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BeamZ MHL 820 MKII (BeamZ_MHL 820 MKII.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="MHL 820 MKII" ShortName="MHL 820 v2" Company="BeamZ" Version="0">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>76a5c3af-49f3-48d9-87e8-61b3f54aa811</Thumbnail>
  <History Date="23-01-24" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="877779b8-452c-47e0-9e25-562bf62eba5f" />
  <Control>
    <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="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="10~255" />
    </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="Effect 1" Display="'Effect 1'" Dmx="8~17" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="18~27" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="28~37" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="38~47" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="48~57" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="58~67" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="68~77" />
      <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="78~87" />
      <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="88~97" />
      <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="98~107" />
      <Function ID="12" Name="Effect 11" Display="'Effect 11'" Dmx="108~117" />
      <Function ID="13" Name="Effect 12" Display="'Effect 12'" Dmx="118~127" />
      <Function ID="14" Name="Effect 13" Display="'Effect 13'" Dmx="128~136" />
      <Function ID="15" Name="Effect 14" Display="'Effect 14'" Dmx="137~146" />
      <Function ID="16" Name="Effect 15" Display="'Effect 15'" Dmx="147~156" />
      <Function ID="17" Name="Effect 16" Display="'Effect 16'" Dmx="157~166" />
      <Function ID="18" Name="Effect 17" Display="'Effect 17'" Dmx="167~176" />
      <Function ID="19" Name="Effect 18" Display="'Effect 18'" Dmx="177~186" />
      <Function ID="20" Name="Effect 19" Display="'Effect 19'" Dmx="187~196" />
      <Function ID="21" Name="Effect 20" Display="'Effect 20'" Dmx="197~206" />
      <Function ID="22" Name="Effect 21" Display="'Effect 21'" Dmx="207~216" />
      <Function ID="23" Name="Effect 22" Display="'Effect 22'" Dmx="217~226" />
      <Function ID="24" Name="Effect 23" Display="'Effect 23'" Dmx="227~236" />
      <Function ID="25" Name="Effect 24 (Auto)" Display="'Effect 24 (Auto)'" Dmx="237~246" />
      <Function ID="26" Name="Effect 25 (Sound)" Display="'Effect 25 (Sound)'" Dmx="247~255" />
    </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="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="241~250" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <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="7 DMX" Channels="7" Id="f725c852-2944-4764-9af6-011eb7abc89a">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="135" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="6b6d1d69-2a27-466b-ac57-1217aa7e45e0" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
        <Attribute ID="Effect" ChannelOffset="5" Wheel="22" />
        <Attribute ID="Effect_Spd" ChannelOffset="6" Wheel="23" />
        <Attribute ID="Control" ChannelOffset="7" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Tilt 1" ChannelOffset="1" ModeLink="Tilt cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell2" Name="Tilt 2" ChannelOffset="2" ModeLink="Tilt cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="15 DMX" Channels="15" Id="f82d4f30-b638-4808-9247-7f1acc20ce51">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="135" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="17066295-6536-4ba1-8637-ad75949400fe" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Master_Dimmer" ChannelOffset="3" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Effect" ChannelOffset="13" Wheel="22" />
        <Attribute ID="Effect_Spd" ChannelOffset="14" Wheel="23" />
        <Attribute ID="Control" ChannelOffset="15" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Tilt 1" ChannelOffset="1" ModeLink="Tilt cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell2" Name="Tilt 2" ChannelOffset="2" ModeLink="Tilt cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell3" Name="LED 1" ChannelOffset="5" ModeLink="Dim cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="LED 2" ChannelOffset="6" ModeLink="Dim cell" X="2" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="LED 3" ChannelOffset="7" ModeLink="Dim cell" X="3" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="LED 4" ChannelOffset="8" ModeLink="Dim cell" X="4" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="LED 5" ChannelOffset="9" ModeLink="Dim cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="LED 6" ChannelOffset="10" ModeLink="Dim cell" X="2" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="LED 7" ChannelOffset="11" ModeLink="Dim cell" X="3" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="LED 8" ChannelOffset="12" ModeLink="Dim cell" X="4" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Tilt cell" Channels="1" Hidden="True" Id="e0fdfa73-e7cf-413b-aa3a-1343bbf6c14f">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="135" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
    </Include>
  </Mode>
  <Mode Name="Dim cell" Channels="1" Hidden="True" Id="535a443e-f3d5-42cc-a52d-20d28bb17bc9">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="135" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" 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="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>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>