View Personality

Prolights ECLMINIDAT30K (Profile) (Prolights_ECLMINIDAT30K (Profile).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ECLMINIDAT30K (Profile)" ShortName="MDAT30PR" Company="Prolights" Version="3">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>27080416-1312-47d2-98f2-e324eeb9d692</Thumbnail>
  <History Date="21-12-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="30-12-22" Author="Nic Morris" Comment="Changed name from ECLMINIDAT30K to ECLMINIDAT30K (Profile).  Added Atlabase ID's." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="3718a6bc-22f2-4cea-ab3d-ae8e1380bc0f" />
  <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="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="fd2d3b94-a6e8-4867-9929-1444cdeefafa" />
    <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>
    <AtlaBase ModeID="0a607c31-72d9-452c-b2d2-6cbd7b3449f4" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
    </Include>
  </Mode>
  <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>
    <AtlaBase ModeID="bfe54c93-cc3a-4846-b82a-47b51e5a8d5b" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
    </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>
    <AtlaBase ModeID="8345a3fb-6a58-4b8f-8680-1747076753b0" />
    <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="27080416-1312-47d2-98f2-e324eeb9d692">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</Swatch>
  </swatchLibrary>
</Fixture>