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Robe CitySource 96 (Robe_CitySource 96.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="CitySource 96" ShortName="CitySrc96" Company="Robe" Version="6">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>ad8a94bd-62dd-43d8-8dce-002d3ae700fd</Thumbnail>
  <History Date="10-09-09" Author="David Hunt" Comment="Created" Version="1" />
  <History Date="11-09-09" Author="Jonathan Moreton" Comment="Checked" Version="2" />
  <History Date="19-04-13" Author="RDM Sync Tool" Comment="Added RDM Manufacturer information. Added RDM Fixture information." Version="3" />
  <History Date="11-02-14" Author="RGB Power on Updater" Comment="Updated RGB Power on values to match Locate." Version="4" />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" Version="5" />
  <History Date="05-06-22" Author="Nic Morris" Comment="Updated in line with latest charts (modes are completely different).  Updated to use cells.  Added mode 6.  Revised colour macro functions and moved to colour bank." Version="6" />
  <History Date="05-06-22" Author="Nic Morris" Comment="Corrected AtlaBase model ID (was single colour version) and added missing mode ID's.  Added product thumbnail." Version="6" />
  <Manual Filename="" Summary="" />
  <RDM>
    <Device ManufacturerID="21075" ModelID="45" />
  </RDM>
  <AtlaBase TypeID="f4a0dbf0-af54-4d20-b0e7-6d05d4bd0e11" />
  <Control>
    <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="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="CTO" Display="'CTO %.f%%',0~100" Dmx="1~15" Colour="255,255,255" />
      <Function ID="3" Name="Blue" Display="'Blue'" Dmx="16~16" Colour="0,0,255" />
      <Function ID="4" Name="Blu - L Blu" Display="'Blu - L Blu %.f%%',0~100" Dmx="17~55" Colour="0,0,255" />
      <Function ID="5" Name="Light Blue" Display="'Light Blue'" Dmx="56~56" Colour="0,128,255" />
      <Function ID="6" Name="L Blu - Grn" Display="'L Blu - Grn %.f%%',0~100" Dmx="57~95" Colour="0,128,255" />
      <Function ID="7" Name="Green" Display="'Green'" Dmx="96~96" Colour="0,255,0" />
      <Function ID="8" Name="Grn - Y Grn" Display="'Grn - Y Grn %.f%%',0~100" Dmx="97~134" Colour="0,255,0" />
      <Function ID="9" Name="Yellow Green" Display="'Yellow Green'" Dmx="135~135" Colour="180,180,0" />
      <Function ID="10" Name="G Grn - Rd" Display="'G Grn - Rd %.f%%',0~100" Dmx="136~174" Colour="180,180,0" />
      <Function ID="11" Name="Red" Display="'Red'" Dmx="175~175" Colour="255,0,0" />
      <Function ID="12" Name="Rd - Mag" Display="'Rd - Mag %.f%%',0~100" Dmx="176~214" Colour="255,0,0" />
      <Function ID="13" Name="Magenta" Display="'Magenta'" Dmx="215~215" Colour="255,0,255" />
      <Function ID="14" Name="Mag - Blu" Display="'Mag - Blu %.f%%',0~100" Dmx="216~254" Colour="255,0,255" />
      <Function ID="15" Name="Blue" Display="'Blue'" Dmx="255~255" Colour="0,0,255" />
      <Function ID="16" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="16~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" Intensity="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" Intensity="0~0" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" Intensity="0~0" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe    %.f%%',0~100" Dmx="192~223" Intensity="0~0" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse    %.f%%',0~100" Dmx="128~143" Intensity="0~0" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse   %.f%%',100~0" Dmx="144~159" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1, 2 DMX" Channels="2">
    <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="b8e4a977-ab39-4f69-8ecd-ca4b99bf4845" />
    <Include>
      <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 2, 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="8ae00dc4-45ed-47c0-bf6f-fee52db6be6a" />
    <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="Mode 3, 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="6e3dc4e3-95d4-4ad2-858d-e772d7a4007b" />
    <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="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 4, 8 DMX" Channels="8">
    <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="f51ab51d-df4a-42ee-b81f-2d7659c0a223" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 5, 8 DMX" Channels="8">
    <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="b178e8d4-5146-4b8d-b6c1-3f86a427e052" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <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="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Mode 6, 12 DMX" Channels="12">
    <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="4190a609-7892-4af0-8b5b-21fabe764696" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="7" />
        <Attribute ID="Shutter" ChannelOffset="10" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="11,12" Wheel="4" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <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="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="4" 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="White" ChannelOffset="4" Wheel="40" 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>
    <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="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>