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Tomshine 60W 4 LED RGBW+Amber+UV 6-In-1 (Tomshine_60W 4 LED RGBW+Amber+UV 6-In-1.d4)

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<Fixture Name="60W 4 LED RGBW+Amber+UV 6-In-1" ShortName="60W 4 LED" Company="Tomshine" Version="0">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>499ab5a1-9dcf-4b0e-92fd-80474a391427</Thumbnail>
  <History Date="02-06-20" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="345421d2-b89b-467c-9714-dadd268d768c" />
  <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="10~249" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="UV" Name="UV" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="UV C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,0,255" />
    </Attribute>
    <Attribute ID="P/T_Macro" Name="P/T Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Auto 3" Display="'Auto 3'" Dmx="16~44" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="45~74" />
      <Function ID="4" Name="Auto 1" Display="'Auto 1'" Dmx="75~104" />
      <Function ID="5" Name="Auto 0" Display="'Auto 0'" Dmx="105~128" />
      <Function ID="6" Name="Sound 3" Display="'Sound 3'" Dmx="129~157" />
      <Function ID="7" Name="Sound 2" Display="'Sound 2'" Dmx="158~187" />
      <Function ID="8" Name="Sound 1" Display="'Sound 1'" Dmx="188~217" />
      <Function ID="9" Name="Sound 0" Display="'Sound 0'" Dmx="218~255" />
    </Attribute>
    <Attribute ID="P/T_Mac_Sens" Name="P/T Mac Sens" 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="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Gradual" Display="'Gradual'" Dmx="0~0" />
      <Function ID="2" Name="Auto 1" Display="'Auto 1'" Dmx="8~39" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="40~74" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="75~108" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="109~140" />
      <Function ID="6" Name="Sound 1" Display="'Sound 1'" Dmx="141~168" />
      <Function ID="7" Name="Sound 2" Display="'Sound 2'" Dmx="169~197" />
      <Function ID="8" Name="Sound 3" Display="'Sound 3'" Dmx="198~226" />
      <Function ID="9" Name="Sound 4" Display="'Sound 4'" Dmx="227~255" />
    </Attribute>
    <Attribute ID="Auto_Sens" Name="Auto Sens" 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="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="16 DMX" Channels="16">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="d49344ce-8a18-48ec-a32a-3c634e7da68b" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="6" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="7" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="8" Wheel="12" />
      <Attribute ID="White" ChannelOffset="9" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="10" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="11" Wheel="42" />
      <Attribute ID="P/T_Macro" ChannelOffset="12" Wheel="22" />
      <Attribute ID="P/T_Mac_Sens" ChannelOffset="13" Wheel="23" />
      <Attribute ID="Auto" ChannelOffset="14" Wheel="52" />
      <Attribute ID="Auto_Sens" ChannelOffset="15" Wheel="53" />
      <Attribute ID="Control" ChannelOffset="16" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="18 DMX" Channels="18">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="4e8f0430-bc7d-4237-bccf-d91e45d9627d" />
    <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="Red" ChannelOffset="8" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="9" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="10" Wheel="12" />
      <Attribute ID="White" ChannelOffset="11" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="12" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="13" Wheel="42" />
      <Attribute ID="P/T_Macro" ChannelOffset="14" Wheel="22" />
      <Attribute ID="P/T_Mac_Sens" ChannelOffset="15" Wheel="23" />
      <Attribute ID="Auto" ChannelOffset="16" Wheel="52" />
      <Attribute ID="Auto_Sens" ChannelOffset="17" Wheel="53" />
      <Attribute ID="Control" ChannelOffset="18" Wheel="28" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </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>
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</Swatch>
  </swatchLibrary>
</Fixture>