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BeamZ MHL30 (BeamZ_MHL30.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="MHL30" ShortName="MHL30" Company="BeamZ">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>0cf2b400-f55f-4ba9-bbb5-f0d317b2d7c9</Thumbnail>
  <History Date="24-12-19" Author="Nic Morris" Comment="Created" />
  <History Date="28-12-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="0144dcc0-dacd-4500-aa27-978d66c13a64" />
  <Control>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Colour1Func'==1" />
      <Condition Name="Split" ID="9,10,11,12,13,14,15,16" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="17,18,19,20" If="'Colour1Func'==3" />
      <Else ID="21" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="16~23" WheelPosition="1" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="32~39" WheelPosition="2" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="48~55" WheelPosition="3" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="64~71" WheelPosition="4" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="80~87" WheelPosition="5" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="96~103" WheelPosition="6" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="112~119" WheelPosition="7" Colour="0,0,0" />
      <Function ID="9" Name="Op/ 1" Display="'Op/ 1'" Dmx="8~15" WheelPosition="0" Colour="255,255,255" />
      <Function ID="10" Name="1/ 2" Display="'1/ 2'" Dmx="24~31" WheelPosition="1" Colour="0,0,0" />
      <Function ID="11" Name="2/ 3" Display="'2/ 3'" Dmx="40~47" WheelPosition="2" Colour="0,0,0" />
      <Function ID="12" Name="3/ 4" Display="'3/ 4'" Dmx="56~63" WheelPosition="3" Colour="0,0,0" />
      <Function ID="13" Name="4/ 5" Display="'4/ 5'" Dmx="72~79" WheelPosition="4" Colour="0,0,0" />
      <Function ID="14" Name="5/ 6" Display="'5/ 6'" Dmx="88~95" WheelPosition="5" Colour="0,0,0" />
      <Function ID="15" Name="6/ 7" Display="'6/ 7'" Dmx="104~111" WheelPosition="6" Colour="0,0,0" />
      <Function ID="16" Name="7/ Op" Display="'7/ Op'" Dmx="120~127" WheelPosition="7" Colour="0,0,0" />
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~192" Colour="0,0,0" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="193~255" Colour="0,0,0" />
      <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" />
      <Function ID="2" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" />
      <Function ID="3" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Gobo1Func'==1" />
      <Condition Name="Scroll" ID="8,9,10,11" If="'Gobo1Func'==2" />
      <Else ID="12" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="21~41" WheelPosition="1" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="42~62" WheelPosition="2" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="63~83" WheelPosition="3" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="84~104" WheelPosition="4" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="105~125" WheelPosition="5" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="126~127" WheelPosition="6" />
      <Function ID="8" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="9" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~192" />
      <Function ID="10" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="11" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="193~255" />
      <Function ID="12" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo1Rot" Name="Gobo Rot" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="1~127" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'Dimmer %.1f%%',0.0~100.0" Dmx="0~115" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="244~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="116~243" />
    </Attribute>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </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="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="150~255" />
    </Attribute>
  </Control>
  <Mode Name="10 DMX" Channels="10">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="585" TiltMax="225" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="d396d54d-cba4-46fb-8b47-726fe20bdb0f" />
    <Include>
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="1" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="2" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="3" Wheel="15" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
      <Attribute ID="Pan" ChannelOffset="5,8" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="6,9" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="7" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="10" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1" />
    </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>