View Personality

GLP Fusion MBL 40 (GLP_Fusion MBL 40.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Fusion MBL 40" ShortName="Fsn MBL 40" Company="GLP" Version="1">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>be1e1a42-dcd4-4615-b924-362e47bb805a</Thumbnail>
  <History Date="21-09-21" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="23-09-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="bd96895f-486d-4a68-95fe-53b4f238e6f1" />
  <Control>
    <Attribute ID="CCT" Name="CCT" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="2700K" Display="'2700K'" Dmx="250~255" Colour="0,0,0" />
      <Function ID="3" Name="2800K" Display="'2800K'" Dmx="245~249" Colour="0,0,0" />
      <Function ID="4" Name="2900K" Display="'2900K'" Dmx="240~244" Colour="0,0,0" />
      <Function ID="5" Name="3000K" Display="'3000K'" Dmx="235~239" Colour="0,0,0" />
      <Function ID="6" Name="3100K" Display="'3100K'" Dmx="230~234" Colour="0,0,0" />
      <Function ID="7" Name="3200K" Display="'3200K'" Dmx="225~229" Colour="0,0,0" />
      <Function ID="8" Name="3300K" Display="'3300K'" Dmx="220~224" Colour="0,0,0" />
      <Function ID="9" Name="3400K" Display="'3400K'" Dmx="215~219" Colour="0,0,0" />
      <Function ID="10" Name="3500K" Display="'3500K'" Dmx="210~214" Colour="0,0,0" />
      <Function ID="11" Name="3600K" Display="'3600K'" Dmx="205~209" Colour="0,0,0" />
      <Function ID="12" Name="3700K" Display="'3700K'" Dmx="200~204" Colour="0,0,0" />
      <Function ID="13" Name="3800K" Display="'3800K'" Dmx="195~199" Colour="0,0,0" />
      <Function ID="14" Name="3900K" Display="'3900K'" Dmx="190~194" Colour="0,0,0" />
      <Function ID="15" Name="4000K" Display="'4000K'" Dmx="185~189" Colour="0,0,0" />
      <Function ID="16" Name="4100K" Display="'4100K'" Dmx="180~184" Colour="0,0,0" />
      <Function ID="17" Name="4200K" Display="'4200K'" Dmx="175~179" Colour="0,0,0" />
      <Function ID="18" Name="4300K" Display="'4300K'" Dmx="170~174" Colour="0,0,0" />
      <Function ID="19" Name="4400K" Display="'4400K'" Dmx="165~169" Colour="0,0,0" />
      <Function ID="20" Name="4500K" Display="'4500K'" Dmx="160~164" Colour="0,0,0" />
      <Function ID="21" Name="4600K" Display="'4600K'" Dmx="155~159" Colour="0,0,0" />
      <Function ID="22" Name="4700K" Display="'4700K'" Dmx="150~154" Colour="0,0,0" />
      <Function ID="23" Name="4800K" Display="'4800K'" Dmx="145~149" Colour="0,0,0" />
      <Function ID="24" Name="4900K" Display="'4900K'" Dmx="140~144" Colour="0,0,0" />
      <Function ID="25" Name="5000K" Display="'5000K'" Dmx="135~139" Colour="0,0,0" />
      <Function ID="26" Name="5100K" Display="'5100K'" Dmx="130~134" Colour="0,0,0" />
      <Function ID="27" Name="5200K" Display="'5200K'" Dmx="125~129" Colour="0,0,0" />
      <Function ID="28" Name="5300K" Display="'5300K'" Dmx="120~124" Colour="0,0,0" />
      <Function ID="29" Name="5400K" Display="'5400K'" Dmx="115~119" Colour="0,0,0" />
      <Function ID="30" Name="5500K" Display="'5500K'" Dmx="110~114" Colour="0,0,0" />
      <Function ID="31" Name="5600K" Display="'5600K'" Dmx="105~109" Colour="0,0,0" />
      <Function ID="32" Name="5700K" Display="'5700K'" Dmx="100~104" Colour="0,0,0" />
      <Function ID="33" Name="5800K" Display="'5800K'" Dmx="95~99" Colour="0,0,0" />
      <Function ID="34" Name="5900K" Display="'5900K'" Dmx="90~94" Colour="0,0,0" />
      <Function ID="35" Name="6000K" Display="'6000K'" Dmx="85~89" Colour="0,0,0" />
      <Function ID="36" Name="6100K" Display="'6100K'" Dmx="80~84" Colour="0,0,0" />
      <Function ID="37" Name="6200K" Display="'6200K'" Dmx="75~79" Colour="0,0,0" />
      <Function ID="38" Name="6300K" Display="'6300K'" Dmx="70~74" Colour="0,0,0" />
      <Function ID="39" Name="6400K" Display="'6400K'" Dmx="65~69" Colour="0,0,0" />
