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Pro Light Par 270 Outdoor 6-In-1 (Pro Light_Par 270 Outdoor 6-In-1.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Par 270 Outdoor 6-In-1" ShortName="P270OD6In1" Company="Pro Light" Version="4">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>166c1a52-cdf4-48c2-9110-67953c246db3</Thumbnail>
  <History Date="28-03-20" Author="Nic Morris" Comment="Created (note charts have channel offset errors)" Version="0" />
  <History Date="31-03-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="4" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="08babd7b-920c-44f4-b7db-bac97998021a" />
  <Control>
    <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="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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Speed" ID="3" If="'Macro'>29&&'Macro'<39" />
      <Condition Name="Sensitivity" ID="4" If="'Macro'>38" />
      <Else ID="1,2" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="11~255" />
      <Function ID="3" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="4" Name="Sensitivity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Macro" Name="Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" Update="Shutter" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="6~11" Update="Shutter" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="12~17" Update="Shutter" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="18~23" Update="Shutter" />
      <Function ID="5" Name="White" Display="'White'" Dmx="24~29" Update="Shutter" />
      <Function ID="6" Name="Amber" Display="'Amber'" Dmx="30~35" Update="Shutter" />
      <Function ID="7" Name="UV" Display="'UV'" Dmx="36~41" Update="Shutter" />
      <Function ID="8" Name="Colour 1" Display="'Colour 1'" Dmx="42~47" Update="Shutter" WheelPosition="1" />
      <Function ID="9" Name="Colour 2" Display="'Colour 2'" Dmx="48~53" Update="Shutter" WheelPosition="2" />
      <Function ID="10" Name="Colour 3" Display="'Colour 3'" Dmx="54~59" Update="Shutter" WheelPosition="3" />
      <Function ID="11" Name="Colour 4" Display="'Colour 4'" Dmx="60~65" Update="Shutter" WheelPosition="4" />
      <Function ID="12" Name="Colour 5" Display="'Colour 5'" Dmx="66~71" Update="Shutter" WheelPosition="5" />
      <Function ID="13" Name="Colour 6" Display="'Colour 6'" Dmx="72~77" Update="Shutter" WheelPosition="6" />
      <Function ID="14" Name="Colour 7" Display="'Colour 7'" Dmx="78~83" Update="Shutter" WheelPosition="7" />
      <Function ID="15" Name="Colour 8" Display="'Colour 8'" Dmx="84~89" Update="Shutter" WheelPosition="8" />
      <Function ID="16" Name="Colour 9" Display="'Colour 9'" Dmx="90~95" Update="Shutter" WheelPosition="9" />
      <Function ID="17" Name="Colour 10" Display="'Colour 10'" Dmx="96~101" Update="Shutter" WheelPosition="10" />
      <Function ID="18" Name="Colour 11" Display="'Colour 11'" Dmx="102~107" Update="Shutter" WheelPosition="11" />
      <Function ID="19" Name="Colour 12" Display="'Colour 12'" Dmx="108~113" Update="Shutter" WheelPosition="12" />
      <Function ID="20" Name="Colour 13" Display="'Colour 13'" Dmx="114~119" Update="Shutter" WheelPosition="13" />
      <Function ID="21" Name="Colour 14" Display="'Colour 14'" Dmx="120~125" Update="Shutter" WheelPosition="14" />
      <Function ID="22" Name="Colour 15" Display="'Colour 15'" Dmx="126~131" Update="Shutter" WheelPosition="15" />
      <Function ID="23" Name="Colour 16" Display="'Colour 16'" Dmx="132~137" Update="Shutter" WheelPosition="16" />
      <Function ID="24" Name="Colour 17" Display="'Colour 17'" Dmx="138~143" Update="Shutter" WheelPosition="17" />
      <Function ID="25" Name="Colour 18" Display="'Colour 18'" Dmx="144~149" Update="Shutter" WheelPosition="18" />
      <Function ID="26" Name="Colour 19" Display="'Colour 19'" Dmx="150~155" Update="Shutter" WheelPosition="19" />
      <Function ID="27" Name="Colour 20" Display="'Colour 20'" Dmx="156~161" Update="Shutter" WheelPosition="20" />
      <Function ID="28" Name="Colour 21" Display="'Colour 21'" Dmx="162~167" Update="Shutter" WheelPosition="21" />
      <Function ID="29" Name="Colour 22" Display="'Colour 22'" Dmx="168~179" Update="Shutter" WheelPosition="22" />
      <Function ID="30" Name="Macro 1" Display="'Macro 1'" Dmx="180~185" Update="Shutter" />
      <Function ID="31" Name="Macro 2" Display="'Macro 2'" Dmx="186~191" Update="Shutter" />
      <Function ID="32" Name="Macro 3" Display="'Macro 3'" Dmx="192~197" Update="Shutter" />
      <Function ID="33" Name="Macro 4" Display="'Macro 4'" Dmx="198~203" Update="Shutter" />
      <Function ID="34" Name="Macro 5" Display="'Macro 5'" Dmx="204~209" Update="Shutter" />
      <Function ID="35" Name="Macro 6" Display="'Macro 6'" Dmx="210~215" Update="Shutter" />
      <Function ID="36" Name="Macro 7" Display="'Macro 7'" Dmx="216~221" Update="Shutter" />
      <Function ID="37" Name="Macro 8" Display="'Macro 8'" Dmx="222~227" Update="Shutter" />
      <Function ID="38" Name="Macro 9" Display="'Macro 9'" Dmx="228~233" Update="Shutter" />
      <Function ID="39" Name="Sound 1" Display="'Sound 1'" Dmx="234~239" Update="Shutter" />
      <Function ID="40" Name="Sound 2" Display="'Sound 2'" Dmx="240~245" Update="Shutter" />
      <Function ID="41" Name="Sound 3" Display="'Sound 3'" Dmx="246~255" Update="Shutter" />
    </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>
  </Control>
  <Mode Name="2 DMX" Channels="2">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="34cb2ae9-dfa8-4687-b6b9-94cb11354033" />
    <Include>
      <Attribute ID="Macro" ChannelOffset="1" Wheel="22" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="1eb91add-1e37-425a-906f-514a1e7649cb" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
      <Attribute ID="UV" ChannelOffset="6" Wheel="42" VirtualControl="Dimmer" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="71c81fe4-12c3-4d63-963f-e871ee7f57a8" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="41" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="UV" ChannelOffset="7" Wheel="42" />
    </Include>
  </Mode>
  <Mode Name="9 DMX" Channels="9">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="0260d0f7-411a-4160-a715-4abb30325212" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="41" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Macro" ChannelOffset="9" Wheel="22" />
      <Attribute ID="UV" ChannelOffset="7" Wheel="42" />
    </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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>