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LED2 FLAT PAR-190 (LED2_FLAT PAR-190.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="FLAT PAR-190" ShortName="FLATPAR190" Company="LED2" Version="6">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>73127844-5749-4a51-95a8-3c1bc169720f</Thumbnail>
  <History Date="13-06-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="17-06-22" Author="Nic Morris" Comment="Fixed 22 channel mode (was missing 3rd ring).  Added Atlabase ID's." Version="2" />
  <History Date="21-06-22" Author="Nic Morris" Comment="Created from BeamZ BT410 (identical)" Version="3" />
  <History Date="24-06-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="4" />
  <History Date="23-09-24" Author="Nic Morris" Comment="Created from Nouvoled Lustrous-FX 1910 (identical)" Version="5" />
  <History Date="26-09-24" Author="Nic Morris" Comment="Changed name from FLAT PAR -190 to FLAT PAR-190.  Added Atlabase ID's." Version="6" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="315544e5-0b5d-40ac-ba0e-990b57c3520b" />
  <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="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 %.f%%',0~100" Dmx="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" />
    </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="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </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="Red" Display="'Red'" Dmx="16~31" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="32~47" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="48~63" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="64~79" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="80~95" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="96~111" Colour="255,255,255" />
      <Function ID="8" Name="R+W" Display="'R+W'" Dmx="112~127" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="128~143" Colour="255,255,255" />
      <Function ID="10" Name="G+W" Display="'G+W'" Dmx="144~159" Colour="255,255,255" />
      <Function ID="11" Name="B+W" Display="'B+W'" Dmx="160~175" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="176~191" Colour="255,255,255" />
      <Function ID="13" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="192~207" Colour="255,255,255" />
      <Function ID="14" Name="2700K" Display="'2700K'" Dmx="208~212" Colour="255,255,255" />
      <Function ID="15" Name="3200K" Display="'3200K'" Dmx="213~217" Colour="255,255,255" />
      <Function ID="16" Name="3500K" Display="'3500K'" Dmx="218~222" Colour="255,255,255" />
      <Function ID="17" Name="5000K" Display="'5000K'" Dmx="223~227" Colour="255,255,255" />
      <Function ID="18" Name="5500K" Display="'5500K'" Dmx="228~232" Colour="255,255,255" />
      <Function ID="19" Name="6000K" Display="'6000K'" Dmx="233~237" Colour="255,255,255" />
      <Function ID="20" Name="6500K" Display="'6500K'" Dmx="238~242" Colour="255,255,255" />
      <Function ID="21" Name="7000K" Display="'7000K'" Dmx="243~247" Colour="255,255,255" />
      <Function ID="22" Name="8000K" Display="'8000K'" Dmx="247~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" 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="<3200K" Display="'<3200K'" Dmx="16~45" Colour="255,255,255" />
      <Function ID="3" Name="3200-3500K" Display="'3200-3500K %.fK',3200~3500" Dmx="46~75" Colour="255,255,255" />
      <Function ID="4" Name="3500-5000K" Display="'3500-5000K %.fK',3500~5000" Dmx="76~105" Colour="255,255,255" />
      <Function ID="5" Name="5000-5500K" Display="'5000-5500K %.fK',5000~5500" Dmx="106~135" Colour="255,255,255" />
      <Function ID="6" Name="5500-6000K" Display="'5500-6000K %.fK',5500~6000" Dmx="136~165" Colour="255,255,255" />
      <Function ID="7" Name="6000-6500K" Display="'6000-6500K %.fK',6000~6500" Dmx="166~195" Colour="255,255,255" />
      <Function ID="8" Name="6500-7000K" Display="'6500-7000K %.fK',6500~7000" Dmx="196~225" Colour="255,255,255" />
      <Function ID="9" Name="7000-8000K" Display="'7000-8000K %.fK',7000~8000" Dmx="226~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="16~31" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="32~47" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="48~63" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="64~79" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="80~95" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="96~111" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="112~127" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="128~143" />
      <Function ID="10" Name="Sound 1" Display="'Sound 1'" Dmx="144~159" />
      <Function ID="11" Name="Sound 2" Display="'Sound 2'" Dmx="160~175" />
      <Function ID="12" Name="Sound 3" Display="'Sound 3'" Dmx="176~191" />
      <Function ID="13" Name="Sound 4" Display="'Sound 4'" Dmx="192~207" />
      <Function ID="14" Name="Sound 5" Display="'Sound 5'" Dmx="208~223" />
      <Function ID="15" Name="Sound 6" Display="'Sound 6'" Dmx="224~239" />
      <Function ID="16" Name="Sound 7" Display="'Sound 7'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Red_Master" Name="Red Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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_Master" Name="Green Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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_Master" Name="Blue Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White_Master" Name="White Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </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>
  </Control>
  <Mode Name="10 DMX" Channels="10" Id="9a46ce7d-e643-4b3c-83d3-67ff9ede9fd6">
    <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="2bcedd18-fd3a-40a0-9ade-c25ac8406c7a" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="White" ChannelOffset="6" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" />
      <Attribute ID="CTO" ChannelOffset="8" Wheel="9" />
      <Attribute ID="Auto" ChannelOffset="9" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="10" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="22 DMX" Channels="22" Id="53217e5d-1c39-49d5-90f6-a0a763ef76e2">
    <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="16dcee8e-ea54-4b4d-b541-e52a99bdce23" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Red_Master" ChannelOffset="3" Wheel="70" />
        <Attribute ID="Green_Master" ChannelOffset="4" Wheel="71" />
        <Attribute ID="Blue_Master" ChannelOffset="5" Wheel="72" />
        <Attribute ID="White_Master" ChannelOffset="6" Wheel="100" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Colour_Macro" ChannelOffset="19" Wheel="7" />
        <Attribute ID="CTO" ChannelOffset="20" Wheel="9" />
        <Attribute ID="Auto" ChannelOffset="21" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="22" Wheel="23" />
      </Master>
      <Cell ID="Cell1" Name="Ring 1" ChannelOffset="7" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Ring 2" ChannelOffset="11" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Ring 3" ChannelOffset="15" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="4" Hidden="True" Id="07944810-1184-4677-9c34-e411cad9556d">
    <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="White" ChannelOffset="4" Wheel="40" 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>
    <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>