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Showtec City Painter 9000 LED (Showtec_City Painter 9000 LED.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="City Painter 9000 LED" ShortName="CP 9K LED" Company="Showtec">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>27a8ec34-2510-4dde-9b44-537519829ada</Thumbnail>
  <History Date="04-02-19" Author="Nic Morris" Comment="Created" />
  <History Date="06-02-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="cbc3f96a-d184-4c1e-b523-45ea8370ffbe" />
  <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="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="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="11~170" Colour="0,0,0" />
      <Function ID="3" Name="RGBWA Full" Display="'RGBWA Full'" Dmx="171~200" Colour="255,255,255" />
      <Function ID="4" Name="White 3200K" Display="'White 3200K'" Dmx="201~205" Colour="255,255,255" />
      <Function ID="5" Name="White 3400K" Display="'White 3400K'" Dmx="206~210" Colour="255,255,255" />
      <Function ID="6" Name="White 4200K" Display="'White 4200K'" Dmx="211~215" Colour="255,255,255" />
      <Function ID="7" Name="White 4900K" Display="'White 4900K'" Dmx="216~220" Colour="255,255,255" />
      <Function ID="8" Name="White 5600K" Display="'White 5600K'" Dmx="221~225" Colour="255,255,255" />
      <Function ID="9" Name="White 5900K" Display="'White 5900K'" Dmx="226~230" Colour="255,255,255" />
      <Function ID="10" Name="White 6500K" Display="'White 6500K'" Dmx="231~235" Colour="255,255,255" />
      <Function ID="11" Name="White 7200K" Display="'White 7200K'" Dmx="236~240" Colour="255,255,255" />
      <Function ID="12" Name="White 8000K" Display="'White 8000K'" Dmx="241~245" Colour="255,255,255" />
      <Function ID="13" Name="White 8500K" Display="'White 8500K'" Dmx="246~250" Colour="255,255,255" />
      <Function ID="14" Name="White 10000K" Display="'White 10000K'" Dmx="251~255" 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="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Auto 1" Display="'Auto 1'" Dmx="41~50" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="51~60" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="61~70" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="71~80" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="81~90" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="91~100" />
      <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="101~110" />
      <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="111~120" />
      <Function ID="10" Name="Auto 9" Display="'Auto 9'" Dmx="121~130" />
      <Function ID="11" Name="Auto 10" Display="'Auto 10'" Dmx="131~140" />
      <Function ID="12" Name="Program 1" Display="'Program 1'" Dmx="141~150" />
      <Function ID="13" Name="Program 2" Display="'Program 2'" Dmx="151~160" />
      <Function ID="14" Name="Program 3" Display="'Program 3'" Dmx="161~170" />
      <Function ID="15" Name="Program 4" Display="'Program 4'" Dmx="171~180" />
      <Function ID="16" Name="Program 5" Display="'Program 5'" Dmx="181~190" />
      <Function ID="17" Name="Program 6" Display="'Program 6'" Dmx="191~200" />
      <Function ID="18" Name="Program 7" Display="'Program 7'" Dmx="201~210" />
      <Function ID="19" Name="Program 8" Display="'Program 8'" Dmx="211~220" />
      <Function ID="20" Name="Program 9" Display="'Program 9'" Dmx="221~230" />
      <Function ID="21" Name="Program 10" Display="'Program 10'" Dmx="231~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dim_Spd" Name="Dim Spd" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="Linear" Display="'Linear'" Dmx="10~29" />
      <Function ID="3" Name="Speed 1 (Fastest)" Display="'Speed 1 (Fastest)'" Dmx="30~69" />
      <Function ID="4" Name="Speed 2" Display="'Speed 2'" Dmx="70~129" />
      <Function ID="5" Name="Speed 3" Display="'Speed 3'" Dmx="130~189" />
      <Function ID="6" Name="Speed 4 (Slowest)" Display="'Speed 4 (Slowest)'" Dmx="190~255" />
    </Attribute>
    <Attribute ID="Hue" Name="Hue" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Hue" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Saturation" Name="Saturation" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Saturation" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="ColourIntensity" Name="Intensity" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Intensity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Shutter1" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="TOUR, 11 DMX" Channels="11">
    <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="9d08f8f9-f1b3-4f76-8ec3-b374906657ad" />
    <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="Colour_Macro" ChannelOffset="7" Wheel="37" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" />
      <Attribute ID="Auto" ChannelOffset="9" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="10" Wheel="23" />
      <Attribute ID="Dim_Spd" ChannelOffset="11" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="ARC.1, 3 DMX" Channels="3">
    <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="cbe84cc9-6edd-404a-86e7-26b7f85396f1" />
    <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>
  <Mode Name="AR1.D, 4 DMX" Channels="4">
    <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="1e774281-723a-4427-959d-1f5d05e5c0cc" />
    <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" />
    </Include>
  </Mode>
  <Mode Name="ARC.3, 5 DMX" Channels="5">
    <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="e5c68172-34b2-4f07-b473-00e30cba412a" />
    <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" />
    </Include>
  </Mode>
  <Mode Name="AR3.D, 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="f5cea8f0-a49b-4ecc-ba1d-b36f235c5d1e" />
    <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" />
    </Include>
  </Mode>
  <Mode Name="AR3.S, 7 DMX" Channels="7">
    <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="c7901e32-da16-46c6-97b7-544e12c80041" />
    <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="Shutter1" ChannelOffset="7" Wheel="4" />
    </Include>
  </Mode>
  <Mode Name="HSV, 3 DMX" Channels="3">
    <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="adf00e46-7bf1-459a-8749-ce9f14d2e30f" />
    <Include>
      <Attribute ID="Hue" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Saturation" ChannelOffset="2" Wheel="8" />
      <Attribute ID="ColourIntensity" ChannelOffset="3" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" 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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>