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Conic Laser Bar Beam Y6 (Y6-B) (Conic_Laser Bar Beam Y6 (Y6-B).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Laser Bar Beam Y6 (Y6-B)" ShortName="Bm Bar Y6B" Company="Conic" Version="4">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>136419f5-9fa9-4f0e-99eb-a4705b5536de</Thumbnail>
  <History Date="17-01-19" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="14-09-22" Author="Nic Morris" Comment="Split from Conic Laser Bar Beam Y6 for Capture.  Added Atlabase ID's." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="2906423e-1ca0-4771-8f66-5056e7486aa5" />
  <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="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="1~255" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect" 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 (Pan)" Display="'Macro 1 (Pan)'" Dmx="8~22" />
      <Function ID="3" Name="Macro 2 (Pan)" Display="'Macro 2 (Pan)'" Dmx="23~37" />
      <Function ID="4" Name="Macro 3 (Pan)" Display="'Macro 3 (Pan)'" Dmx="38~52" />
      <Function ID="5" Name="Macro 4 (Pan)" Display="'Macro 4 (Pan)'" Dmx="53~67" />
      <Function ID="6" Name="Macro 5 (Pan)" Display="'Macro 5 (Pan)'" Dmx="68~82" />
      <Function ID="7" Name="Macro 6 (Pan)" Display="'Macro 6 (Pan)'" Dmx="83~97" />
      <Function ID="8" Name="Macro 7 (Pan)" Display="'Macro 7 (Pan)'" Dmx="98~112" />
      <Function ID="9" Name="Macro 8 (Pan)" Display="'Macro 8 (Pan)'" Dmx="113~127" />
      <Function ID="10" Name="Macro 9 (Pan)" Display="'Macro 9 (Pan)'" Dmx="128~142" />
      <Function ID="11" Name="Macro 10 (Pan+Chase)" Display="'Macro 10 (Pan+Chase)'" Dmx="143~157" />
      <Function ID="12" Name="Macro 11 (Pan+Chase)" Display="'Macro 11 (Pan+Chase)'" Dmx="158~172" />
      <Function ID="13" Name="Macro 12 (Pan+Chase)" Display="'Macro 12 (Pan+Chase)'" Dmx="173~187" />
      <Function ID="14" Name="Macro 13 (Pan+Chase)" Display="'Macro 13 (Pan+Chase)'" Dmx="188~202" />
      <Function ID="15" Name="Macro 14 (Pan+Chase)" Display="'Macro 14 (Pan+Chase)'" Dmx="203~217" />
      <Function ID="16" Name="Macro 15 (Pan+Chase)" Display="'Macro 15 (Pan+Chase)'" Dmx="218~232" />
      <Function ID="17" Name="Sound" Display="'Sound'" Dmx="233~255" />
    </Attribute>
    <Attribute ID="Effect_Spd" Name="Effect 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="Chase" Name="Chase" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Chase" Display="'No Chase'" Dmx="0~0" />
      <Function ID="2" Name="Chase 1" Display="'Chase 1'" Dmx="15~35" />
      <Function ID="3" Name="Chase 2" Display="'Chase 2'" Dmx="36~56" />
      <Function ID="4" Name="Chase 3" Display="'Chase 3'" Dmx="57~76" />
      <Function ID="5" Name="Chase 4" Display="'Chase 4'" Dmx="77~97" />
      <Function ID="6" Name="Chase 5" Display="'Chase 5'" Dmx="98~117" />
      <Function ID="7" Name="All Lasers On" Display="'All Lasers On'" Dmx="118~255" />
    </Attribute>
    <Attribute ID="Chase_Spd" Name="Chase 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="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="Pan" Name="Pan" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T 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="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="Reset" Display="'Reset'" Dmx="129~255" />
    </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>
    <Attribute ID="Master_Pan" Name="Master Pan" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Pan" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="23 DMX" Channels="23">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="140" TiltMax="240" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="2d44e316-b03a-45e8-a063-f1e7f58af87a" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Effect" ChannelOffset="3" Wheel="22" />
        <Attribute ID="Effect_Spd" ChannelOffset="4" Wheel="23" />
        <Attribute ID="Chase" ChannelOffset="5" Wheel="52" />
        <Attribute ID="Chase_Spd" ChannelOffset="6" Wheel="53" />
        <Attribute ID="Tilt" ChannelOffset="7,8" Wheel="3" />
        <Attribute ID="Master_Pan" ChannelOffset="9" Wheel="19" />
        <Attribute ID="PT_Speed" ChannelOffset="10" Wheel="25" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Control" ChannelOffset="23" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="11" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="13" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="15" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="17" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="19" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="21" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <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="Head" PanMax="140" TiltMax="240" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>