View Personality

Film Gear Apollo 500T (Tungsten) (Film Gear_Apollo 500T (Tungsten).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Apollo 500T (Tungsten)" ShortName="Apollo500T" Company="Film Gear" Version="11">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>4a0c2db9-82b5-4acf-b2a1-5279da627f6a</Thumbnail>
  <History Date="16-04-21" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="21-04-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="11" />
  <Manual Filename="" Summary="" />
  <RDM>
    <Device ManufacturerID="16706" ModelID="3234" />
  </RDM>
  <AtlaBase TypeID="82862fb8-9a88-4dbb-8a21-6b20e281747f" />
  <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="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), 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>
    <RDM>
      <Version SoftwareID="-1" PersonalityID="-1" />
    </RDM>
    <AtlaBase ModeID="7599f3d9-d9b7-4450-9c57-0a908a4c727f" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Control" ChannelOffset="2" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="Mode 2, CCT (16 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="683bfb68-ea22-4305-b8d6-c5d077ede0b4" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Control" ChannelOffset="3" 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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  </swatchLibrary>
</Fixture>