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Moxo Stage Light Robo Spot 2.0 Prism 90W (Moxo_Stage Light Robo Spot 2.0 Prism 90W.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Stage Light Robo Spot 2.0 Prism 90W" ShortName="RbSp2Pr90W" Company="Moxo">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>728633d6-476a-438c-ac18-f7be896da6db</Thumbnail>
  <History Date="11-02-20" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <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="255~0" />
    </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" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="20~39" WheelPosition="1" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="40~59" WheelPosition="2" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="60~79" WheelPosition="3" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="80~99" WheelPosition="4" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="100~119" WheelPosition="5" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="120~139" WheelPosition="6" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="140~159" WheelPosition="7" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="160~179" WheelPosition="8" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="180~199" WheelPosition="9" 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="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>