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CKC Lighting IP Blinder DTW2 (CKC Lighting_IP Blinder DTW2.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="IP Blinder DTW2" ShortName="IPBlndDTW2" Company="CKC Lighting" Version="1">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>85b95a67-e648-45d7-a04f-2233608570b0</Thumbnail>
  <History Date="29-10-21" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="03-11-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="3e73492a-f109-4289-98fa-a6d82886b214" />
  <Control>
    <Attribute ID="WarmWhite" Name="Warm White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="Dim_to_Warm" Name="Dim to Warm" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Dim to Warm" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </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>
    <Attribute ID="Dim_Spd" Name="Dim Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" />
      <Function ID="2" Name="Stage" Display="'Stage'" Dmx="21~40" />
      <Function ID="3" Name="TV" Display="'TV'" Dmx="41~60" />
      <Function ID="4" Name="Architectural" Display="'Architectural'" Dmx="61~80" />
      <Function ID="5" Name="Theatre" Display="'Theatre'" Dmx="81~100" />
      <Function ID="6" Name="Default" Display="'Default'" Dmx="101~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
  </Control>
  <Mode Name="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="f3368003-9cda-441a-aeba-5c4d21536173" />
    <Include>
      <Attribute ID="Dim_to_Warm" ChannelOffset="1" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="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="c9641607-9932-47bb-85ef-3fd0aea69570" />
    <Include>
      <Attribute ID="WarmWhite" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="2 DMX m1" 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="830bf021-68b0-49a5-8465-86a1299c8394" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dim_to_Warm" Wheel="7" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="DTW cell" X="0" Y="0">
        <AttributeLink SourceId="Dim_to_Warm" TargetId="Dim_to_Warm" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="DTW cell" X="0" Y="1">
        <AttributeLink SourceId="Dim_to_Warm" TargetId="Dim_to_Warm" />
      </Cell>
    </Cells>
  </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="5f453452-fa97-4b6b-9d36-8d17f70fd36c" />
    <Include>
      <Attribute ID="WarmWhite" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Dimmer" ChannelOffset="3,4" Wheel="1" />
    </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="e763d6a3-72b9-404e-8cf8-4baaa9f87e7c" />
    <Include>
      <Attribute ID="WarmWhite" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Dimmer" ChannelOffset="3,4" Wheel="1" />
      <Attribute ID="Dim_Spd" ChannelOffset="5" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="5 DMX m1" 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="ef1c0c33-25c9-4f8d-abf3-85952fa557bb" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="WarmWhite" Wheel="10" />
        <Attribute ID="Amber" Wheel="11" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Dim_to_Warm" ChannelOffset="5" Wheel="7" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="WWA cell" X="0" Y="0">
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="WWA cell" X="0" Y="1">
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <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="1327a397-f07d-4f28-9eb0-e9468e61d47c" />
    <Include>
      <Attribute ID="WarmWhite" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="4,5" Wheel="1" />
      <Attribute ID="Dim_Spd" ChannelOffset="6" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="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="92f58472-7692-4814-814d-3d5824bbd4c2" />
    <Include>
      <Attribute ID="WarmWhite" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Dim_to_Warm" ChannelOffset="3" Wheel="7" />
      <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="5,6" Wheel="1" />
      <Attribute ID="Dim_Spd" ChannelOffset="7" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="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="afb7ac34-22b8-41f9-9b8f-0a33d1c97711" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="WarmWhite" Wheel="10" />
        <Attribute ID="Amber" Wheel="11" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Dim_to_Warm" ChannelOffset="5" Wheel="7" />
        <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="7,8" Wheel="4" />
        <Attribute ID="Dim_Spd" ChannelOffset="9" Wheel="25" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="WWA cell" X="0" Y="0">
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="WWA cell" X="0" Y="1">
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="DTW 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="Dim_to_Warm" ChannelOffset="1" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="WWA cell" Channels="2" 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="WarmWhite" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>