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Cameo Zenit P100 DTW (Cameo_Zenit P100 DTW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Zenit P100 DTW" ShortName="ZnP100 DTW" Company="Cameo">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>a97166c3-4636-431c-aa66-c7dc99049122</Thumbnail>
  <History Date="03-11-19" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="3dfc412a-2780-4fda-88fc-1a3a390ce893" />
  <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="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="6~255" />
    </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="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="Shutter1" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="6~5" />
      <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 Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="34~56" />
      <Function ID="6" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="57~79" />
      <Function ID="7" Name="Rnd Pls" Display="'Rnd Pls %.f%%',0~100" Dmx="11~33" />
      <Function ID="8" Name="Break" Display="'Break %.1f Sec',5.0~1.0" Dmx="103~127" />
    </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 Response LED" Display="'Dim Response LED'" Dmx="6~18" />
      <Function ID="3" Name="Dim Response Halogen" Display="'Dim Response Halogen'" Dmx="19~31" />
      <Function ID="4" Name="DTW (Redshift) On" Display="'DTW (Redshift) On'" Dmx="32~44" />
      <Function ID="5" Name="DTW (Redshift) Off" Display="'DTW (Redshift) Off'" Dmx="45~57" />
      <Function ID="6" Name="Display On" Display="'Display On'" Dmx="58~70" />
      <Function ID="7" Name="Display Off" Display="'Display Off'" Dmx="71~83" />
      <Function ID="8" Name="Dim Curve Linear" Display="'Dim Curve Linear'" Dmx="84~96" />
      <Function ID="9" Name="Dim Curve Exp" Display="'Dim Curve Exp'" Dmx="97~109" />
      <Function ID="10" Name="Dim Curve Log" Display="'Dim Curve Log'" Dmx="110~122" />
      <Function ID="11" Name="Dim Curve S-Curve" Display="'Dim Curve S-Curve'" Dmx="123~135" />
      <Function ID="12" Name="PWM 800Hz" Display="'PWM 800Hz'" Dmx="136~148" />
      <Function ID="13" Name="PWM 1200Hz" Display="'PWM 1200Hz'" Dmx="149~161" />
      <Function ID="14" Name="PWM 2000Hz" Display="'PWM 2000Hz'" Dmx="162~174" />
      <Function ID="15" Name="PWM 3600Hz" Display="'PWM 3600Hz'" Dmx="175~187" />
      <Function ID="16" Name="PWM 12kHz" Display="'PWM 12kHz'" Dmx="188~200" />
      <Function ID="17" Name="PWM 25kHz" Display="'PWM 25kHz'" Dmx="201~213" />
      <Function ID="18" Name="Blinder Mode" Display="'Blinder Mode'" Dmx="214~226" />
      <Function ID="19" Name="Normal Mode" Display="'Normal Mode'" Dmx="227~239" />
      <Function ID="20" Name="Silent Mode" Display="'Silent Mode'" Dmx="240~252" />
    </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="ed56940c-d1b0-40a2-a283-349298763f5a" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="2 DMX m1" 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="860ba5f4-90a2-4ba8-b51e-39157edd6f9c" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="2 DMX m2" 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="3893cb0c-cbdb-42e9-9f9d-f5fad3e7212a" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
    </Include>
  </Mode>
  <Mode Name="2 DMX m3" 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="97052382-01ad-498e-be94-aa835410b8e1" />
    <Include>
      <Attribute ID="WarmWhite" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="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="b4277456-2798-46e2-a613-da511053604b" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter1" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Control" ChannelOffset="4" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Dim Response LED">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Response Halogen">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="DTW (Redshift) On">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="DTW (Redshift) Off">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display On">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display Off">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve Linear">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve Exp">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve Log">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve S-Curve">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 800Hz">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 1200Hz">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 2000Hz">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 3600Hz">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 12kHz">
      <Set Channel="Control:16" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 25kHz">
      <Set Channel="Control:17" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Blinder Mode">
      <Set Channel="Control:18" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Normal Mode">
      <Set Channel="Control:19" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Silent Mode">
      <Set Channel="Control:20" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>