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Prolights ECLPENDANTNW (Prolights_ECLPENDANTNW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ECLPENDANTNW" ShortName="ECLPNDNTNW" Company="Prolights" Version="3">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>dac39143-016f-4fde-84dd-f14ba70d95b7</Thumbnail>
  <History Date="18-01-23" Author="Nic Morris" Comment="Created (note shared manual for TU, DY and NW variants but only one RDM Model ID - omitted until we have separate IDs)" Version="0" />
  <History Date="26-01-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="196f7de3-bbab-49a9-ba3b-f169ffdf5736" />
  <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 %.f%%',0~100" Dmx="2~62" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="191~251" />
      <Function ID="4" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="65~125" />
      <Function ID="5" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="128~188" />
    </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 Linear" Display="'Dim Linear'" Dmx="2~3" />
      <Function ID="3" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="4~5" />
      <Function ID="4" Name="Dim Square" Display="'Dim Square'" Dmx="6~7" />
      <Function ID="5" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="8~9" />
      <Function ID="6" Name="Dim Spd Auto" Display="'Dim Spd Auto'" Dmx="10~11" />
      <Function ID="7" Name="Dim Spd Fast" Display="'Dim Spd Fast'" Dmx="12~13" />
      <Function ID="8" Name="Dim Spd Med" Display="'Dim Spd Med'" Dmx="14~15" />
      <Function ID="9" Name="Dim Spd Slow" Display="'Dim Spd Slow'" Dmx="16~17" />
      <Function ID="10" Name="LED Freq 600Hz" Display="'LED Freq 600Hz'" Dmx="18~19" />
      <Function ID="11" Name="LED Freq 1200Hz" Display="'LED Freq 1200Hz'" Dmx="20~21" />
      <Function ID="12" Name="LED Freq 2000Hz" Display="'LED Freq 2000Hz'" Dmx="22~23" />
      <Function ID="13" Name="LED Freq 4000Hz" Display="'LED Freq 4000Hz'" Dmx="24~25" />
      <Function ID="14" Name="LED Freq 6000Hz" Display="'LED Freq 6000Hz'" Dmx="26~27" />
      <Function ID="15" Name="LED Freq 25kHz" Display="'LED Freq 25kHz'" Dmx="28~29" />
      <Function ID="16" Name="LED Freq 36kHz" Display="'LED Freq 36kHz'" Dmx="30~31" />
      <Function ID="17" Name="LED Freq 40kHz" Display="'LED Freq 40kHz'" Dmx="32~33" />
      <Function ID="18" Name="No DMX Hold" Display="'No DMX Hold'" Dmx="34~35" />
      <Function ID="19" Name="No DMX Blackout" Display="'No DMX Blackout'" Dmx="36~37" />
      <Function ID="20" Name="No DMX Stand Alone" Display="'No DMX Stand Alone'" Dmx="38~39" />
      <Function ID="21" Name="No DMX Emergency" Display="'No DMX Emergency'" Dmx="40~41" />
      <Function ID="22" Name="Stand Alone Master DMX" Display="'Stand Alone Master DMX'" Dmx="42~43" />
      <Function ID="23" Name="Stand Alone Master No DMX" Display="'Stand Alone Master No DMX'" Dmx="44~45" />
      <Function ID="24" Name="Stand Alone Slave" Display="'Stand Alone Slave'" Dmx="46~47" />
      <Function ID="25" Name="Stand Alone Effects" Display="'Stand Alone Effects'" Dmx="48~49" />
      <Function ID="26" Name="Stand Alone Static Dimmer" Display="'Stand Alone Static Dimmer'" Dmx="50~51" />
      <Function ID="27" Name="Output Control Constant" Display="'Output Control Constant'" Dmx="52~53" />
      <Function ID="28" Name="Output Control Dynamic" Display="'Output Control Dynamic'" Dmx="54~55" />
      <Function ID="29" Name="Reset All Channel Controlled" Display="'Reset All Channel Controlled'" Dmx="254~255" />
    </Attribute>
  </Control>
  <Mode Name="UNO, 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="fc240edb-85ea-45ce-b936-d6fb55807ca9" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="DUO, 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="8c6b4dec-7bbf-4d63-8d91-038087fd6bd1" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="STANDARD, 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="7b151da4-3df8-42d0-bf41-cab110c1341e" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Control" ChannelOffset="4" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:2" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:3" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:4" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:5" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Auto">
      <Set Channel="Control:6" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Fast">
      <Set Channel="Control:7" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Med">
      <Set Channel="Control:8" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Slow">
      <Set Channel="Control:9" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 600Hz">
      <Set Channel="Control:10" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 1200Hz">
      <Set Channel="Control:11" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 2000Hz">
      <Set Channel="Control:12" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 4000Hz">
      <Set Channel="Control:13" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 6000Hz">
      <Set Channel="Control:14" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 25kHz">
      <Set Channel="Control:15" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 36kHz">
      <Set Channel="Control:16" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 40kHz">
      <Set Channel="Control:17" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="No DMX Hold">
      <Set Channel="Control:18" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="No DMX Blackout">
      <Set Channel="Control:19" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="No DMX Stand Alone">
      <Set Channel="Control:20" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="No DMX Emergency">
      <Set Channel="Control:21" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Stand Alone Master DMX">
      <Set Channel="Control:22" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Stand Alone Master No DMX">
      <Set Channel="Control:23" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Stand Alone Slave">
      <Set Channel="Control:24" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Stand Alone Effects">
      <Set Channel="Control:25" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Stand Alone Static Dimmer">
      <Set Channel="Control:26" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Output Control Constant">
      <Set Channel="Control:27" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Output Control Dynamic">
      <Set Channel="Control:28" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset All Channel Controlled">
      <Set Channel="Control:29" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <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" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:4:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>