View Personality

Film Gear LED Profile 300 (Bi-Color) 25-50° (Film Gear_LED Profile 300 (Bi-Color) 25-50.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED Profile 300 (Bi-Color) 25-50°" ShortName="P300BC2550" Company="Film Gear" Version="5">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>aa332752-03c7-4314-846e-f5f021a0de33</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="4" />
  <History Date="26-04-21" Author="Robin Sanders" Comment="Film Gear_LED Profile 300 (Bi-Color) 25-50°.d4 renamed to Film Gear_LED Profile 300 (Bi-Color) 25-50.d4" Version="5" />
  <Manual Filename="" Summary="" />
  <RDM>
    <Device ManufacturerID="16706" ModelID="2305" />
  </RDM>
  <AtlaBase TypeID="723d602b-8b69-480f-b56b-e0647406fb39" />
  <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="13465609-0e2b-4670-aea8-150c9ba1c082" />
    <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="22a11498-b162-47fe-a871-518ab834d977" />
    <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>