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BeamZ SB02 SHOWBAR (BeamZ_SB02 SHOWBAR.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="SB02 SHOWBAR" ShortName="SB02" Company="BeamZ" Version="1">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>cbfd0b84-e299-46ba-ade4-7436968f2bc4</Thumbnail>
  <History Date="23-05-23" Author="Nic Morris" Comment="Created (poor documentation.  contains range conflicts)" Version="0" />
  <History Date="26-05-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="c1852d15-d1e0-4901-8bab-ce436eb1c4c3" />
  <Control>
    <Attribute ID="Derby_Strobe" Name="Derby Strobe" 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="10~255" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Else ID="1" />
      <Condition Name="6 DMX" ID="2,3,4" If="'Macro'>1||'Macro'<7" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
      <Function ID="2" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="3" Name="Par Red" Display="'Par Red %.f%%',0~100" Dmx="8~15" Colour="255,0,0" />
      <Function ID="4" Name="Par+Derby Red" Display="'Par+Derby Red %.1f%%',0.0~100.0" Dmx="16~255" 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" />
      <Else ID="1" />
      <Condition Name="6 DMX" ID="2,3,4" If="'Macro'>1||'Macro'<7" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
      <Function ID="2" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="3" Name="Par Green" Display="'Par Green %.f%%',0~100" Dmx="8~15" Colour="0,255,0" />
      <Function ID="4" Name="Par+Derby Green" Display="'Par+Derby Green %.1f%%',0.0~100.0" Dmx="16~255" 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" />
      <Else ID="1" />
      <Condition Name="6 DMX" ID="2,3,4" If="'Macro'>1||'Macro'<7" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
      <Function ID="2" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="3" Name="Par Blue" Display="'Par Blue %.f%%',0~100" Dmx="8~15" Colour="0,0,255" />
      <Function ID="4" Name="Par+Derby Blue" Display="'Par+Derby Blue %.1f%%',0.0~100.0" Dmx="16~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Else ID="1" />
      <Condition Name="6 DMX" ID="2,3,4" If="'Macro'>1||'Macro'<7" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
      <Function ID="2" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="3" Name="Par White" Display="'Par White %.f%%',0~100" Dmx="8~15" Colour="255,255,255" />
      <Function ID="4" Name="Par+Derby White" Display="'Par+Derby White %.1f%%',0.0~100.0" Dmx="16~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Motor" Name="Motor" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin" Display="'Spin %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Derby_Macro" Name="Derby Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro" Display="'Macro %.1f%%',0.0~100.0" Dmx="3~255" />
    </Attribute>
    <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="Par_Strobe" Name="Par Strobe" 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="6~255" />
    </Attribute>
    <Attribute ID="Par_Mode" Name="Par Mode" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Jump" Display="'Jump'" Dmx="6~84" />
      <Function ID="3" Name="Pulse" Display="'Pulse'" Dmx="85~166" />
      <Function ID="4" Name="Fade" Display="'Fade'" Dmx="167~255" />
    </Attribute>
    <Attribute ID="Par_Mode_Spd" Name="Par Mode Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Macro" Name="Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" Update="Red, Green, Blue, White" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="6~47" Update="Red, Green, Blue, White" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="48~89" Update="Red, Green, Blue, White" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="90~131" Update="Red, Green, Blue, White" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="132~172" Update="Red, Green, Blue, White" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="173~214" Update="Red, Green, Blue, White" />
      <Function ID="7" Name="Sound" Display="'Sound'" Dmx="215~255" Update="Red, Green, Blue, White" />
    </Attribute>
  </Control>
  <Mode Name="6 DMX" Channels="6" Id="a24dab12-c6c8-4589-b01c-742d313478e1">
    <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="2a4d8c93-46f9-48da-ab91-40d39a93b88c" />
    <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="Shutter" ChannelOffset="5" Wheel="6" />
      <Attribute ID="Macro" ChannelOffset="6" Wheel="52" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="30 DMX" Channels="30" Id="27e1929c-4e29-4135-82aa-aefd75846bd9">
    <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="7110fd3e-1e76-4d09-a141-a71ae78a51fa" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Derby_Strobe" Wheel="4" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Motor" Wheel="19" />
        <Attribute ID="Derby_Macro" Wheel="22" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Par_Strobe" Wheel="5" />
        <Attribute ID="Par_Mode" Wheel="23" />
        <Attribute ID="Par_Mode_Spd" Wheel="24" />
      </Master>
      <Cell ID="Cell1" Name="Derby 1" ChannelOffset="1" ModeLink="Derby cell" X="0" Y="0">
        <AttributeLink SourceId="Derby_Strobe" TargetId="Derby_Strobe" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Motor" TargetId="Motor" />
        <AttributeLink SourceId="Derby_Macro" TargetId="Derby_Macro" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Par 1" ChannelOffset="8" ModeLink="Par cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Par_Strobe" TargetId="Par_Strobe" />
        <AttributeLink SourceId="Par_Mode" TargetId="Par_Mode" />
        <AttributeLink SourceId="Par_Mode_Spd" TargetId="Par_Mode_Spd" />
      </Cell>
      <Cell ID="Cell3" Name="Par 2" ChannelOffset="16" ModeLink="Par cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Par_Strobe" TargetId="Par_Strobe" />
        <AttributeLink SourceId="Par_Mode" TargetId="Par_Mode" />
        <AttributeLink SourceId="Par_Mode_Spd" TargetId="Par_Mode_Spd" />
      </Cell>
      <Cell ID="Cell4" Name="Derby 2" ChannelOffset="24" ModeLink="Derby cell" X="0" Y="3">
        <AttributeLink SourceId="Derby_Strobe" TargetId="Derby_Strobe" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Motor" TargetId="Motor" />
        <AttributeLink SourceId="Derby_Macro" TargetId="Derby_Macro" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Derby cell" Channels="7" Hidden="True" Id="29bc079d-c873-4ea4-be12-0ab71fcb53ce">
    <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="Derby_Strobe" ChannelOffset="1" Wheel="4" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Motor" ChannelOffset="6" Wheel="19" />
      <Attribute ID="Derby_Macro" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Par cell" Channels="8" Hidden="True" Id="50fdd6ee-89d9-479f-bb94-99675ca78445">
    <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" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Par_Strobe" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Par_Mode" ChannelOffset="7" Wheel="23" />
      <Attribute ID="Par_Mode_Spd" ChannelOffset="8" Wheel="24" />
    </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="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:1:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>