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Cameo F2 T (CLF2T) (Cameo_F2 T (CLF2T).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="F2 T (CLF2T)" ShortName="F2 T" Company="Cameo">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>c38152f6-75ec-4c8f-a78e-ac1cadd6fb7e</Thumbnail>
  <History Date="04-07-18" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="c38b9238-3793-47bb-ba87-8077a43d1425" />
  <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="6~10" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="128~250" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="80~102" />
      <Function ID="5" Name="Rnd Pls" Display="'Rnd Pls %.f%%',0~100" Dmx="11~33" />
      <Function ID="6" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="34~56" />
      <Function ID="7" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="57~79" />
      <Function ID="8" Name="Break" Display="'Break %.1f Sec',5.0~1.0" Dmx="103~127" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Linear" Display="'Linear'" Dmx="6~63" />
      <Function ID="3" Name="Exponential" Display="'Exponential'" Dmx="64~127" />
      <Function ID="4" Name="Logarithmic" Display="'Logarithmic'" Dmx="128~191" />
      <Function ID="5" Name="S-Curve" Display="'S-Curve'" Dmx="192~255" />
    </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="Dim LED" Display="'Dim LED'" Dmx="6~127" />
      <Function ID="3" Name="Dim Halogen" Display="'Dim Halogen'" Dmx="128~191" />
      <Function ID="4" Name="Fan Auto" Display="'Fan Auto'" Dmx="192~200" />
      <Function ID="5" Name="Fan Max" Display="'Fan Max'" Dmx="201~209" />
      <Function ID="6" Name="Fan Silent" Display="'Fan Silent'" Dmx="210~218" />
      <Function ID="7" Name="800Hz" Display="'800Hz'" Dmx="219~223" />
      <Function ID="8" Name="1200Hz" Display="'1200Hz'" Dmx="224~228" />
      <Function ID="9" Name="2000Hz" Display="'2000Hz'" Dmx="229~233" />
      <Function ID="10" Name="3600Hz" Display="'3600Hz'" Dmx="234~238" />
      <Function ID="11" Name="12kHz" Display="'12kHz'" Dmx="239~243" />
      <Function ID="12" Name="25kHz" Display="'25kHz'" Dmx="244~248" />
    </Attribute>
    <Attribute ID="Control1" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Dim LED" Display="'Dim LED'" Dmx="6~127" />
      <Function ID="3" Name="Dim Halogen" Display="'Dim Halogen'" Dmx="128~191" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1">
    <Import PearlRef="UKCMF2T1" 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="6928eb38-7649-4b3c-9ce0-c7b31cb22523" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="2 DMX m1" Channels="2">
    <Import PearlRef="UKCMF2T2" 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="16f66210-e693-4a36-afac-7577bda4a4c2" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="2 DMX m2" Channels="2">
    <Import PearlRef="UKCMF2T3" 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="e36b7d8d-48d3-4654-a34d-b25afbdc560e" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3">
    <Import PearlRef="UKCMF2T4" 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="336bea3a-c108-4d97-b074-fcb9463f0439" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
      <Attribute ID="Control1" ChannelOffset="3" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4">
    <Import PearlRef="UKCMF2T5" 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="83c4bd0d-704f-4592-bd55-2c44d2df3408" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
      <Attribute ID="Dim_Curve" ChannelOffset="3" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="4" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5">
    <Import PearlRef="UKCMF2T6" 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="57f13dd1-b513-42c0-848f-66ee92b9aa60" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Dim_Curve" ChannelOffset="4" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="5" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Dim LED">
      <Set Channel="Control:2,Control1:2" Delay="6000" />
      <Set Channel="Control:1,Control1:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Halogen">
      <Set Channel="Control:3,Control1:3" Delay="6000" />
      <Set Channel="Control:1,Control1:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Auto">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Max">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Silent">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="800Hz">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="1200Hz">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="2000Hz">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="3600Hz">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="12kHz">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="25kHz">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <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 Pulse" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>