Name="Col Temp 10" Display="'Col Temp 10'" Dmx="246~250" Colour="255,255,255" />
      <Function ID="14" Name="Col Temp 11" Display="'Col Temp 11'" Dmx="251~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="10~255" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Auto 1" Display="'Auto 1'" Dmx="52~101" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="102~152" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="153~203" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="204~254" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dim_Spd" Name="Dim Spd" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="Linear" Display="'Linear'" Dmx="52~101" />
      <Function ID="3" Name="Curve 1" Display="'Curve 1'" Dmx="102~152" />
      <Function ID="4" Name="Curve 2" Display="'Curve 2'" Dmx="153~203" />
      <Function ID="5" Name="Curve 3" Display="'Curve 3'" Dmx="204~255" />
    </Attribute>
  </Control>
  <Mode Name="10 DMX" Channels="10">
    <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="2cb8ca8d-2e22-4217-a556-935183165f90" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="7" />
      <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
      <Attribute ID="Auto" ChannelOffset="8" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="9" Wheel="23" />
      <Attribute ID="Dim_Spd" ChannelOffset="10" Wheel="25" />
    </Include>
  </Mode>
  <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="b8df0d37-11da-499d-8d18-34be91884dfb" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4">
    <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="9d75f85e-03fd-4c15-a2dd-d7fc26eff3ab" />
    <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="White" ChannelOffset="4" Wheel="7" VirtualControl="Dimmer" />
      <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>