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LIGHT4ME Smart Spot 60 Prism (LIGHT4ME_Smart Spot 60 Prism.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Smart Spot 60 Prism" ShortName="SmartSp60P" Company="LIGHT4ME">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>2e934941-d135-4e36-88b2-2a8eada6e8bd</Thumbnail>
  <History Date="14-03-19" Author="Nic Morris" Comment="Created (very poor documentation)" />
  <History Date="20-03-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="d1b6d968-5676-49d2-8e04-b543c753db77" />
  <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="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="6~240" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="241~249" />
    </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" If="'Colour1Func'==1" />
      <Condition Name="Scroll" ID="10,11,12,13" If="'Colour1Func'==2" />
      <Else ID="14" />
      <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="18~35" WheelPosition="1" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="36~53" WheelPosition="2" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="54~71" WheelPosition="3" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="72~89" WheelPosition="4" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="90~107" WheelPosition="5" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="108~125" WheelPosition="6" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="126~143" WheelPosition="7" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="144~161" WheelPosition="8" Colour="0,0,0" />
      <Function ID="10" Name="No Scroll" Display="'No Scroll'" Dmx="200~227" Colour="0,0,0" />
      <Function ID="11" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="162~199" Colour="0,0,0" />
      <Function ID="12" Name="No Scroll" Display="'No Scroll'" Dmx="200~227" Colour="0,0,0" />
      <Function ID="13" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="228~255" Colour="0,0,0" />
      <Function ID="14" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour_Offset" Name="Colour Offset" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" 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="1,2,3,4,5,6,7,8" If="'Gobo1Func'==1" />
      <Condition Name="Scroll" ID="9,10,11,12" If="'Gobo1Func'==2" />
      <Else ID="13" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="20~39" WheelPosition="1" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="40~59" WheelPosition="2" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="60~79" WheelPosition="3" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="80~99" WheelPosition="4" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="100~119" WheelPosition="5" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="120~139" WheelPosition="6" />
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="140~159" WheelPosition="7" />
      <Function ID="9" Name="Step Change" Display="'Step Change %.f%%',0~100" Dmx="160~179" />
      <Function ID="10" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="180~199" />
      <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="200~226" />
      <Function ID="12" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="227~255" />
      <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo1Rot" Name="Gobo Rot" Description="" Group="G">
      <Locate Locate="3" PowerOn="3" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="20~99" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="100~179" />
      <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="6" Name="Bounce" Display="'Bounce %.f%%',0~100" Dmx="180~255" />
    </Attribute>
    <Attribute ID="Gobo_Shake" Name="Gobo Shake" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Shake" Display="'No Shake'" Dmx="0~0" />
      <Function ID="2" Name="Shake" Display="'Shake %.1f%%',0.0~100.0" Dmx="10~255" />
    </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="10~127" />
      <Function ID="3" Name="Spin" Display="'Spin %.1f%%',0.0~100.0" Dmx="128~255" />
    </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="Auto 1" Display="'Auto 1'" Dmx="20~39" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="40~59" />
      <Function ID="4" Name="Reset" Display="'Reset'" Dmx="200~219" />
    </Attribute>
  </Control>
  <Mode Name="14 DMX" Channels="14">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="200" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="0a84873a-6891-4d01-8db3-8b634340cc34" />
    <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="4" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" />
      <Attribute ID="Colour_Offset" ChannelOffset="9" Wheel="9" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="10" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="11" Wheel="15" />
      <Attribute ID="Gobo_Shake" ChannelOffset="12" Wheel="43" />
      <Attribute ID="Prism" ChannelOffset="13" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:4" 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" />
    </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:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>