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SGM POI-250 Wash 3K (SGM_POI-250 Wash 3K.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="POI-250 Wash 3K" ShortName="POI250Ws3K" Company="SGM" Version="5">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>cb6351b8-a6a0-4b72-94a0-35f538af041f</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="5" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="97acc1cb-bbb2-48bf-bc5b-c5470750d9eb" />
  <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="3bef4d30-68f5-44eb-b601-2e083914469a">
    <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="7144420f-d9cd-4905-8ac6-28788d7a6b82" />
    <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="825e107e-a5b8-4b47-927d-2994209faebd">
    <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="63d7e87b-2897-402b-b37f-b90fd61c8cf3" />
    <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="2d871e9f-0ae7-4e2d-8e22-1d04e165f84e">
    <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="6db33bb5-550b-4e96-b1be-f1eb5084e423" />
    <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="aa2f4bed-4bf6-4977-b62b-b4b242ff92c9">
    <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="45350fda-9c3b-4ebd-9aaa-28eb043d4383" />
    <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="3cf08628-c43f-45fe-9ba0-67f7e116cd5a">
    <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="bb5c01ba-0f27-468d-b76e-091ec43f2207" />
    <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>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>