View Personality

Studio Due CS-2 (Studio Due_CS-2.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="CS-2" ShortName="CS-2" Company="Studio Due" Version="7">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>472fb5bf-6b53-4c04-9d22-438f6c06284a</Thumbnail>
  <History Date="26-05-05" Author="Phil Rogers" Comment="Created from CS4 personality" Version="1" />
  <History Date="01-06-05" Author="John Snelling" Comment="Checked" Version="2" />
  <History Date="18-07-06" Author="D4 Pers Fixer" Comment="Updated Pan Power on to Locate value" Version="3" />
  <History Date="18-07-06" Author="D4 Pers Fixer" Comment="Updated Tilt Power on to Locate value" Version="4" />
  <History Date="29-03-12" Author="Peter Budd" Comment="Edited for version 6." Version="5" />
  <History Date="23-01-18" Author="Nic Morris" Comment="Added Atlabase ID's." Version="6" />
  <History Date="15-05-21" Author="Nic Morris" Comment="Corrected channel mapping.  Modified to use cells for HTP dimmer behaviour.  Added missing modes.  Added product thumbnail.  Note global default at zero = excluded." Version="7" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="519af358-a2dc-49e3-8596-5bdb03560991" />
  <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" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Pan_Mode" Name="Pan Mode" Description="" Group="P">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" />
      <Function ID="2" Name="Mode 1" Display="'Mode 1'" Dmx="64~127" />
      <Function ID="3" Name="Mode 2" Display="'Mode 2'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="P/T_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.f%%',0~100" Dmx="255~0" />
    </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="Reset" Display="'Reset'" Dmx="128~191" />
    </Attribute>
    <Attribute ID="Aux" Name="Aux" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Aux" Display="'%.f%%',0~100" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Global_Pan" Name="Global Pan" Description="" Group="B" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1 (8-Bit), 9 DMX" Channels="9">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="315" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="bc238299-7285-41b6-b9b0-385eb4aad288" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="4" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Global_Pan" ChannelOffset="5" Wheel="19" />
        <Attribute ID="Tilt" ChannelOffset="6" Wheel="3" />
        <Attribute ID="Pan_Mode" ChannelOffset="7" Wheel="29" />
        <Attribute ID="P/T_Speed" ChannelOffset="8" Wheel="25" />
        <Attribute ID="Control" ChannelOffset="9" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Lamp 1" ChannelOffset="1" ModeLink="8bit cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
      </Cell>
      <Cell ID="Cell2" Name="Lamp 2" ChannelOffset="2" ModeLink="8bit cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Mode 2 (8-Bit), 11 DMX" Channels="11">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="315" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="e2da38b5-0798-4f3b-a564-925d78f90e3c" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="4" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Global_Pan" ChannelOffset="5,6" Wheel="19" />
        <Attribute ID="Tilt" ChannelOffset="7,8" Wheel="3" />
        <Attribute ID="Pan_Mode" ChannelOffset="9" Wheel="29" />
        <Attribute ID="P/T_Speed" ChannelOffset="10" Wheel="25" />
        <Attribute ID="Control" ChannelOffset="11" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Lamp 1" ChannelOffset="1" ModeLink="8bit cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
      </Cell>
      <Cell ID="Cell2" Name="Lamp 2" ChannelOffset="2" ModeLink="8bit cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Mode 3 (16-Bit), 14 DMX" Channels="14">
    <Import PearlRef="SD_CS2" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="315" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="1ea059c3-08a6-42f2-811a-c8b55fa311d1" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="4" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="P/T_Speed" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Control" ChannelOffset="4" Wheel="28" />
        <Attribute ID="Global_Pan" ChannelOffset="5,6" Wheel="19" />
        <Attribute ID="Tilt" ChannelOffset="7,8" Wheel="3" />
        <Attribute ID="Pan_Mode" ChannelOffset="13" Wheel="29" />
        <Attribute ID="Aux" ChannelOffset="14" Wheel="22" />
      </Master>
      <Cell ID="Cell1" Name="Lamp 1" ChannelOffset="1" ModeLink="16bit cell 1" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
      </Cell>
      <Cell ID="Cell2" Name="Lamp 2" ChannelOffset="2" ModeLink="16bit cell 2" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="16bit cell 1" Channels="3" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="315" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="4" />
      <Attribute ID="Pan" ChannelOffset="9,10" Wheel="2" />
    </Include>
  </Mode>
  <Mode Name="16bit cell 2" Channels="3" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="315" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="4" />
      <Attribute ID="Pan" ChannelOffset="10,11" Wheel="2" />
    </Include>
  </Mode>
  <Mode Name="8bit 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="Head" PanMax="315" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="4" />
      <Attribute ID="Pan" ChannelOffset="3" Wheel="2" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="5000" />
      <Set Channel="Control:1" Delay="100" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
  </Palettes>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>