View Personality

Taurus Light Vintage 7 (Taurus Light_Vintage 7.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Vintage 7" ShortName="Vintage 7" Company="Taurus Light">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>f4cf47e6-055e-4eca-94d0-ba079fbb029f</Thumbnail>
  <History Date="03-09-18" Author="Nic Morris" Comment="Created (charts have errors.  guessed pixel layout)" />
  <History Date="05-09-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="122b4bd1-4ed6-4e9f-bfc0-cc9e0741212b" />
  <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="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="8~76" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="146~215" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="77~145" />
    </Attribute>
    <Attribute ID="Auto" Name="Program 1-15" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Program" Display="'No Program'" Dmx="0~0" />
      <Function ID="2" Name="Program 1" Display="'Program 1'" Dmx="16~31" />
      <Function ID="3" Name="Program 2" Display="'Program 2'" Dmx="32~47" />
      <Function ID="4" Name="Program 3" Display="'Program 3'" Dmx="48~63" />
      <Function ID="5" Name="Program 4" Display="'Program 4'" Dmx="64~79" />
      <Function ID="6" Name="Program 5" Display="'Program 5'" Dmx="80~95" />
      <Function ID="7" Name="Program 6" Display="'Program 6'" Dmx="96~111" />
      <Function ID="8" Name="Program 7" Display="'Program 7'" Dmx="112~127" />
      <Function ID="9" Name="Program 8" Display="'Program 8'" Dmx="128~143" />
      <Function ID="10" Name="Program 9" Display="'Program 9'" Dmx="144~159" />
      <Function ID="11" Name="Program 10" Display="'Program 10'" Dmx="160~175" />
      <Function ID="12" Name="Program 11" Display="'Program 11'" Dmx="176~191" />
      <Function ID="13" Name="Program 12" Display="'Program 12'" Dmx="192~207" />
      <Function ID="14" Name="Program 13" Display="'Program 13'" Dmx="208~223" />
      <Function ID="15" Name="Program 14" Display="'Program 14'" Dmx="224~239" />
      <Function ID="16" Name="Program 15" Display="'Program 15'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Auto1" Name="Program 16-30" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Program" Display="'No Program'" Dmx="0~0" />
      <Function ID="2" Name="Program 16" Display="'Program 16'" Dmx="16~31" />
      <Function ID="3" Name="Program 17" Display="'Program 17'" Dmx="32~47" />
      <Function ID="4" Name="Program 18" Display="'Program 18'" Dmx="48~63" />
      <Function ID="5" Name="Program 19" Display="'Program 19'" Dmx="64~79" />
      <Function ID="6" Name="Program 20" Display="'Program 20'" Dmx="80~95" />
      <Function ID="7" Name="Program 21" Display="'Program 21'" Dmx="96~111" />
      <Function ID="8" Name="Program 22" Display="'Program 22'" Dmx="112~127" />
      <Function ID="9" Name="Program 23" Display="'Program 23'" Dmx="128~143" />
      <Function ID="10" Name="Program 24" Display="'Program 24'" Dmx="144~159" />
      <Function ID="11" Name="Program 25" Display="'Program 25'" Dmx="160~175" />
      <Function ID="12" Name="Program 26" Display="'Program 26'" Dmx="176~191" />
      <Function ID="13" Name="Program 27" Display="'Program 27'" Dmx="192~207" />
      <Function ID="14" Name="Program 28" Display="'Program 28'" Dmx="208~223" />
      <Function ID="15" Name="Program 29" Display="'Program 29'" Dmx="224~239" />
      <Function ID="16" Name="Program 30" Display="'Program 30'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Program_Spd" Name="Program Spd" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="1~255" />
    </Attribute>
    <Attribute ID="Sound" Name="Sound" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Sensitivity" Display="'Sensitivity %.1f%%',0.0~100.0" Dmx="1~255" />
    </Attribute>
    <Attribute ID="Dimmer_1" Name="Dimmer 1" 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="Dimmer_2" Name="Dimmer 2" 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="Dimmer_3" Name="Dimmer 3" 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="Dimmer_4" Name="Dimmer 4" 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="Dimmer_5" Name="Dimmer 5" 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="Dimmer_6" Name="Dimmer 6" 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="Dimmer_7" Name="Dimmer 7" 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>
  </Control>
  <Mode Name="6 DMX" Channels="6">
    <Import PearlRef="UKTLVT76" 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="ec7f86f8-91fc-46e0-b87e-e762fb9a3621" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
      <Attribute ID="Auto" ChannelOffset="3" Wheel="22" />
      <Attribute ID="Auto1" ChannelOffset="4" Wheel="23" />
      <Attribute ID="Program_Spd" ChannelOffset="5" Wheel="24" />
      <Attribute ID="Sound" ChannelOffset="6" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="7 DMX" Channels="7">
    <Import PearlRef="UKTLVT77" 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="eff950bc-10e4-4694-9287-2b01c897d6c3" />
    <Include>
      <Attribute ID="Dimmer_1" ChannelOffset="1" Wheel="34" />
      <Attribute ID="Dimmer_2" ChannelOffset="2" Wheel="35" />
      <Attribute ID="Dimmer_3" ChannelOffset="3" Wheel="36" />
      <Attribute ID="Dimmer_4" ChannelOffset="4" Wheel="64" />
      <Attribute ID="Dimmer_5" ChannelOffset="5" Wheel="65" />
      <Attribute ID="Dimmer_6" ChannelOffset="6" Wheel="66" />
      <Attribute ID="Dimmer_7" ChannelOffset="7" Wheel="94" />
    </Include>
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="2" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Cell" X="2" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="Cell" X="4" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="Cell" X="4" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="5" ModeLink="Cell" X="2" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="6" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="7" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="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>
  <swatchLibrary>
    <Swatch id="f4cf47e6-055e-4eca-94d0-ba079fbb029f">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</Swatch>
  </swatchLibrary>
</Fixture>