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Blizzard Lighting Northstar LED Wash (Blizzard Lighting_Northstar LED Wash.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Northstar LED Wash" ShortName="Northstar" Company="Blizzard Lighting">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>81d471a2-d735-4f12-bb40-11f94a30db0f</Thumbnail>
  <History Date="01-11-18" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="442abf8c-0506-4466-8288-573d088e0f0a" />
  <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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="0~99" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="100~199" />
      <Function ID="4" Name="Open" Display="'Open'" Dmx="200~207" />
      <Function ID="5" Name="Reset" Display="'Reset'" Dmx="208~216" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="2~6" Colour="255,0,0" />
      <Function ID="3" Name="Yellow" Display="'Yellow'" Dmx="7~11" Colour="255,255,0" />
      <Function ID="4" Name="Green" Display="'Green'" Dmx="12~16" Colour="0,255,0" />
      <Function ID="5" Name="Cyan" Display="'Cyan'" Dmx="17~21" Colour="0,255,255" />
      <Function ID="6" Name="Blue" Display="'Blue'" Dmx="22~26" Colour="0,0,255" />
      <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="27~31" Colour="255,0,255" />
      <Function ID="8" Name="White" Display="'White'" Dmx="32~49" Colour="255,255,255" />
      <Function ID="9" Name="Rd - Grn" Display="'Rd - Grn %.f%%',0~100" Dmx="50~118" Colour="255,255,255" />
      <Function ID="10" Name="Grn - Blu" Display="'Grn - Blu %.f%%',0~100" Dmx="119~185" Colour="255,255,255" />
      <Function ID="11" Name="Blu - Rd" Display="'Blu - Rd %.f%%',0~100" Dmx="186~252" Colour="255,255,255" />
      <Function ID="12" Name="White" Display="'White'" Dmx="253~255" Colour="255,255,255" />
    </Attribute>
    <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="Col_Fade/_Snap" Name="Col Fade/ Snap" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Fade" Display="'Fade %.1f%%',0.0~100.0" Dmx="6~127" Colour="255,255,255" />
      <Function ID="3" Name="Snap" Display="'Snap %.1f%%',0.0~100.0" Dmx="128~255" Colour="255,255,255" />
    </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>
  </Control>
  <Mode Name="12 DMX" Channels="12">
    <Import PearlRef="UKBLNSWS" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="280" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="0c4a287e-4576-4b00-a586-ecec43d7848b" />
    <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="Shutter" ChannelOffset="5" Wheel="4" />
      <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="9" />
      <Attribute ID="Pan" ChannelOffset="7,10" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="8,11" Wheel="3" />
      <Attribute ID="Col_Fade/_Snap" ChannelOffset="9" Wheel="8" />
      <Attribute ID="PT_Speed" ChannelOffset="12" Wheel="25" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Shutter:5" Delay="6000" />
      <Set Channel="Shutter:1" Delay="0" />
    </Macro>
  </Macro>
  <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>
  </Palettes>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>