View Personality

ROXX Cluster B2 W (ROXX_Cluster B2 W.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Cluster B2 W" ShortName="ClstrB2W" Company="ROXX" Version="0">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>79106ad6-4bc4-4e6e-a6ce-cd78700e2fb7</Thumbnail>
  <History Date="07-02-23" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <RDM>
    <Device ManufacturerID="27242" ModelID="514" />
  </RDM>
  <AtlaBase TypeID="3ea9c22c-6bad-486b-8884-b76e9a1ae064" />
  <Control>
    <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="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="20~20" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~25" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="124~110" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="84~70" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="104~90" />
      <Function ID="7" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="144~130" />
      <Function ID="8" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="164~150" />
      <Function ID="9" Name="Burst Pls" Display="'Burst Pls %.f%%',0~100" Dmx="184~170" />
      <Function ID="10" Name="Rnd Bst Pls" Display="'Rnd Bst Pls %.f%%',0~100" Dmx="204~190" />
      <Function ID="11" Name="Sine" Display="'Sine %.f%%',0~100" Dmx="224~210" />
      <Function ID="12" Name="Burst" Display="'Burst %.f%%',0~100" Dmx="244~230" />
    </Attribute>
    <Attribute ID="Duration" Name="Duration" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Duration" Display="'%.fms',0~510" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="Linear" Display="'Linear'" Dmx="52~101" />
      <Function ID="3" Name="Exponential" Display="'Exponential'" Dmx="102~152" />
      <Function ID="4" Name="Logarithmic" Display="'Logarithmic'" Dmx="153~203" />
      <Function ID="5" Name="S-Curve" Display="'S-Curve'" Dmx="204~255" />
    </Attribute>
    <Attribute ID="Dim_Response" Name="Dim Response" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="Fast (LED)" Display="'Fast (LED)'" Dmx="64~127" />
      <Function ID="3" Name="Med" Display="'Med'" Dmx="128~191" />
      <Function ID="4" Name="Slow (Halogen)" Display="'Slow (Halogen)'" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Red_Shift" Name="Red Shift" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="Off" Display="'Off'" Dmx="85~170" />
      <Function ID="3" Name="On" Display="'On'" Dmx="171~255" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Effect 1" Display="'Effect 1 %.f%%',0~100" Dmx="41~83" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2 %.f%%',0~100" Dmx="84~126" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3 %.f%%',0~100" Dmx="127~169" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4 %.f%%',0~100" Dmx="170~212" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5 %.f%%',0~100" Dmx="213~255" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Display On" Display="'Display On'" Dmx="30~34" />
      <Function ID="3" Name="Display Off" Display="'Display Off'" Dmx="35~39" />
      <Function ID="4" Name="No DMX Blackout" Display="'No DMX Blackout'" Dmx="45~49" />
      <Function ID="5" Name="No DMX Hold" Display="'No DMX Hold'" Dmx="50~54" />
      <Function ID="6" Name="No DMX Emergency Light" Display="'No DMX Emergency Light'" Dmx="55~59" />
      <Function ID="7" Name="RAW Mode" Display="'RAW Mode'" Dmx="65~69" />
      <Function ID="8" Name="User Calibration" Display="'User Calibration'" Dmx="70~74" />
      <Function ID="9" Name="LED Freq 800Hz" Display="'LED Freq 800Hz'" Dmx="80~84" />
      <Function ID="10" Name="LED Freq 1200Hz" Display="'LED Freq 1200Hz'" Dmx="85~89" />
      <Function ID="11" Name="LED Freq 2000Hz" Display="'LED Freq 2000Hz'" Dmx="90~94" />
      <Function ID="12" Name="LED Freq 3600Hz" Display="'LED Freq 3600Hz'" Dmx="95~99" />
      <Function ID="13" Name="LED Freq 12kHz" Display="'LED Freq 12kHz'" Dmx="100~104" />
      <Function ID="14" Name="LED Freq 25kHz" Display="'LED Freq 25kHz'" Dmx="105~109" />
      <Function ID="15" Name="Fan Auto" Display="'Fan Auto'" Dmx="115~119" />
      <Function ID="16" Name="Fan Silent" Display="'Fan Silent'" Dmx="120~124" />
      <Function ID="17" Name="Fan Off" Display="'Fan Off'" Dmx="125~129" />
      <Function ID="18" Name="Fan High" Display="'Fan High'" Dmx="130~134" />
      <Function ID="19" Name="Mapping Invert Off" Display="'Mapping Invert Off'" Dmx="140~144" />
      <Function ID="20" Name="Mapping Invert On" Display="'Mapping Invert On'" Dmx="145~149" />
      <Function ID="21" Name="LED Mode Illumination" Display="'LED Mode Illumination'" Dmx="155~159" />
      <Function ID="22" Name="LED Mode Boost" Display="'LED Mode Boost'" Dmx="160~164" />
      <Function ID="23" Name="Factory Reset" Display="'Factory Reset'" Dmx="170~174" />
      <Function ID="24" Name="User Reset" Display="'User Reset'" Dmx="175~179" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
  </Control>
  <Mode Name="DWE, 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>
    <RDM>
      <Version SoftwareID="-1" PersonalityID="-1" />
    </RDM>
    <AtlaBase ModeID="b52b975e-0486-438c-af7e-35386655a490" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="DWE, 2 DMX" Channels="2">
    <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>
    <RDM>
      <Version SoftwareID="-1" PersonalityID="-1" />
    </RDM>
    <AtlaBase ModeID="42853b0e-7ef3-4dbe-b64c-55827cc2ae0e" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="8bit cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="8bit cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="DWE, 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>
    <RDM>
      <Version SoftwareID="-1" PersonalityID="-1" />
    </RDM>
