View Personality

Prolights ECLDISPLAYDAT30K2550 (Prolights_ECLDISPLAYDAT30K2550.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ECLDISPLAYDAT30K2550" ShortName="DAT302550" Company="Prolights" Version="9">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>bf6bda1f-1bd8-488f-b3ce-4e1463242aba</Thumbnail>
  <History Date="28-12-20" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="08-04-22" Author="Nic Morris" Comment="Split for Capture and RDM (note RDM model ID's are the same for all colour temperatures/optics)." Version="1" />
  <Manual Filename="" Summary="" />
  <RDM>
    <Device ManufacturerID="5584" ModelID="53336" />
  </RDM>
  <AtlaBase TypeID="80b0871d-1fc1-4520-aec9-db93509ddd4b" />
  <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="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="2~62" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="191~251" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="65~125" />
      <Function ID="6" 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="Stand Alone Master DMX" Display="'Stand Alone Master DMX'" Dmx="30~31" />
      <Function ID="17" Name="Stand Alone Master No DMX" Display="'Stand Alone Master No DMX'" Dmx="32~33" />
      <Function ID="18" Name="Stand Alone Slave" Display="'Stand Alone Slave'" Dmx="34~35" />
      <Function ID="19" Name="No DMX Hold" Display="'No DMX Hold'" Dmx="36~37" />
      <Function ID="20" Name="No DMX Blackout" Display="'No DMX Blackout'" Dmx="38~39" />
      <Function ID="21" Name="No DMX Stand Alone" Display="'No DMX Stand Alone'" Dmx="40~41" />
      <Function ID="22" Name="Factory Default" Display="'Factory Default'" Dmx="254~255" />
    </Attribute>
  </Control>
  <Mode Name="Standard, 3 DMX" Channels="3">
    <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>
    <RDM>
      <Version SoftwareID="-1" PersonalityID="3" />
    </RDM>
    <AtlaBase ModeID="a099a21a-d9a0-492f-ae4c-ba5f2bd24634" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
    </Include>
  </Mode>
  <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>
    <RDM>
      <Version SoftwareID="-1" PersonalityID="1" />
    </RDM>
    <AtlaBase ModeID="811abe41-ae82-4420-a66d-c7b05c49581e" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Basic, 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>
    <RDM>
      <Version SoftwareID="-1" PersonalityID="2" />
    </RDM>
    <AtlaBase ModeID="d0fd82e8-871d-40f0-87c5-5960dfba519a" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Extended, 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>
    <RDM>
      <Version SoftwareID="-1" PersonalityID="4" />
    </RDM>
    <AtlaBase ModeID="27b0944a-7b9e-4f6b-9a1b-4d7ac250ff6f" />
    <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="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Auto">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Fast">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Med">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Slow">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 600Hz">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 1200Hz">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 2000Hz">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 4000Hz">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 6000Hz">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 25KHz">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Stand Alone Master DMX">
      <Set Channel="Control:16" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Stand Alone Master No DMX">
      <Set Channel="Control:17" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Stand Alone Slave">
      <Set Channel="Control:18" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="No DMX Hold">
      <Set Channel="Control:19" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="No DMX Blackout">
      <Set Channel="Control:20" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="No DMX Stand Alone">
      <Set Channel="Control:21" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Factory Default">
      <Set Channel="Control:22" 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 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>
    <Swatch id="bf6bda1f-1bd8-488f-b3ce-4e1463242aba">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</Swatch>
  </swatchLibrary>
</Fixture>