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BriteQ BT-SunRay 130R (BriteQ_BT-SunRay 130R.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="BT-SunRay 130R" ShortName="SunRay130R" Company="BriteQ" Version="1">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>ea3269de-2570-4364-b346-cdc36cd428d9</Thumbnail>
  <History Date="15-01-22" Author="Nic Morris" Comment="Created (note BLIND 16bit charts have two controls assigned to the same channel.  made best guess)" Version="0" />
  <History Date="21-01-22" Author="Nic Morris" Comment="Added missing Atlabase ID's for BLIND s and DTW modes." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="223ac9a7-3eda-4b95-bfa7-1966a5a6579f" />
  <Control>
    <Attribute ID="White" Name="White" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,100,0" />
    </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" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="255~255" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="132~250" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.1f%%',0.0~100.0" Dmx="8~126" />
    </Attribute>
    <Attribute ID="Dim_Spd" Name="Dim Spd" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Red Shift On" Display="'Red Shift On'" Dmx="0~0" />
      <Function ID="2" Name="Red Shift Off" Display="'Red Shift Off'" Dmx="6~10" />
      <Function ID="3" Name="Dim Spd" Display="'Dim Spd %.f%%',0~100" Dmx="27~127" />
      <Function ID="4" Name="Fan Silent" Display="'Fan Silent'" Dmx="152~157" />
      <Function ID="5" Name="Fan Auto" Display="'Fan Auto'" Dmx="158~161" />
      <Function ID="6" Name="Dim Linear" Display="'Dim Linear'" Dmx="168~173" />
      <Function ID="7" Name="Dim Square" Display="'Dim Square'" Dmx="174~179" />
      <Function ID="8" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="180~185" />
      <Function ID="9" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="186~191" />
    </Attribute>
    <Attribute ID="Control1" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Red Shift On" Display="'Red Shift On'" Dmx="0~0" />
      <Function ID="2" Name="Red Shift Off" Display="'Red Shift Off'" Dmx="6~10" />
      <Function ID="3" Name="Fan Silent" Display="'Fan Silent'" Dmx="152~157" />
      <Function ID="4" Name="Fan Auto" Display="'Fan Auto'" Dmx="158~161" />
      <Function ID="5" Name="Dim Linear" Display="'Dim Linear'" Dmx="168~173" />
      <Function ID="6" Name="Dim Square" Display="'Dim Square'" Dmx="174~179" />
      <Function ID="7" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="180~185" />
      <Function ID="8" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="186~191" />
    </Attribute>
  </Control>
  <Mode Name="BLIND (8bit), 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="25b8445c-6f21-45e6-b6b3-12456350be39" />
    <Include>
      <Attribute ID="White" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Control" ChannelOffset="4" Wheel="28" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="BLIND (16bit), 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="a06e80c1-f89b-4253-a300-b467c266eb61" />
    <Include>
      <Attribute ID="White" ChannelOffset="1,2" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="3,4" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Control" ChannelOffset="6" Wheel="28" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="BLIND (8s), 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="3aa39699-7c9e-453c-9b0a-06a19911a5b7" />
    <Include>
      <Attribute ID="White" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
      <Attribute ID="Dim_Spd" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Control1" ChannelOffset="6" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="BLIND (16s), 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="1f27b159-eeab-4fbb-97a0-035c637e2fd6" />
    <Include>
      <Attribute ID="White" ChannelOffset="1,2" Wheel="10" />
      <Attribute ID="Amber" ChannelOffset="3,4" Wheel="11" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Dim_Spd" ChannelOffset="7" Wheel="25" />
      <Attribute ID="Control1" ChannelOffset="8" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="EXPO (WW), 1 DMX" Channels="1">
    <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="e32505e5-48c9-49de-97f8-039eccb5f48f" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="EXPO (DTW), 1 DMX" Channels="1">
    <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="428b2bbe-b435-4728-a241-ff05f5d044aa" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Fan Silent">
      <Set Channel="Control:4,Control1:3" Delay="6000" />
      <Set Channel="Control:1,Control1:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Auto">
      <Set Channel="Control:5,Control1:4" Delay="6000" />
      <Set Channel="Control:1,Control1:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:6,Control1:5" Delay="6000" />
      <Set Channel="Control:1,Control1:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:7,Control1:6" Delay="6000" />
      <Set Channel="Control:1,Control1:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:8,Control1:7" Delay="6000" />
      <Set Channel="Control:1,Control1:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:9,Control1:8" Delay="6000" />
      <Set Channel="Control:1,Control1:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <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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  </swatchLibrary>
</Fixture>