    <AtlaBase ModeID="4ed82324-3124-4ce4-bf37-ba930fa7bad1" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Dim_Curve" ChannelOffset="2" Wheel="25" />
      <Attribute ID="Dim_Response" ChannelOffset="3" Wheel="26" />
      <Attribute ID="Red_Shift" ChannelOffset="4" Wheel="27" />
    </Include>
  </Mode>
  <Mode Name="Strobe, 5 DMX" Channels="5">
    <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>
    <RDM>
      <Version SoftwareID="-1" PersonalityID="-1" />
    </RDM>
    <AtlaBase ModeID="7277c947-c1dc-40f8-a2ed-9076112f0f98" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Duration" ChannelOffset="3" Wheel="6" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="4" ModeLink="8bit cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="8bit cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Standard, 7 DMX" Channels="7">
    <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>
    <RDM>
      <Version SoftwareID="-1" PersonalityID="-1" />
    </RDM>
    <AtlaBase ModeID="6be1fd89-acec-4b95-afad-ccf25fcf5b17" />
    <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="Dim_Curve" ChannelOffset="5" Wheel="25" />
        <Attribute ID="Dim_Response" ChannelOffset="6" Wheel="26" />
        <Attribute ID="Red_Shift" ChannelOffset="7" Wheel="27" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="3" ModeLink="8bit cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="4" ModeLink="8bit cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Extended, 10 DMX" Channels="10">
    <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>
    <RDM>
      <Version SoftwareID="-1" PersonalityID="-1" />
    </RDM>
    <AtlaBase ModeID="6251bb6a-bde0-4155-b71c-ad3b7321bc9c" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Duration" ChannelOffset="3" Wheel="6" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Dim_Curve" ChannelOffset="6" Wheel="25" />
        <Attribute ID="Dim_Response" ChannelOffset="7" Wheel="26" />
        <Attribute ID="Red_Shift" ChannelOffset="8" Wheel="27" />
        <Attribute ID="Effect" ChannelOffset="9" Wheel="22" />
        <Attribute ID="Control" ChannelOffset="10" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="4" ModeLink="8bit cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="8bit cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Extended, 13 DMX" Channels="13">
    <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>
    <RDM>
      <Version SoftwareID="-1" PersonalityID="-1" />
    </RDM>
    <AtlaBase ModeID="58460aa8-4a00-4c67-af5d-178058e245e9" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1,2" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
        <Attribute ID="Duration" ChannelOffset="4" Wheel="6" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Dim_Curve" ChannelOffset="9" Wheel="25" />
        <Attribute ID="Dim_Response" ChannelOffset="10" Wheel="26" />
        <Attribute ID="Red_Shift" ChannelOffset="11" Wheel="27" />
        <Attribute ID="Effect" ChannelOffset="12" Wheel="22" />
        <Attribute ID="Control" ChannelOffset="13" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="5" ModeLink="16bit cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="7" ModeLink="16bit cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="8bit cell" Channels="1" Hidden="True">
    <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="16bit cell" Channels="2" Hidden="True">
    <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="1,2" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Factory Reset">
      <Set Channel="Control:23" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="User Reset">
      <Set Channel="Control:24" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display On">
      <Set Channel="Control:2" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display Off">
      <Set Channel="Control:3" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="No DMX Blackout">
      <Set Channel="Control:4" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="No DMX Hold">
      <Set Channel="Control:5" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="No DMX Emergency Light">
      <Set Channel="Control:6" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="RAW Mode">
      <Set Channel="Control:7" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="User Calibration">
      <Set Channel="Control:8" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 800Hz">
      <Set Channel="Control:9" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 1200Hz">
      <Set Channel="Control:10" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 2000Hz">
      <Set Channel="Control:11" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 3600Hz">
      <Set Channel="Control:12" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 12kHz">
      <Set Channel="Control:13" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 25kHz">
      <Set Channel="Control:14" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Auto">
      <Set Channel="Control:15" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Silent">
      <Set Channel="Control:16" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Off">
      <Set Channel="Control:17" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan High">
      <Set Channel="Control:18" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Mapping Invert Off">
      <Set Channel="Control:19" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Mapping Invert On">
      <Set Channel="Control:20" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Mode Illumination">
      <Set Channel="Control:21" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Mode Boost">
      <Set Channel="Control:22" Delay="2000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>