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ETC ColorSource Spot Pearl 70° (ETC_ColorSource Spot Pearl 70.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ColorSource Spot Pearl 70°" ShortName="CSSpP 70" Company="ETC" Version="6">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>b1acdbae-f102-41e2-96a1-a99b896812f4</Thumbnail>
  <History Date="22-10-21" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="3f5c9edf-c53c-458f-afa2-3f619534702b" />
  <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="WarmWhite" Name="Warm White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="ColdWhite" Name="Cool White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="200,200,255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="1~254" />
    </Attribute>
    <Attribute ID="CCT" Name="CCT" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="3200K" Display="'3200K'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="5600K" Display="'5600K'" Dmx="254~255" Colour="255,255,255" />
      <Function ID="3" Name="2725-6450" Display="'2725-6450 %.fK',2725~6450" Dmx="2~253" Colour="255,240,200" />
      <Function ID="4" Name="2725K" Display="'2725K'" Dmx="2~3" Colour="0,0,0" />
      <Function ID="5" Name="2750K" Display="'2750K'" Dmx="4~5" Colour="0,0,0" />
      <Function ID="6" Name="2775K" Display="'2775K'" Dmx="6~6" Colour="0,0,0" />
      <Function ID="7" Name="2800K" Display="'2800K'" Dmx="7~8" Colour="0,0,0" />
      <Function ID="8" Name="2825K" Display="'2825K'" Dmx="9~10" Colour="0,0,0" />
      <Function ID="9" Name="2850K" Display="'2850K'" Dmx="11~11" Colour="0,0,0" />
      <Function ID="10" Name="2875K" Display="'2875K'" Dmx="12~13" Colour="0,0,0" />
      <Function ID="11" Name="2900K" Display="'2900K'" Dmx="14~15" Colour="0,0,0" />
      <Function ID="12" Name="2925K" Display="'2925K'" Dmx="16~16" Colour="0,0,0" />
      <Function ID="13" Name="2950K" Display="'2950K'" Dmx="17~18" Colour="0,0,0" />
      <Function ID="14" Name="2975K" Display="'2975K'" Dmx="19~20" Colour="0,0,0" />
      <Function ID="15" Name="3000K" Display="'3000K'" Dmx="21~21" Colour="0,0,0" />
      <Function ID="16" Name="3025K" Display="'3025K'" Dmx="22~23" Colour="0,0,0" />
      <Function ID="17" Name="3050K" Display="'3050K'" Dmx="24~25" Colour="0,0,0" />
      <Function ID="18" Name="3075K" Display="'3075K'" Dmx="26~26" Colour="0,0,0" />
      <Function ID="19" Name="3100K" Display="'3100K'" Dmx="27~28" Colour="0,0,0" />
      <Function ID="20" Name="3125K" Display="'3125K'" Dmx="29~30" Colour="0,0,0" />
      <Function ID="21" Name="3150K" Display="'3150K'" Dmx="31~31" Colour="0,0,0" />
      <Function ID="22" Name="3175K" Display="'3175K'" Dmx="32~33" Colour="0,0,0" />
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      <Function ID="25" Name="3250K" Display="'3250K'" Dmx="38~38" Colour="0,0,0" />
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      <Function ID="70" Name="4375K" Display="'4375K'" Dmx="113~114" Colour="0,0,0" />
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      <Function ID="72" Name="4425K" Display="'4425K'" Dmx="117~117" Colour="0,0,0" />
      <Function ID="73" Name="4450K" Display="'4450K'" Dmx="118~119" Colour="0,0,0" />
      <Function ID="74" Name="4475K" Display="'4475K'" Dmx="120~121" Colour="0,0,0" />
      <Function ID="75" Name="4500K" Display="'4500K'" Dmx="122~122" Colour="0,0,0" />
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      <Function ID="80" Name="4625K" Display="'4625K'" Dmx="130~131" Colour="0,0,0" />
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      <Function ID="90" Name="4875K" Display="'4875K'" Dmx="147~148" Colour="0,0,0" />
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      <Function ID="95" Name="5000K" Display="'5000K'" Dmx="155~156" Colour="0,0,0" />
      <Function ID="96" Name="5025K" Display="'5025K'" Dmx="157~158" Colour="0,0,0" />
      <Function ID="97" Name="5050K" Display="'5050K'" Dmx="159~159" Colour="0,0,0" />
