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Ignition 2bright Par 7 IP (Ignition_2bright Par 7 IP.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="2bright Par 7 IP" ShortName="2bPar7IP" Company="Ignition" Version="0">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>4b9cf50b-8b12-4554-8f2b-59a6fa06e029</Thumbnail>
  <History Date="01-07-23" Author="Nic Morris" Comment="Created (colour macro ranges not documented properly and don't make sense)" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="dc844158-d276-40f3-9648-598277c171d2" />
  <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" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Colour" Display="'Colour %.1f%%',0.0~100.0" Dmx="11~125" Colour="0,0,0" />
      <Function ID="3" Name="Change Stop" Display="'Change Stop'" Dmx="126~127" Colour="0,0,0" />
      <Function ID="4" Name="Change" Display="'Change %.f%%',0~100" Dmx="128~191" Colour="0,0,0" />
      <Function ID="5" Name="Change w/dissolve" Display="'Change w/dissolve %.f%%',0~100" Dmx="192~255" 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="ed22e5f1-e108-4816-9f99-137f58fbe9fc" />
    <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="0a2bc15e-efb2-4a33-945b-c86bc63f2fff" />
    <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="7b2bf446-36f3-477f-afd4-efb8414b8a55" />
    <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="000d0cbc-3de6-4128-8d29-f15f5c13b248" />
    <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="79398062-fa81-485c-b748-c6846058b103" />
    <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>