View Personality

Film Gear LED Profile 300 (Bi-Color) 50° (Film Gear_LED Profile 300 (Bi-Color) 50.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED Profile 300 (Bi-Color) 50°" ShortName="P300BC50" Company="Film Gear" Version="7">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>8a698c8d-0957-4076-a10c-29b5fb74f323</Thumbnail>
  <History Date="16-04-21" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="20-04-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="6" />
  <History Date="26-04-21" Author="Robin Sanders" Comment="Film Gear_LED Profile 300 (Bi-Color) 50°.d4 renamed to Film Gear_LED Profile 300 (Bi-Color) 50.d4" Version="7" />
  <Manual Filename="" Summary="" />
  <RDM>
    <Device ManufacturerID="16706" ModelID="2305" />
  </RDM>
  <AtlaBase TypeID="13538583-54e9-4d0c-8b62-6a976c26acf1" />
  <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="CTO" Name="CTO" Description="" Group="C" Size="2">
      <Locate Locate="1:2700" PowerOn="1:2700" />
      <Function ID="1" Name="CTO C-Mix" Display="'%.1fK',2700.0~6000.0" Dmx="0~65535" Colour="255,240,200" />
    </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="Fixture Setting" Display="'Fixture Setting'" Dmx="11~20" />
      <Function ID="3" Name="Dim Linear" Display="'Dim Linear'" Dmx="21~30" />
      <Function ID="4" Name="Dim EXP" Display="'Dim EXP'" Dmx="31~40" />
      <Function ID="5" Name="Dim LOG" Display="'Dim LOG'" Dmx="41~50" />
      <Function ID="6" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="51~60" />
      <Function ID="7" Name="Dim TV Curve" Display="'Dim TV Curve'" Dmx="61~70" />
      <Function ID="8" Name="Fan Auto" Display="'Fan Auto'" Dmx="81~90" />
      <Function ID="9" Name="Fan Silent" Display="'Fan Silent'" Dmx="91~100" />
      <Function ID="10" Name="Fan High" Display="'Fan High'" Dmx="101~110" />
      <Function ID="11" Name="Fan Off" Display="'Fan Off'" Dmx="111~120" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1, CCT (8 bit), 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="-1" />
    </RDM>
    <AtlaBase ModeID="d2f22ba1-a912-4eb9-a086-0a1bb3e92b9b" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="CTO" ChannelOffset="2" Wheel="7" />
      <Attribute ID="Control" ChannelOffset="3" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="Mode 2, CCT (16 bit), 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>
    <RDM>
      <Version SoftwareID="-1" PersonalityID="-1" />
    </RDM>
    <AtlaBase ModeID="399ffd7b-0034-4ec9-b056-2469e8f18a96" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="CTO" ChannelOffset="3,4" Wheel="7" />
      <Attribute ID="Control" ChannelOffset="5" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Fixture Setting">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim EXP">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim LOG">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim TV Curve">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Auto">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Silent">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan High">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Off">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <swatchLibrary>
    <Swatch id="8a698c8d-0957-4076-a10c-29b5fb74f323">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</Swatch>
  </swatchLibrary>
</Fixture>