      <Function ID="98" Name="5075K" Display="'5075K'" Dmx="160~161" Colour="0,0,0" />
      <Function ID="99" Name="5100K" Display="'5100K'" Dmx="162~163" Colour="0,0,0" />
      <Function ID="100" Name="5125K" Display="'5125K'" Dmx="164~165" Colour="0,0,0" />
      <Function ID="101" Name="5150K" Display="'5150K'" Dmx="166~166" Colour="0,0,0" />
      <Function ID="102" Name="5175K" Display="'5175K'" Dmx="167~168" Colour="0,0,0" />
      <Function ID="103" Name="5200K" Display="'5200K'" Dmx="169~170" Colour="0,0,0" />
      <Function ID="104" Name="5225K" Display="'5225K'" Dmx="171~171" Colour="0,0,0" />
      <Function ID="105" Name="5250K" Display="'5250K'" Dmx="172~173" Colour="0,0,0" />
      <Function ID="106" Name="5275K" Display="'5275K'" Dmx="174~175" Colour="0,0,0" />
      <Function ID="107" Name="5300K" Display="'5300K'" Dmx="176~176" Colour="0,0,0" />
      <Function ID="108" Name="5325K" Display="'5325K'" Dmx="177~178" Colour="0,0,0" />
      <Function ID="109" Name="5350K" Display="'5350K'" Dmx="179~180" Colour="0,0,0" />
      <Function ID="110" Name="5375K" Display="'5375K'" Dmx="181~181" Colour="0,0,0" />
      <Function ID="111" Name="5400K" Display="'5400K'" Dmx="182~183" Colour="0,0,0" />
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      <Function ID="118" Name="5575K" Display="'5575K'" Dmx="194~195" Colour="0,0,0" />
      <Function ID="119" Name="5600K" Display="'5600K'" Dmx="196~197" Colour="0,0,0" />
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      <Function ID="122" Name="5675K" Display="'5675K'" Dmx="201~202" Colour="0,0,0" />
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      <Function ID="129" Name="5850K" Display="'5850K'" Dmx="213~213" Colour="0,0,0" />
      <Function ID="130" Name="5875K" Display="'5875K'" Dmx="214~215" Colour="0,0,0" />
      <Function ID="131" Name="5900K" Display="'5900K'" Dmx="216~217" Colour="0,0,0" />
      <Function ID="132" Name="5925K" Display="'5925K'" Dmx="218~218" Colour="0,0,0" />
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      <Function ID="135" Name="6000K" Display="'6000K'" Dmx="223~223" Colour="0,0,0" />
      <Function ID="136" Name="6025K" Display="'6025K'" Dmx="224~225" Colour="0,0,0" />
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      <Function ID="138" Name="6075K" Display="'6075K'" Dmx="228~229" Colour="0,0,0" />
      <Function ID="139" Name="6100K" Display="'6100K'" Dmx="230~230" Colour="0,0,0" />
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      <Function ID="142" Name="6175K" Display="'6175K'" Dmx="235~235" Colour="0,0,0" />
      <Function ID="143" Name="6200K" Display="'6200K'" Dmx="236~237" Colour="0,0,0" />
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      <Function ID="151" Name="6400K" Display="'6400K'" Dmx="250~250" Colour="0,0,0" />
      <Function ID="152" Name="6425K" Display="'6425K'" Dmx="251~252" Colour="0,0,0" />
      <Function ID="153" Name="6450K" Display="'6450K'" Dmx="253~253" Colour="0,0,0" />
    </Attribute>
  </Control>
  <Mode Name="CT, 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>
    <AtlaBase ModeID="bcfdf870-0f15-4a54-8a50-42c7de935c85" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="CCT" ChannelOffset="2" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="Direct, 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>
    <AtlaBase ModeID="3adb4563-3da4-4061-a257-aa88973745d6" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="WarmWhite" ChannelOffset="2" Wheel="10" />
      <Attribute ID="ColdWhite" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
    </Include>
  </Mode>
  <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="3d3a871e-249b-462b-8964-da20caa080c0" />
    <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:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
    </Group>
  </Palettes>
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</Swatch>
  </swatchLibrary>
</Fixture>