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BeamZ RB90 (BeamZ_RB90.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="RB90" ShortName="RB90" Company="BeamZ" Version="1">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>67be1b34-abbb-46a9-8478-d3d9f8b3096e</Thumbnail>
  <History Date="02-02-24" Author="Nic Morris" Comment="Created (very confusing charts.  no pixel layout.  it is not clear what all the controls relate to)" Version="0" />
  <History Date="11-02-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="138410fd-9a6d-4357-b426-fb4afb73df11" />
  <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="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="9~131" />
      <Function ID="3" Name="Pulse 1" Display="'Pulse 1 %.f%%',0~100" Dmx="140~181" />
      <Function ID="4" Name="Pulse 2" Display="'Pulse 2 %.f%%',0~100" Dmx="190~231" />
    </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" Update="Auto_Spd" />
      <Function ID="2" Name="Select COB" Display="'Select COB'" Dmx="51~100" Update="Auto_Spd" />
      <Function ID="3" Name="COB Fade" Display="'COB Fade'" Dmx="101~150" Update="Auto_Spd" />
      <Function ID="4" Name="COB Breath" Display="'COB Breath'" Dmx="151~200" Update="Auto_Spd" />
      <Function ID="5" Name="COB Jump" Display="'COB Jump'" Dmx="201~255" Update="Auto_Spd" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Else ID="1" />
      <Condition Name="Select COB" ID="2,3,4,5,6,7,8,9,10,11,12,13,14,15" If="'Auto'==2" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="2" Name="COB 1" Display="'COB 1'" Dmx="0~0" />
      <Function ID="3" Name="COB 2" Display="'COB 2'" Dmx="18~34" />
      <Function ID="4" Name="COB 3" Display="'COB 3'" Dmx="35~51" />
      <Function ID="5" Name="COB 1+2" Display="'COB 1+2'" Dmx="52~68" />
      <Function ID="6" Name="COB 2+3" Display="'COB 2+3'" Dmx="69~85" />
      <Function ID="7" Name="COB 1+3" Display="'COB 1+3'" Dmx="86~102" />
      <Function ID="8" Name="COB 1" Display="'COB 1'" Dmx="103~119" />
      <Function ID="9" Name="COB 2" Display="'COB 2'" Dmx="120~136" />
      <Function ID="10" Name="COB 3" Display="'COB 3'" Dmx="137~153" />
      <Function ID="11" Name="COB 2" Display="'COB 2'" Dmx="154~170" />
      <Function ID="12" Name="COB 1" Display="'COB 1'" Dmx="171~204" />
      <Function ID="13" Name="COB 1+2" Display="'COB 1+2'" Dmx="205~221" />
      <Function ID="14" Name="COB 1+2+3" Display="'COB 1+2+3'" Dmx="222~238" />
      <Function ID="15" Name="COB 2+3" Display="'COB 2+3'" Dmx="239~255" />
    </Attribute>
    <Attribute ID="BG_Shutter" Name="BG 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="9~255" />
    </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="BG_Macro" Name="BG Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="8~19" Colour="0,0,0" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="20~31" Colour="0,0,0" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="32~43" Colour="0,0,0" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="44~55" Colour="0,0,0" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="56~67" Colour="0,0,0" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="68~79" Colour="0,0,0" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="80~91" Colour="0,0,0" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="92~103" Colour="0,0,0" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="104~115" Colour="0,0,0" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="116~127" Colour="0,0,0" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="128~139" Colour="0,0,0" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="140~151" Colour="0,0,0" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="152~163" Colour="0,0,0" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="164~175" Colour="0,0,0" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="176~187" Colour="0,0,0" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="188~199" Colour="0,0,0" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="200~211" Colour="0,0,0" />
      <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="212~223" Colour="0,0,0" />
      <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="224~235" Colour="0,0,0" />
      <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="236~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="BG_Macro_Spd" Name="BG Macro Spd" Description="" Group="C">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="16 DMX" Channels="16" Id="0574ae5e-d127-40db-9495-c55d8c2daa25">
    <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="ef33a9f2-0705-48b7-baea-5a91a411ed01" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Auto" ChannelOffset="6" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="7" Wheel="23" />
        <Attribute ID="BG_Shutter" ChannelOffset="8" Wheel="6" />
        <Attribute ID="BG_Macro" ChannelOffset="9" Wheel="7" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="BG_Macro_Spd" ChannelOffset="16" Wheel="8" />
      </Master>
      <Cell ID="Cell1" Name="COB 1" ChannelOffset="3" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="COB 2" ChannelOffset="4" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="COB 3" ChannelOffset="5" ModeLink="Dim cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="BG 1" ChannelOffset="10" ModeLink="RGB cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="BG 2" ChannelOffset="13" ModeLink="RGB cell" X="0" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="34 DMX" Channels="34" Id="76bb9a0d-bcd1-487e-8a25-fc84313f0510">
    <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="04d74b55-79b9-47ff-807e-b7190aa687b7" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Auto" ChannelOffset="6" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="7" Wheel="23" />
        <Attribute ID="BG_Shutter" ChannelOffset="8" Wheel="6" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="BG_Macro" ChannelOffset="27" Wheel="7" />
        <Attribute ID="BG_Macro_Spd" ChannelOffset="34" Wheel="8" />
      </Master>
      <Cell ID="Cell1" Name="COB 1" ChannelOffset="3" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="COB 2" ChannelOffset="4" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="COB 3" ChannelOffset="5" ModeLink="Dim cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="BG Section 1" ChannelOffset="9" ModeLink="RGB cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="BG Section 2" ChannelOffset="12" ModeLink="RGB cell" X="0" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="BG Section 3" ChannelOffset="15" ModeLink="RGB cell" X="0" Y="5">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="BG Section 4" ChannelOffset="18" ModeLink="RGB cell" X="0" Y="6">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="BG Section 5" ChannelOffset="21" ModeLink="RGB cell" X="0" Y="7">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="BG Section 6" ChannelOffset="24" ModeLink="RGB cell" X="0" Y="8">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="BG 1" ChannelOffset="28" ModeLink="RGB cell" X="0" Y="9">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell11" Name="BG 2" ChannelOffset="31" ModeLink="RGB cell" X="0" Y="10">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Dim cell" Channels="1" Hidden="True" Id="7593fd38-dadb-47c9-b66f-bc2f1f3d553a">
    <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="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="RGB cell" Channels="3" Hidden="True" Id="c90ae8c0-d23b-44dc-9d67-7ae2845ed53a">
    <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="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:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>