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High End EC-1 (High End_EC-1.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="EC-1" ShortName="EC-1" Company="High End" Version="0">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>053d90d2-6d46-4d3e-b2ed-7a430bfdd36c</Thumbnail>
  <History Date="17-10-23" Author="Nic Morris" Comment="Created (colour functions don't make any sense - they suggest that the colour ranges can be two things at once which is impossible.  the implementation appears to be flawed.  left colour as raw for now)" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="e1fb7438-7941-4637-aed6-2d362b7552e7" />
  <Control>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Default" Display="'Default'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="F3" Display="'F3'" Dmx="16~16" Colour="255,255,255" />
      <Function ID="3" Name="F4" Display="'F4'" Dmx="32~32" Colour="255,255,255" />
      <Function ID="4" Name="F5" Display="'F5'" Dmx="48~48" Colour="255,255,255" />
      <Function ID="5" Name="F1" Display="'F1'" Dmx="64~64" Colour="255,255,255" />
      <Function ID="6" Name="F1+F3" Display="'F1+F3'" Dmx="80~80" Colour="255,255,255" />
      <Function ID="7" Name="F1+F4" Display="'F1+F4'" Dmx="96~96" Colour="255,255,255" />
      <Function ID="8" Name="F1+F5" Display="'F1+F5'" Dmx="112~112" Colour="255,255,255" />
      <Function ID="9" Name="F2" Display="'F2'" Dmx="128~128" Colour="255,255,255" />
      <Function ID="10" Name="F2+F3" Display="'F2+F3'" Dmx="144~144" Colour="255,255,255" />
      <Function ID="11" Name="F2+F4" Display="'F2+F4'" Dmx="160~160" Colour="255,255,255" />
      <Function ID="12" Name="F2+F5" Display="'F2+F5'" Dmx="176~176" Colour="255,255,255" />
      <Function ID="13" Name="F1+F2" Display="'F1+F2'" Dmx="192~192" Colour="255,255,255" />
      <Function ID="14" Name="F1, F2 + F3" Display="'F1, F2 + F3'" Dmx="208~208" Colour="255,255,255" />
      <Function ID="15" Name="F1, F2 + F4" Display="'F1, F2 + F4'" Dmx="224~224" Colour="255,255,255" />
      <Function ID="16" Name="F1, F2 + F5" Display="'F1, F2 + F5'" Dmx="240~240" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" 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="Cyan" Name="Cyan" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" />
      <Function ID="1" Name="Cyan C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="255~0" Colour="0,255,255" />
    </Attribute>
    <Attribute ID="Magenta" Name="Magenta" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" />
      <Function ID="1" Name="Magenta C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="255~0" Colour="255,0,255" />
    </Attribute>
    <Attribute ID="Yellow" Name="Yellow" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" />
      <Function ID="1" Name="Yellow C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="255~0" Colour="255,255,0" />
    </Attribute>
    <Attribute ID="Lens_Effects" Name="Lens Effects" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Wide Angle Filter" Display="'Wide Angle Filter'" Dmx="64~64" />
      <Function ID="3" Name="Narrow Horizontal Shaping" Display="'Narrow Horizontal Shaping'" Dmx="128~128" />
      <Function ID="4" Name="Wide Vertical Shaping" Display="'Wide Vertical Shaping'" Dmx="192~192" />
    </Attribute>
    <Attribute ID="Frost_Effects" Name="Frost Effects" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Frost" Display="'Frost'" Dmx="64~64" />
      <Function ID="3" Name="Narrow Vertical Shaping" Display="'Narrow Vertical Shaping'" Dmx="128~128" />
      <Function ID="4" Name="Wide Horizontal Shaping" Display="'Wide Horizontal Shaping'" Dmx="192~192" />
    </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="8~127" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.1f%%',0.0~100.0" Dmx="128~247" />
    </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="MSpeed" Name="MSpeed" Description="" Group="S">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="4~255" />
      <Function ID="2" Name="Controller Crossfade" Display="'Controller Crossfade'" Dmx="0~0" />
    </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="Reset" Display="'Reset'" Dmx="64~64" />
      <Function ID="3" Name="Shutdown" Display="'Shutdown'" Dmx="128~128" />
    </Attribute>
    <Attribute ID="Checksum" Name="Checksum" 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="12 DMX" Channels="12" Id="0541d3c7-9044-418a-8bf4-c2462bf8b114">
    <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="21bd03d5-0ad8-46e2-bf81-502ae12d6a01" />
    <Include>
      <Attribute ID="Colour1Func" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="2" Wheel="8" />
      <Attribute ID="Cyan" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Magenta" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Yellow" ChannelOffset="5" Wheel="12" />
      <Attribute ID="Lens_Effects" ChannelOffset="6" Wheel="19" />
      <Attribute ID="Frost_Effects" ChannelOffset="7" Wheel="20" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="9" Wheel="1" />
      <Attribute ID="MSpeed" ChannelOffset="10" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="11" Wheel="28" />
      <Attribute ID="Checksum" ChannelOffset="12" Wheel="29" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Shutdown">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" />
    </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="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>