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Mac Mah Beam-Line (Mac Mah_Beam-Line.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Beam-Line" ShortName="Beam-Line" Company="Mac Mah" Version="1">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>3c94e5f6-7ce6-4ace-ab48-a7c216467d5d</Thumbnail>
  <History Date="21-03-25" Author="Nic Morris" Comment="Created (poor documentation.  no function ranges except reset.  specifications suggest 25, 32 and 53 channel modes but only 25 channel detailed)" Version="0" />
  <History Date="26-03-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="716ececa-98cd-4c55-9c13-1ffc3304a16c" />
  <Control>
    <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="Pan_Spin" Name="Pan Spin" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Pan_Speed" Name="Pan 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="Tilt" Name="Tilt" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="Tilt_Mode" Name="Tilt Mode" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Tilt_Range" Name="Tilt Range" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Tilt_Direction" Name="Tilt Direction" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <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="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </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="Beam_FX" Name="Beam FX" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Beam_FX_Spd" Name="Beam FX 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="Halo_Shutter" Name="Halo Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Halo_FX" Name="Halo FX" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Halo_FX_Spd" Name="Halo FX 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="Group_FX" Name="Group FX" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Group_FX_Spd" Name="Group FX 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="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="250~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="25 DMX" Channels="25" Id="e1cd28aa-40bd-423e-963e-f4a9caf21a9c">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="dabc2cff-5c4a-42e1-8497-13bc0e3d68a5" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
        <Attribute ID="Pan_Spin" ChannelOffset="2" Wheel="19" />
        <Attribute ID="Pan_Speed" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Tilt" ChannelOffset="4" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="5" Wheel="26" />
        <Attribute ID="Tilt_Mode" ChannelOffset="6" Wheel="27" />
        <Attribute ID="Tilt_Range" ChannelOffset="7" Wheel="28" />
        <Attribute ID="Tilt_Direction" ChannelOffset="8" Wheel="29" />
        <Attribute ID="Master_Dimmer" ChannelOffset="9" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="10" 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="Beam_FX" ChannelOffset="15" Wheel="22" />
        <Attribute ID="Beam_FX_Spd" ChannelOffset="16" Wheel="23" />
        <Attribute ID="Halo_Shutter" ChannelOffset="17" Wheel="6" />
        <Attribute ID="Halo_FX" ChannelOffset="21" Wheel="52" />
        <Attribute ID="Halo_FX_Spd" ChannelOffset="22" Wheel="53" />
        <Attribute ID="Group_FX" ChannelOffset="23" Wheel="82" />
        <Attribute ID="Group_FX_Spd" ChannelOffset="24" Wheel="83" />
        <Attribute ID="Control" ChannelOffset="25" Wheel="30" />
      </Master>
      <Cell ID="Cell1" Name="Beam" ChannelOffset="11" ModeLink="RGBW 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="Halo" ChannelOffset="18" ModeLink="RGB cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="RGBW cell" Channels="4" Hidden="True" Id="a6b208ba-f1e9-4cb6-b52f-b660ff841cce">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="180" 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>
  <Mode Name="RGB cell" Channels="3" Hidden="True" Id="f5806d91-36cd-42f2-a2a6-da866dc34ead">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="180" 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="Dimmer" 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="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="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>