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City Theatrical QolorPIX (City Theatrical_QolorPIX.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="QolorPIX" ShortName="QolorPIX" Company="City Theatrical" Version="0">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>7dc0a377-4d0e-482a-8933-b3c3b2d9d2aa</Thumbnail>
  <History Date="12-03-20" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <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="Effect" Name="Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" Update="Size, Rate_1, Rate_2, Density" />
      <Function ID="2" Name="1 Col Paparazzi (Snap)" Display="'1 Col Paparazzi (Snap)'" Dmx="1~1" Update="Size, Rate_1, Rate_2, Density" />
      <Function ID="3" Name="1 Col Paparazzi (Fade)" Display="'1 Col Paparazzi (Fade)'" Dmx="2~2" Update="Size, Rate_1, Rate_2, Density" />
      <Function ID="4" Name="2 Col Paparazzi (Snap)" Display="'2 Col Paparazzi (Snap)'" Dmx="3~3" Update="Size, Rate_1, Rate_2, Density" />
      <Function ID="5" Name="2 Col Paparazzi (Fade)" Display="'2 Col Paparazzi (Fade)'" Dmx="4~4" Update="Size, Rate_1, Rate_2, Density" />
      <Function ID="6" Name="Comet (Uniform Colour)" Display="'Comet (Uniform Colour)'" Dmx="5~5" Update="Size, Rate_1, Rate_2, Density" />
      <Function ID="7" Name="Comet (Uniform Decay)" Display="'Comet (Uniform Decay)'" Dmx="6~6" Update="Size, Rate_1, Rate_2, Density" />
      <Function ID="8" Name="Jockey" Display="'Jockey'" Dmx="7~7" Update="Size, Rate_1, Rate_2, Density" />
      <Function ID="9" Name="Checkers" Display="'Checkers'" Dmx="8~8" Update="Size, Rate_1, Rate_2, Density" />
      <Function ID="10" Name="Colour Merge" Display="'Colour Merge'" Dmx="9~9" Update="Size, Rate_1, Rate_2, Density" />
      <Function ID="11" Name="Wave (Uniform Colour)" Display="'Wave (Uniform Colour)'" Dmx="10~10" Update="Size, Rate_1, Rate_2, Density" />
      <Function ID="12" Name="Wave (Uniform Decay)" Display="'Wave (Uniform Decay)'" Dmx="11~11" Update="Size, Rate_1, Rate_2, Density" />
      <Function ID="13" Name="Sweep (Continuous)" Display="'Sweep (Continuous)'" Dmx="12~12" Update="Size, Rate_1, Rate_2, Density" />
      <Function ID="14" Name="Sweep (Random Start Delay)" Display="'Sweep (Random Start Delay)'" Dmx="13~13" Update="Size, Rate_1, Rate_2, Density" />
      <Function ID="15" Name="Index Wipe" Display="'Index Wipe'" Dmx="14~14" Update="Size, Rate_1, Rate_2, Density" />
      <Function ID="16" Name="VU (Manual)" Display="'VU (Manual)'" Dmx="15~15" Update="Size, Rate_1, Rate_2, Density" />
      <Function ID="17" Name="VU (Random Height)" Display="'VU (Random Height)'" Dmx="16~16" Update="Size, Rate_1, Rate_2, Density" />
      <Function ID="18" Name="VU (Height Index)" Display="'VU (Height Index)'" Dmx="17~17" Update="Size, Rate_1, Rate_2, Density" />
      <Function ID="19" Name="Strobe" Display="'Strobe'" Dmx="18~18" Update="Size, Rate_1, Rate_2, Density" />
      <Function ID="20" Name="Knight Rider (Uniform Colour)" Display="'Knight Rider (Uniform Colour)'" Dmx="19~19" Update="Size, Rate_1, Rate_2, Density" />
      <Function ID="21" Name="Knight Rider (Uniform Decay)" Display="'Knight Rider (Uniform Decay)'" Dmx="20~20" Update="Size, Rate_1, Rate_2, Density" />
      <Function ID="22" Name="Police Strobe" Display="'Police Strobe'" Dmx="21~21" Update="Size, Rate_1, Rate_2, Density" />
    </Attribute>
    <Attribute ID="Size" Name="Size" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Percentage" ID="2" If="'Effect'==6||'Effect'==7||'Effect'==10||'Effect'==11||'Effect'==12||'Effect'==15||'Effect'==16||'Effect'==18||'Effect'==20||'Effect'==21" />
      <Condition Name="1-13 pixels" ID="3" If="'Effect'==2||'Effect'==3||'Effect'==4||'Effect'==5||'Effect'==8" />
      <Condition Name="1-8 pixels" ID="4" If="'Effect'==13||'Effect'==14" />
      <Else ID="1" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
