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Leding X-Bolt Dim to Red (Leding_X-Bolt Dim to Red.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="X-Bolt Dim to Red" ShortName="X=Bolt DtR" Company="Leding" Version="2">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>6a1fefb9-3fb1-43ce-b197-f00ca9df1c6c</Thumbnail>
  <History Date="19-04-20" Author="Nic Morris" Comment="Created (charts contain errors.  guessed cell layout)" Version="0" />
  <History Date="22-04-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="23-04-20" Author="Nic Morris" Comment="Fixed missing cell dimmer links in 13 and 14 DMX modes." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="cac3f959-5d36-4fbe-b2d9-8c48e9def114" />
  <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="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 %.1f%%',0.0~100.0" Dmx="16~255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </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="Round Up" Display="'Round Up'" Dmx="36~71" />
      <Function ID="3" Name="Round Down" Display="'Round Down'" Dmx="72~107" />
      <Function ID="4" Name="Round Up Down" Display="'Round Up Down'" Dmx="108~143" />
      <Function ID="5" Name="Sin Up" Display="'Sin Up'" Dmx="144~179" />
      <Function ID="6" Name="4-LEDs Standard" Display="'4-LEDs Standard'" Dmx="180~215" />
      <Function ID="7" Name="4-LEDs Random" Display="'4-LEDs Random'" Dmx="216~255" />
    </Attribute>
    <Attribute ID="Dim_Mode" Name="Dim Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Linear" Display="'Linear'" Dmx="0~0" />
      <Function ID="2" Name="Square" Display="'Square'" Dmx="64~127" />
      <Function ID="3" Name="Inv Square" Display="'Inv Square'" Dmx="128~191" />
      <Function ID="4" Name="S-Curve" Display="'S-Curve'" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Dim_Spd" Name="Dim Spd" 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="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1">
    <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="6015cc7b-95e1-4000-be3f-6824f8cbfa8c" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3">
    <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="193eb32c-9bf6-4572-876a-4ebcf8d18a6d" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <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="80ac5930-3fac-4cc9-bcc1-1b78e6d2c6d2" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="White" Wheel="10" />
        <Attribute ID="Amber" Wheel="11" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="Cell" X="1" Y="0">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="5" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="7" ModeLink="Cell" X="1" Y="1">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="13 DMX" Channels="13">
    <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="ad9c7d29-a9f8-46bc-bf2d-34efa91e3113" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
        <Attribute ID="White" Wheel="10" />
        <Attribute ID="Amber" Wheel="11" />
        <Attribute ID="Auto" ChannelOffset="12" Wheel="22" />
        <Attribute ID="Dim_Mode" ChannelOffset="13" Wheel="25" />
        <Attribute ID="Master_Dimmer" ChannelOffset="1,2" Wheel="4" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="4" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="6" ModeLink="Cell" X="1" Y="0">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="8" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="10" ModeLink="Cell" X="1" Y="1">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="14 DMX" Channels="14">
    <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="7b994d5d-e486-4665-b314-e5015ea34174" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
        <Attribute ID="White" Wheel="10" />
        <Attribute ID="Amber" Wheel="11" />
        <Attribute ID="Auto" ChannelOffset="12" Wheel="22" />
        <Attribute ID="Dim_Mode" ChannelOffset="13" Wheel="25" />
        <Attribute ID="Dim_Spd" ChannelOffset="14" Wheel="26" />
        <Attribute ID="Master_Dimmer" ChannelOffset="1,2" Wheel="4" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="4" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="6" ModeLink="Cell" X="1" Y="0">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="8" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="10" ModeLink="Cell" X="1" Y="1">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="2" Hidden="True">
    <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="White" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <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" />
    </Group>
  </Palettes>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>