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Prolights ECLMINIDAT56K (Wash 15-30°) (Prolights_ECLMINIDAT56K (Wash 15-30).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ECLMINIDAT56K (Wash 15-30°)" ShortName="MDAT561530" Company="Prolights" Version="5">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>b30ec8e7-8987-462e-86cc-26b89b74a733</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 ECLMINIDAT56K to ECLMINIDAT56K (Profile).  Added Atlabase ID's." Version="4" />
  <History Date="30-12-22" Author="Nic Morris" Comment="Created from Prolights ECLMINIDAT56K (Profile)" Version="5" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="2c1eff77-300b-4573-8e17-c1cea6a0acd5" />
  <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="f32059a9-f034-4630-a012-13e9c8272b7b" />
    <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="ac2be2f8-7c48-4a0a-a727-383af9e65bab" />
    <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="b1341467-7831-4393-8aa4-662ac6277ec3" />
    <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="ec9e7ac6-2def-44b8-af03-cf1d8f0a3997" />
    <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 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</Swatch>
  </swatchLibrary>
</Fixture>