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Pro Lux Dotline 640 (Pro Lux_Dotline 640.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Dotline 640" ShortName="Dotline640" Company="Pro Lux" Version="4">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>1615f6ed-4996-47d4-a247-5c45f4b7d52e</Thumbnail>
  <History Date="16-05-23" Author="Nic Morris" Comment="Created (hopeless documentation.  dynamic effect ranges don't make sense.  32 channel mode has the wrong number of pixels.  made best guess)" Version="0" />
  <History Date="18-05-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="17-10-23" Author="Nic Morris" Comment="Created from Uplus Lighting MH 6x40 Pixel Bar" Version="2" />
  <History Date="04-04-24" Author="Nic Morris" Comment="Created from Unknown LED Pixel Zoom Bar (identical)" Version="3" />
  <History Date="05-04-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="4" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="c63d3497-9583-43e7-a296-2d8e4b0c19ff" />
  <Control>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt_Speed" Name="Tilt Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" 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="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="FG_Colour" Name="FG Colour" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="BG_Colour" Name="BG Colour" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </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="Move in Dark On" Display="'Move in Dark On'" Dmx="61~80" />
      <Function ID="3" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="81~100" />
      <Function ID="4" Name="Reset All" Display="'Reset All'" Dmx="101~120" />
      <Function ID="5" Name="Reset Tilt" Display="'Reset Tilt'" Dmx="121~140" />
      <Function ID="6" Name="Reset Zoom" Display="'Reset Zoom'" Dmx="141~160" />
      <Function ID="7" Name="Dim Smooth" Display="'Dim Smooth'" Dmx="161~180" />
      <Function ID="8" Name="Dim Fast" Display="'Dim Fast'" Dmx="181~200" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Macro" Name="Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1 %.f%%',0~100" Dmx="9~38" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2 %.f%%',0~100" Dmx="39~68" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3 %.f%%',0~100" Dmx="69~98" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4 %.f%%',0~100" Dmx="99~128" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5 %.f%%',0~100" Dmx="129~158" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6 %.f%%',0~100" Dmx="159~187" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7 %.f%%',0~100" Dmx="188~255" />
    </Attribute>
  </Control>
  <Mode Name="14 DMX" Channels="14" Id="6e936851-ccfc-408a-8286-b8f50b8c16c2">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="220" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="fea72659-46d2-48fd-b78d-ea71fb1c0a63" />
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
      <Attribute ID="Zoom" ChannelOffset="3" Wheel="19" />
      <Attribute ID="Dimmer" ChannelOffset="4,5" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Macro" ChannelOffset="7" Wheel="22" />
      <Attribute ID="FG_Colour" ChannelOffset="8" Wheel="7" />
      <Attribute ID="BG_Colour" ChannelOffset="9" Wheel="8" />
      <Attribute ID="Red" ChannelOffset="10" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="11" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="12" Wheel="12" />
      <Attribute ID="White" ChannelOffset="13" Wheel="40" />
      <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="32 DMX" Channels="32" Id="9735207b-85d8-45e8-9c1b-9ae2ff7fabb4">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="220" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="542f35e4-3f0a-4ae3-a343-871d3985dcd3" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Zoom" ChannelOffset="4" Wheel="19" />
        <Attribute ID="Master_Dimmer" ChannelOffset="5,6" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
        <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="Control" ChannelOffset="32" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="8" 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="Cell 2" ChannelOffset="12" 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="Cell 3" ChannelOffset="16" 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>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="20" ModeLink="Cell" X="0" Y="3">
        <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="Cell5" Name="Cell 5" ChannelOffset="24" ModeLink="Cell" X="0" Y="4">
        <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="Cell6" Name="Cell 6" ChannelOffset="28" ModeLink="Cell" X="0" Y="5">
        <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="3439270e-2a65-4874-b67a-3494dab26057">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="220" 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>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Tilt">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Zoom">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Smooth">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Fast">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Move in Dark On">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Move in Dark Off">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <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>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</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  </swatchLibrary>
</Fixture>