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SGM POI-150 Wash 3K (SGM_POI-150 Wash 3K.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="POI-150 Wash 3K" ShortName="POI150Ws3K" Company="SGM" Version="4">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>19631196-d9b2-4bb1-95a2-4a5789c139e9</Thumbnail>
  <History Date="23-05-25" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="29-05-25" Author="Nic Morris" Comment="Split for Capture.  Added Atlabase ID's." Version="4" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="fc06f8ac-9edc-4867-9514-5a291c6226b8" />
  <Control>
    <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 %.1f%%',0.0~100.0" Dmx="151~16" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="200~244" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="152~175" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="176~199" />
    </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="CTO" Name="CTC" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="5600K" Display="'5600K'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="RAW" Display="'RAW'" Dmx="1~4" Colour="255,255,255" />
      <Function ID="3" Name="CTC" Display="'%.fK',2000~10000" Dmx="5~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Colour_Path" Name="Colour Path" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="SGM Standard" Display="'SGM Standard'" Dmx="0~0" />
      <Function ID="2" Name="SGM VersaPath" Display="'SGM VersaPath'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Colour_Mode" Name="Colour Mode" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="CTC RGB" Display="'CTC RGB'" Dmx="0~0" Update="Red, Green, Blue" Colour="255,255,255" />
      <Function ID="2" Name="xy (CIE 1931)" Display="'xy (CIE 1931)'" Dmx="5~9" Update="Red, Green, Blue" Colour="255,255,255" />
      <Function ID="3" Name="HSI" Display="'HSI'" Dmx="10~14" Update="Red, Green, Blue" Colour="255,255,255" />
      <Function ID="4" Name="CMY" Display="'CMY'" Dmx="15~19" Update="Red, Green, Blue" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="+/-_Green" Name="+/- Green" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Neutral" Display="'Neutral'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="- Grn" Display="'- Grn %.1f%%',100.0~0.0" Dmx="5~125" Colour="255,255,255" />
      <Function ID="3" Name="Neutral" Display="'Neutral'" Dmx="126~134" Colour="255,255,255" />
      <Function ID="4" Name="+ Grn" Display="'+ Grn %.1f%%',0.0~100.0" Dmx="135~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Frequency" Name="Frequency" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Default" Display="'Default'" Dmx="0~0" />
      <Function ID="2" Name="Frequency" Display="'Frequency %.1f%%',0.0~100.0" Dmx="5~255" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Gamma Filtered" Display="'Gamma Filtered'" Dmx="0~0" />
      <Function ID="2" Name="Gamma Raw" Display="'Gamma Raw'" Dmx="5~9" />
      <Function ID="3" Name="Gamma Halogen" Display="'Gamma Halogen'" Dmx="10~14" />
      <Function ID="4" Name="Linear Filtered" Display="'Linear Filtered'" Dmx="15~19" />
      <Function ID="5" Name="Linear Raw" Display="'Linear Raw'" Dmx="20~24" />
      <Function ID="6" Name="Linear Halogen" Display="'Linear Halogen'" Dmx="25~29" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Else ID="1" />
      <Condition Name="HSI" ID="2" If="'Colour_Mode'==3" />
      <Condition Name="xy Control (CIE 1931)" ID="3" If="'Colour_Mode'==2" />
      <Condition Name="CMY" ID="4" If="'Colour_Mode'==4" />
      <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" />
      <Function ID="2" Name="Hue" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,0" />
      <Function ID="3" Name="x" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,0" />
      <Function ID="4" Name="Cyan C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~255" Colour="0,255,255" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Else ID="1" />
      <Condition Name="HSI" ID="2" If="'Colour_Mode'==3" />
      <Condition Name="xy Control (CIE 1931)" ID="3" If="'Colour_Mode'==2" />
      <Condition Name="CMY" ID="4" If="'Colour_Mode'==4" />
      <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" />
      <Function ID="2" Name="Saturation" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" />
      <Function ID="3" Name="y" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" />
      <Function ID="4" Name="Magenta C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~255" Colour="255,0,255" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Else ID="1" />
      <Condition Name="HSI" ID="2" If="'Colour_Mode'==3" />
      <Condition Name="CMY" ID="3" If="'Colour_Mode'==4" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" />
      <Function ID="2" Name="Intensity" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" />
      <Function ID="3" Name="Yellow C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~255" Colour="255,255,0" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,255" />
    </Attribute>
  </Control>
  <Mode Name="Calibrated (8-bit), 3 DMX" Channels="3" Id="ac75e60d-61a4-4b6f-a6fe-205eb1384435">
    <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="5022e3d8-5aed-4263-85e5-91d74c2cba82" />
    <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="Calibrated (16-bit), 6 DMX" Channels="6" Id="00de33fd-1cd1-4716-8456-9222433493bb">
    <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="0a83577d-8332-47e3-8476-2b5aa402647d" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1,2" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="3,4" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="5,6" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="CTC (8-bit), 6 DMX" Channels="6" Id="3446e78c-2dd5-4658-b8a4-7f8d64c1930f">
    <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="223419f0-273a-494c-87c4-ec2b82a0ad1d" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="CTO" ChannelOffset="2" Wheel="7" />
      <Attribute ID="Colour_Path" ChannelOffset="3" Wheel="26" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
    </Include>
  </Mode>
  <Mode Name="CTC (16-bit), 10 DMX" Channels="10" Id="7c112035-4a0f-4c7c-8046-1e30f525021e">
    <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="11c3bf40-af48-4e80-afb9-ad3740f2f86b" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="CTO" ChannelOffset="3" Wheel="7" />
      <Attribute ID="Colour_Path" ChannelOffset="4" Wheel="26" />
      <Attribute ID="Red" ChannelOffset="5,6" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="7,8" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="9,10" Wheel="12" />
    </Include>
  </Mode>
  <Mode Name="Extended, 17 DMX" Channels="17" Id="9e0d8bc8-646b-467e-a8dd-cdeb6efb6008">
    <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="65c8f8f8-7cf9-4f40-bf8e-51d93d9b18d3" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" />
      <Attribute ID="CTO" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Colour_Path" ChannelOffset="5" Wheel="26" />
      <Attribute ID="Colour_Mode" ChannelOffset="6" Wheel="8" />
      <Attribute ID="+/-_Green" ChannelOffset="7" Wheel="9" />
      <Attribute ID="Frequency" ChannelOffset="8" Wheel="27" />
      <Attribute ID="Dim_Curve" ChannelOffset="9" Wheel="25" />
      <Attribute ID="Red" ChannelOffset="10,11" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="12,13" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="14,15" Wheel="12" />
      <Attribute ID="White" ChannelOffset="16,17" Wheel="40" />
    </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 Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <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" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>