View Personality

Film Gear LED Profile 300 (Bi-Color) 19° (Film Gear_LED Profile 300 (Bi-Color) 19.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED Profile 300 (Bi-Color) 19°" ShortName="P300BC19" Company="Film Gear" Version="10">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>9dd29bcd-3438-437d-8892-f6d331170e9a</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="9" />
  <History Date="26-04-21" Author="Robin Sanders" Comment="Film Gear_LED Profile 300 (Bi-Color) 19°.d4 renamed to Film Gear_LED Profile 300 (Bi-Color) 19.d4" Version="10" />
  <Manual Filename="" Summary="" />
  <RDM>
    <Device ManufacturerID="16706" ModelID="2305" />
  </RDM>
  <AtlaBase TypeID="85d6e15d-2cd1-42f6-876f-75cdc4e1e3b3" />
  <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="b697c856-e7d2-4f04-b6bf-6abe7595ee1a" />
    <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="65253ce4-25a3-4b16-9017-00cee1fb0d38" />
    <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 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</Swatch>
  </swatchLibrary>
</Fixture>