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Cyclops Titan 436-RGBA (Cyclops_Titan 436-RGBA.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Titan 436-RGBA" ShortName="T436 RGBA" Company="Cyclops">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>eb1c8aec-c72f-4fed-8ba7-4337d5b59e64</Thumbnail>
  <History Date="22-04-19" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="a594db2c-168a-43fe-afdd-6954efdd5c18" />
  <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="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="11~170" Colour="255,255,255" />
      <Function ID="3" Name="RGBA Full" Display="'RGBA Full'" Dmx="171~200" Colour="255,255,255" />
      <Function ID="4" Name="White 3200K" Display="'White 3200K'" Dmx="201~205" Colour="255,255,255" />
      <Function ID="5" Name="White 3400K" Display="'White 3400K'" Dmx="206~210" Colour="255,255,255" />
      <Function ID="6" Name="White 4200K" Display="'White 4200K'" Dmx="211~215" Colour="255,255,255" />
      <Function ID="7" Name="White 4900K" Display="'White 4900K'" Dmx="216~220" Colour="255,255,255" />
      <Function ID="8" Name="White 5600K" Display="'White 5600K'" Dmx="221~225" Colour="255,255,255" />
      <Function ID="9" Name="White 5900K" Display="'White 5900K'" Dmx="226~230" Colour="255,255,255" />
      <Function ID="10" Name="White 6500K" Display="'White 6500K'" Dmx="231~235" Colour="255,255,255" />
      <Function ID="11" Name="White 7200K" Display="'White 7200K'" Dmx="236~240" Colour="255,255,255" />
      <Function ID="12" Name="White 8000K" Display="'White 8000K'" Dmx="241~245" Colour="255,255,255" />
      <Function ID="13" Name="White 8500K" Display="'White 8500K'" Dmx="246~250" Colour="255,255,255" />
      <Function ID="14" Name="White 10000K" Display="'White 10000K'" 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="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="10~29" />
      <Function ID="3" Name="Curve 1" Display="'Curve 1'" Dmx="30~69" />
      <Function ID="4" Name="Curve 2" Display="'Curve 2'" Dmx="70~129" />
      <Function ID="5" Name="Curve 3" Display="'Curve 3'" Dmx="130~181" />
      <Function ID="6" Name="Curve 4" Display="'Curve 4'" Dmx="190~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="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="255,100,0" />
    </Attribute>
  </Control>
  <Mode Name="ARC 1, 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="45ca2a67-5b20-40f1-8ee6-05661c44b5c7" />
    <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="ARC 1+D, 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="25d3eacf-59d8-48eb-82c4-5c7d57c844d6" />
    <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" />
    </Include>
  </Mode>
  <Mode Name="ARC 2, 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="6738f2d6-4d49-440f-90d1-b52661fcf64f" />
    <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="9" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="ARC 2+D, 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="f5a8a391-2a0d-40c5-a0ec-88bc6da43ffa" />
    <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="Amber" ChannelOffset="5" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="SOLID, 1 DMX" Channels="1">
    <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="61b72810-a354-4fc2-ab74-ff9288687058" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="ARC FULL, 7 DMX" Channels="7">
    <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="d7a53191-04de-4916-98a9-0a023712addc" />
    <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="Colour_Macro" ChannelOffset="5" Wheel="7" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Dim_Spd" ChannelOffset="7" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="SPECIAL1, 19 DMX" Channels="19">
    <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="15b7a361-7cde-40ad-85fb-86772db8d08f" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Amber" Wheel="9" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Dim_Spd" ChannelOffset="3" Wheel="25" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="4" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="8" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="12" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="16" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="SPECIAL2, 8 DMX" Channels="8">
    <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="4c31f923-208d-43dd-ba46-075078abe3b4" />
    <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="Amber" ChannelOffset="5" Wheel="9" />
      <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="7" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Dim_Spd" ChannelOffset="8" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="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="Amber" ChannelOffset="4" Wheel="9" 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>