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DJPOWER H-1S (DJPOWER_H-1S.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="H-1S" ShortName="H-1S" Company="DJPOWER" Version="4">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>52821d2f-be6f-4a87-ad4a-553405b53694</Thumbnail>
  <History Date="28-07-18" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="31-07-18" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <History Date="25-09-20" Author="Nic Morris" Comment="Created from DJPOWER H-1 (identical)" Version="3" />
  <History Date="29-09-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="4" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="94fa6d47-3a78-45a8-88d5-cff7211518a2" />
  <Control>
    <Attribute ID="Fog" Name="Fog" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Output" 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="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="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="Macro" Display="'Macro %.1f%%',0.0~100.0" Dmx="10~255" Colour="255,255,255" />
    </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="10~255" />
    </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="Pan" Name="Pan" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="10 DMX" Channels="10">
    <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>
    <AtlaBase ModeID="bab4a3ee-fdf3-42fc-b0ad-e24c1a7d8541" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Amber" Wheel="40" />
        <Attribute ID="Colour_Macro" Wheel="7" />
        <Attribute ID="Shutter" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Pan" ChannelOffset="9" Wheel="2" />
        <Attribute ID="Tilt" ChannelOffset="10" Wheel="3" />
        <Attribute ID="Fog" Wheel="4" />
      </Master>
      <Cell ID="Cell1" Name="Fog" ChannelOffset="1" ModeLink="Fog cell" X="0" Y="0">
        <AttributeLink SourceId="Fog" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="LED" ChannelOffset="2" ModeLink="LED cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Fog cell" Channels="1" Hidden="True">
    <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="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="LED cell" Channels="7" Hidden="True">
    <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="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" />
    </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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>