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FOS Vintage 7 (FOS) (FOS_Vintage 7.d4)

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<Fixture Name="Vintage 7" ShortName="Vintage 7" Company="FOS" Version="2">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>635918e4-56b9-4af4-b2c4-ceb1e218c19e</Thumbnail>
  <History Date="16-04-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="19-04-22" Author="Nic Morris" Comment="Added missing 1 channel mode Atlabase ID." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="2dec4eb8-f8b2-4740-8b39-572cfebf53f2" />
  <Control>
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      <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="Program_1-15" 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="Program_16-30" 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="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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>
  </Control>
  <Mode Name="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>
    <AtlaBase ModeID="49b8174f-fafa-4077-b5d5-da8fe60692d9" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <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="105ef918-199b-470e-9862-c5304f3a2689" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Program_1-15" ChannelOffset="3" Wheel="22" />
      <Attribute ID="Program_16-30" 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="" 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="15c110af-261b-4429-ac29-bd3f30bf7096" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="2" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Cell" X="4" Y="3">
        <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="2" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="5" ModeLink="Cell" X="0" Y="1">
        <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="2" Y="2">
        <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>
  <Palettes>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>