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Mark LED SPOT 60 (Mark_LED SPOT 60.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED SPOT 60" ShortName="LED Sp 60" Company="Mark" Version="1">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>b0ae7922-a591-4b38-9000-063fe2f10d66</Thumbnail>
  <History Date="04-01-23" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="06-01-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="03b53f50-8acf-4e30-91ea-4fd23f1c7da0" />
  <Control>
    <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="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="16~255" />
    </Attribute>
    <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="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" 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="1,2,3,4,5,6,7,8,9,10" If="'Colour1Func'==1" />
      <Condition Name="Scroll" ID="11,12" If="'Colour1Func'==2" />
      <Else ID="13" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="20~39" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="40~59" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="60~79" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="80~99" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="100~119" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="120~139" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="140~159" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="160~179" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="180~199" Colour="0,0,0" />
      <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="12" Name="Scroll" Display="'Scroll %.f%%',0~100" Dmx="200~255" Colour="0,0,0" />
      <Function ID="13" 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="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" />
      <Function ID="4" 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="1,2,3,4,5,6,7,8,9,10,11,12" If="'Gobo1Func'==1" />
      <Condition Name="Shake" ID="13,14,15,16,17,18,19,20,21,22,23,24" If="'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="25,26" If="'Gobo1Func'==3" />
      <Else ID="27" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~19" WheelPosition="1" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~29" WheelPosition="2" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="30~39" WheelPosition="3" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="40~49" WheelPosition="4" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~59" WheelPosition="5" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="60~69" WheelPosition="6" />
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="70~79" WheelPosition="7" />
      <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="80~89" WheelPosition="8" />
      <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="90~99" WheelPosition="9" />
      <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="100~109" WheelPosition="10" />
      <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="110~119" WheelPosition="11" />
      <Function ID="13" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="14" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="220~229" WheelPosition="1" />
      <Function ID="15" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="210~219" WheelPosition="2" />
      <Function ID="16" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="200~209" WheelPosition="3" />
      <Function ID="17" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="190~199" WheelPosition="4" />
      <Function ID="18" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="180~189" WheelPosition="5" />
      <Function ID="19" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="170~179" WheelPosition="6" />
      <Function ID="20" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="160~169" WheelPosition="7" />
      <Function ID="21" Name="Gobo 8 Shake" Display="'Gobo 8 Shake  %.f%%',0~100" Dmx="150~159" WheelPosition="8" />
      <Function ID="22" Name="Gobo 9 Shake" Display="'Gobo 9 Shake  %.f%%',0~100" Dmx="140~149" WheelPosition="9" />
      <Function ID="23" Name="Gobo 10 Shake" Display="'Gobo 10 Shake  %.f%%',0~100" Dmx="130~139" WheelPosition="10" />
      <Function ID="24" Name="Gobo 11 Shake" Display="'Gobo 11 Shake  %.f%%',0~100" Dmx="120~129" WheelPosition="11" />
      <Function ID="25" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="26" Name="Scroll" Display="'Scroll %.f%%',0~100" Dmx="230~255" />
      <Function ID="27" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Prism" Name="Prism" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Prism" Display="'Prism'" Dmx="100~199" />
      <Function ID="3" Name="Spin" Display="'Spin %.f%%',0~100" Dmx="200~255" />
    </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="128~255" />
    </Attribute>
  </Control>
  <Mode Name="11 DMX" Channels="11">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="21e70bd4-4d49-4853-a6d7-3795aefac596" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="9" Wheel="14" />
      <Attribute ID="Prism" ChannelOffset="10" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="11" 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" />
      <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1" />
      <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1" />
      <Palette ID="10" Name="Gobo 9" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:1" />
      <Palette ID="11" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo1:11,Gobo1Func:1" />
      <Palette ID="12" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo1:12,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>
    <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>