      <Function ID="2" Name="Size" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="3" Name="Size" Display="'%.f px',1~13" Dmx="0~255" />
      <Function ID="4" Name="Size" Display="'%.f px',1~8" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Colour_Mix" Name="Colour Mix" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Colour Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Rate_1" Name="Rate 1" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Decay" ID="2" If="'Effect'==2||'Effect'==3||'Effect'==4||'Effect'==5" />
      <Condition Name="Height" ID="3" If="'Effect'==17||'Effect'==18" />
      <Else ID="1" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
      <Function ID="2" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="3" Name="Height" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Rate_2" Name="Rate 2" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Speed" ID="2" If="'Effect'==2||'Effect'==3||'Effect'==4||'Effect'==5||'Effect'==6||'Effect'==7||'Effect'==8||'Effect'==9||'Effect'==10||'Effect'==11||'Effect'==12||'Effect'==13||'Effect'==14||'Effect'==20||'Effect'==21" />
      <Condition Name="Rate" ID="3" If="'Effect'==17||'Effect'==18" />
      <Condition Name="Strobe" ID="4" If="'Effect'==19||'Effect'==22" />
      <Else ID="1" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
      <Function ID="2" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="3" Name="Rate" Display="'%.f BPM',0~600" Dmx="0~255" />
      <Function ID="4" Name="Strobe" Display="'%.1f FPS',0.0~10.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Density" Name="Density" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Density" ID="2" If="'Effect'==2||'Effect'==3||'Effect'==4||'Effect'==5" />
      <Condition Name="Duty Cycle" ID="3" If="'Effect'==19" />
      <Else ID="1" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
      <Function ID="2" Name="Density" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="3" Name="Duty Cycle" Display="'%.1f%%',1.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Direction" Name="Direction" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Forward" Display="'Forward'" Dmx="0~0" />
      <Function ID="2" Name="Reverse" Display="'Reverse'" Dmx="63~127" />
      <Function ID="3" Name="Mirror In" Display="'Mirror In'" Dmx="128~191" />
      <Function ID="4" Name="Mirror Out" Display="'Mirror Out'" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Repeat" Name="Repeat" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="2x" Display="'2x'" Dmx="1~63" />
      <Function ID="2" Name="4x" Display="'4x'" Dmx="64~127" />
      <Function ID="3" Name="8x" Display="'8x'" Dmx="128~195" />
      <Function ID="4" Name="16x" Display="'16x'" Dmx="196~254" />
      <Function ID="5" Name="32x" Display="'32x'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Origin_Offset" Name="Origin Offset" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Offset" Display="'%.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" 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="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Effect" ChannelOffset="8" Wheel="22" />
        <Attribute ID="Size" ChannelOffset="9" Wheel="23" />
        <Attribute ID="Colour_Mix" ChannelOffset="10" Wheel="24" />
        <Attribute ID="Rate_1" ChannelOffset="11" Wheel="52" />
        <Attribute ID="Rate_2" ChannelOffset="12" Wheel="53" />
        <Attribute ID="Density" ChannelOffset="13" Wheel="54" />
        <Attribute ID="Direction" ChannelOffset="14" Wheel="82" />
        <Attribute ID="Repeat" ChannelOffset="15" Wheel="83" />
        <Attribute ID="Origin_Offset" ChannelOffset="16" Wheel="84" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="3" Hidden="True">
    <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>
    <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="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>