      <Function ID="40" Name="6500K" Display="'6500K'" Dmx="60~64" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="WarmWhite" Name="Warm White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="ColdWhite" Name="Cool White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="200,200,255" />
    </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="Display Off" Display="'Display Off'" Dmx="20~24" />
      <Function ID="3" Name="Display On" Display="'Display On'" Dmx="25~29" />
      <Function ID="4" Name="No DMX Blackout" Display="'No DMX Blackout'" Dmx="40~44" />
      <Function ID="5" Name="No DMX Hold" Display="'No DMX Hold'" Dmx="45~49" />
      <Function ID="6" Name="No DMX Manual" Display="'No DMX Manual'" Dmx="50~54" />
      <Function ID="7" Name="Dim Spd Fast" Display="'Dim Spd Fast'" Dmx="85~89" />
      <Function ID="8" Name="Dim Spd Smooth" Display="'Dim Spd Smooth'" Dmx="90~94" />
      <Function ID="9" Name="Dim Curve Linear" Display="'Dim Curve Linear'" Dmx="125~129" />
      <Function ID="10" Name="Dim Curve Theatre" Display="'Dim Curve Theatre'" Dmx="130~134" />
      <Function ID="11" Name="Dim Curve Square" Display="'Dim Curve Square'" Dmx="135~139" />
      <Function ID="12" Name="Dim Curve Inv Square" Display="'Dim Curve Inv Square'" Dmx="140~144" />
      <Function ID="13" Name="PWM 10KHz" Display="'PWM 10KHz'" Dmx="155~159" />
      <Function ID="14" Name="PWM 12KHz" Display="'PWM 12KHz'" Dmx="160~164" />
      <Function ID="15" Name="PWM 16KHz" Display="'PWM 16KHz'" Dmx="165~169" />
      <Function ID="16" Name="PWM 18KHz" Display="'PWM 18KHz'" Dmx="170~174" />
      <Function ID="17" Name="PWM 24KHz" Display="'PWM 24KHz'" Dmx="175~179" />
      <Function ID="18" Name="PWM 30KHz" Display="'PWM 30KHz'" Dmx="180~184" />
      <Function ID="19" Name="Load Default" Display="'Load Default'" Dmx="200~204" />
      <Function ID="20" Name="Reset" Display="'Reset'" Dmx="250~255" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1 (Standard), 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="c10bbca1-d9d0-4c03-a8da-b279b46e02cf" />
    <Include>
      <Attribute ID="CCT" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 2 (Advanced), 5 DMX" Channels="5">
    <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="39fc4b94-0d8c-486f-993d-f20f4fbdb5ba" />
    <Include>
      <Attribute ID="CCT" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="WarmWhite" ChannelOffset="3" Wheel="10" />
      <Attribute ID="ColdWhite" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Control" ChannelOffset="5" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:20" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display Off">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display On">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="No DMX Blackout">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="No DMX Hold">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="No DMX Manual">
      <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 Smooth">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve Linear">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve Theatre">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve Square">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve Inv Square">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 10KHz">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 12KHz">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 16KHz">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 18KHz">
      <Set Channel="Control:16" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 24KHz">
      <Set Channel="Control:17" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 30KHz">
      <Set Channel="Control:18" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Load Default">
      <Set Channel="Control:19" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <swatchLibrary>
    <Swatch id="be1e1a42-dcd4-4615-b924-362e47bb805a">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</Swatch>
  </swatchLibrary>
</Fixture>