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Coemar LEDko T Studio Fresnel (Coemar_LEDko T Studio Fresnel.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LEDko T Studio Fresnel" ShortName="T Std Fr" Company="Coemar" Version="7">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>0af100cf-6cba-4642-90d3-175866a958a7</Thumbnail>
  <History Date="28-06-23" Author="Nic Morris" Comment="Created (note 16bit dimmer with MSB and LSB straddling a reserved control seems strange)" Version="0" />
  <History Date="01-07-23" Author="Nic Morris" Comment="Split for Capture.  Added Atlabase ID's." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="7aa3dd63-608c-4706-9b58-9f32927a9853" />
  <Control>
    <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="Reserved" Name="Reserved" Description="" Group="S">
      <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="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 %.f%%',0~100" Dmx="10~57" />
      <Function ID="3" Name="Rnd Strobe 1" Display="'Rnd Strobe 1 %.f%%',0~100" Dmx="162~207" />
      <Function ID="4" Name="Rnd Strobe 2" Display="'Rnd Strobe 2 %.f%%',0~100" Dmx="210~255" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="60~108" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="111~159" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="600Hz" Display="'600Hz'" Dmx="10~84" />
      <Function ID="3" Name="Fan Low" Display="'Fan Low'" Dmx="85~96" />
      <Function ID="4" Name="Fan Auto" Display="'Fan Auto'" Dmx="97~108" />
      <Function ID="5" Name="Fan Speed" Display="'Fan Speed %.f%%',0~100" Dmx="109~120" />
      <Function ID="6" Name="Display On" Display="'Display On'" Dmx="134~185" />
      <Function ID="7" Name="Display Off" Display="'Display Off'" Dmx="186~199" />
      <Function ID="8" Name="LED Freq 1000Hz" Display="'LED Freq 1000Hz'" Dmx="200~205" />
      <Function ID="9" Name="LED Freq 3000Hz" Display="'LED Freq 3000Hz'" Dmx="206~211" />
      <Function ID="10" Name="LED Freq 6000Hz" Display="'LED Freq 6000Hz'" Dmx="212~217" />
      <Function ID="11" Name="LED Freq 8000Hz" Display="'LED Freq 8000Hz'" Dmx="218~223" />
      <Function ID="12" Name="LED Freq 10000Hz" Display="'LED Freq 10000Hz'" Dmx="224~229" />
      <Function ID="13" Name="LED Freq 12000Hz" Display="'LED Freq 12000Hz'" Dmx="230~235" />
      <Function ID="14" Name="LED Freq 14000Hz" Display="'LED Freq 14000Hz'" Dmx="236~241" />
      <Function ID="15" Name="LED Freq 16000Hz" Display="'LED Freq 16000Hz'" Dmx="242~247" />
      <Function ID="16" Name="LED Freq 19000Hz" Display="'LED Freq 19000Hz'" Dmx="248~255" />
    </Attribute>
  </Control>
  <Mode Name="5 DMX" Channels="5" Id="844b8fd4-f77d-4b7f-8619-18f26c497aa7">
    <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="e6cbf402-eec9-4a43-aaa3-d05e59cefa6b" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,3" Wheel="1" />
      <Attribute ID="Reserved" ChannelOffset="2" Wheel="29" />
      <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
      <Attribute ID="Control" ChannelOffset="5" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="1 DMX" Channels="1" Id="ebd1c758-a1bc-4fab-b0d4-6a0d4b2ecea1">
    <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="a6bff53e-28b6-4881-b7c8-9e9a758ce5ab" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="600Hz">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Low">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Auto">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display On">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display Off">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 1000Hz">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 3000Hz">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 6000Hz">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 8000Hz">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 10000Hz">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 12000Hz">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 14000Hz">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 16000Hz">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 19000Hz">
      <Set Channel="Control:16" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>