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Anolis ArcSource Outdoor 24MC Integral RGBA (Anolis_ArcSource Outdoor 24MC Integral RGBA.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ArcSource Outdoor 24MC Integral RGBA" ShortName="ASO24IRGBA" Company="Anolis">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>999cab13-dfe4-4d3a-aa4a-b8098e1bf3ce</Thumbnail>
  <History Date="15-06-18" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <Control>
    <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="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,150,0" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" 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="CTO C-Mix" Display="'CTO C-Mix %.1f%%',0.0~100.0" Dmx="1~255" Colour="255,240,200" />
    </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="White 2700K" Display="'White 2700K'" Dmx="1~2" Colour="255,255,255" />
      <Function ID="3" Name="White 2700K (Halogen)" Display="'White 2700K (Halogen)'" Dmx="3~3" Colour="255,255,255" />
      <Function ID="4" Name="White 3200K" Display="'White 3200K'" Dmx="4~5" Colour="255,255,255" />
      <Function ID="5" Name="White 3200K (Halogen)" Display="'White 3200K (Halogen)'" Dmx="6~6" Colour="255,255,255" />
      <Function ID="6" Name="White 4200K" Display="'White 4200K'" Dmx="7~9" Colour="255,255,255" />
      <Function ID="7" Name="White 5600K" Display="'White 5600K'" Dmx="10~12" Colour="255,255,255" />
      <Function ID="8" Name="White 8000K" Display="'White 8000K'" Dmx="13~15" Colour="255,255,255" />
      <Function ID="9" Name="Blue" Display="'Blue'" Dmx="16~16" Colour="0,0,255" />
      <Function ID="10" Name="Blu - L Blu" Display="'Blu - L Blu %.f%%',0~100" Dmx="17~55" Colour="0,0,255" />
      <Function ID="11" Name="Light Blue" Display="'Light Blue'" Dmx="56~56" Colour="0,128,255" />
      <Function ID="12" Name="L Blu - Grn" Display="'L Blu - Grn %.f%%',0~100" Dmx="57~95" Colour="0,128,255" />
      <Function ID="13" Name="Green" Display="'Green'" Dmx="96~96" Colour="0,255,0" />
      <Function ID="14" Name="Grn - Yel" Display="'Grn - Yel %.f%%',0~100" Dmx="97~134" Colour="0,255,0" />
      <Function ID="15" Name="Yellow" Display="'Yellow'" Dmx="135~135" Colour="255,255,0" />
      <Function ID="16" Name="Yel - Rd" Display="'Yel - Rd %.f%%',0~100" Dmx="136~174" Colour="255,255,0" />
      <Function ID="17" Name="Red" Display="'Red'" Dmx="175~175" Colour="255,0,0" />
      <Function ID="18" Name="Rd - Mag" Display="'Rd - Mag %.f%%',0~100" Dmx="176~214" Colour="255,0,0" />
      <Function ID="19" Name="Magenta" Display="'Magenta'" Dmx="215~215" Colour="255,0,255" />
      <Function ID="20" Name="Mag - Blu" Display="'Mag - Blu %.f%%',0~100" Dmx="216~246" Colour="255,0,255" />
      <Function ID="21" Name="Blue" Display="'Blue'" Dmx="247~247" Colour="0,0,255" />
      <Function ID="22" Name="Rbow w/fade" Display="'Rbow w/fade %.f%%',0~100" Dmx="251~248" Colour="255,255,255" />
      <Function ID="23" Name="Rbow no fade" Display="'Rbow no fade %.f%%',0~100" Dmx="255~252" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="128~143" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="144~159" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1, 2 DMX" Channels="2">
    <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" />
      <Attribute ID="Colour_Macro" ChannelOffset="2" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="Mode 2, 3 DMX" Channels="3">
    <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="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 3, 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>
    <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="Amber" ChannelOffset="4" Wheel="7" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 4, 9 DMX" Channels="9">
    <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" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="4" Wheel="7" />
      <Attribute ID="CTO" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="8,9" 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>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Pulse" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>