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Prolights ECLMINIDAT40K (Wash 15-30°) (Prolights_ECLMINIDAT40K (Wash 15-30).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ECLMINIDAT40K (Wash 15-30°)" ShortName="MDAT401530" Company="Prolights" Version="4">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>61598322-a6a9-456d-94f9-e92160d2d7ef</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 ECLMINIDAT40K to ECLMINIDAT40K (Profile).  Added Atlabase ID's." Version="3" />
  <History Date="30-12-22" Author="Nic Morris" Comment="Created from Prolights ECLMINIDAT40K (Profile)" Version="4" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="fac10774-ab64-4060-aa7b-6b48f67a0994" />
  <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="5ff13903-8737-43a4-8b8f-7cdb22c167ae" />
    <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="f58fc2a8-8e78-43cf-8f65-f5422aa36d87" />
    <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="341fd3e1-ba46-46e3-a95f-4622ac7bc222" />
    <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="1a92d9cd-2420-41b9-8ca5-a3cc514352bb" />
    <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>