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Anolis ArcSource Inground 24MC Integral RGBW (Anolis_ArcSource Inground 24MC Integral RGBW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ArcSource Inground 24MC Integral RGBW" ShortName="ASI24IRGBW" Company="Anolis">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>f8359cc9-0e23-4fb6-a33e-d5e7b3673f9e</Thumbnail>
  <History Date="15-06-18" Author="Nic Morris" Comment="Created" />
  <History Date="16-06-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="32fdec53-d5ad-41b6-8c86-ab2302bee6e2" />
  <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="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="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>
    <AtlaBase ModeID="c08e9884-c618-4a65-ab08-76147cc7e465" />
    <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>
    <AtlaBase ModeID="1e4bac2c-7a2c-4465-9f58-aa200d224803" />
    <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>
    <AtlaBase ModeID="126a125a-c1ee-4f02-8361-785aa2aa721d" />
    <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>
  <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>
    <AtlaBase ModeID="50496877-576d-4c37-a1de-0ab2b6dd61f6" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" 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>