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BOS Lighting P7 HEX IP (BOS Lighting_P7 HEX IP.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="P7 HEX IP" ShortName="P7 HEX IP" Company="BOS Lighting" Version="2">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>bdf35bc2-9b83-4748-be65-bbc50c5765c9</Thumbnail>
  <History Date="01-07-23" Author="Nic Morris" Comment="Created (colour macro ranges not documented properly and don't make sense)" Version="0" />
  <History Date="02-09-23" Author="Nic Morris" Comment="Created from Ignition 2bright Par 7 IP (identical - colour macros aren't documented at all)" Version="1" />
  <History Date="05-09-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="7c3ce6d2-740b-4321-b775-bb5fb51cf5e2" />
  <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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="6~10" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="128~250" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="80~102" />
      <Function ID="5" Name="Rnd Pls" Display="'Rnd Pls %.f%%',0~100" Dmx="11~33" />
      <Function ID="6" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="34~56" />
      <Function ID="7" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="57~79" />
      <Function ID="8" Name="Break" Display="'Break %.1f Sec',5.0~1.0" Dmx="103~127" />
    </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="UV" Name="UV" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="UV C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,0,255" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" 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="CTO" Name="CTO" 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="2800K" Display="'2800K'" Dmx="6~31" Colour="255,255,255" />
      <Function ID="3" Name="3500K" Display="'3500K'" Dmx="32~63" Colour="255,255,255" />
      <Function ID="4" Name="4000K" Display="'4000K'" Dmx="64~95" Colour="255,255,255" />
      <Function ID="5" Name="5000K" Display="'5000K'" Dmx="96~127" Colour="255,255,255" />
      <Function ID="6" Name="6000K" Display="'6000K'" Dmx="128~159" Colour="255,255,255" />
      <Function ID="7" Name="7000K" Display="'7000K'" Dmx="160~191" Colour="255,255,255" />
      <Function ID="8" Name="7500K" Display="'7500K'" Dmx="192~223" Colour="255,255,255" />
      <Function ID="9" Name="8000K" Display="'8000K'" Dmx="224~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Linear" Display="'Linear'" Dmx="6~63" />
      <Function ID="3" Name="Exponential" Display="'Exponential'" Dmx="64~127" />
      <Function ID="4" Name="Logarithmic" Display="'Logarithmic'" Dmx="128~191" />
      <Function ID="5" Name="S-Curve" Display="'S-Curve'" Dmx="192~255" />
    </Attribute>
    <Attribute ID="CTO1" Name="CTO" Description="" Group="C">
      <Locate Locate="1:3200" PowerOn="1:3200" />
      <Function ID="1" Name="CTO C-Mix" Display="'%.fK',3200~7200" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
  </Control>
  <Mode Name="2 DMX" Channels="2" Id="7a5a68f8-2ecd-4024-bf4f-6d0d8e330151">
    <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="8082570c-9bcd-4d32-afa0-1a00ddf54533" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="CTO1" ChannelOffset="2" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3" Id="2402e2e8-01ea-46dd-b5be-a43cf6fbbd04">
    <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="66f4a124-f8e2-4dd0-ae1e-371d626c99d4" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="3" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6" Id="1188fc63-e92d-4231-8adc-ccf03743aa16">
    <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="9c450f2d-871f-4004-afc1-08392537c00c" />
    <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="UV" ChannelOffset="6" Wheel="42" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="9 DMX" Channels="9" Id="82b2db7e-df00-4ab0-b6ac-9203b69d9e3c">
    <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="7b33a320-d0d9-4644-ab41-a12638cf8b9f" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="White" ChannelOffset="6" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="7" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="8" Wheel="42" />
      <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="11 DMX" Channels="11" Id="1b1b4019-1676-4f2d-87bd-514598ac7d6b">
    <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="ff20ea77-84d7-4207-b78f-1334cd04c216" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="White" ChannelOffset="6" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="7" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="8" Wheel="42" />
      <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="7" />
      <Attribute ID="CTO" ChannelOffset="10" Wheel="9" />
      <Attribute ID="Dim_Curve" ChannelOffset="11" Wheel="25" />
    </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="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>