View Personality

Exell XM-60 (Exell_XM-60.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="XM-60" ShortName="XM-60" Company="Exell">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>3d47e502-4d1f-458d-99f4-a8b538d953b4</Thumbnail>
  <History Date="25-10-18" Author="Nic Morris" Comment="Created (poor documentation - missing a lot of information)" />
  <History Date="30-10-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="a0447240-2379-4ba1-8f38-be80db0ba5f8" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" Highlight="6" Lowlight="5" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Colour1Func'==1" />
      <Condition Name="Scroll" ID="9,10,11,12" If="'Colour1Func'==2" />
      <Else ID="13" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Pink" Display="'Pink'" Dmx="16~30" Colour="255,150,150" />
      <Function ID="3" Name="Orange" Display="'Orange'" Dmx="31~45" Colour="255,128,0" />
      <Function ID="4" Name="Green" Display="'Green'" Dmx="46~60" Colour="0,255,0" />
      <Function ID="5" Name="Blue" Display="'Blue'" Dmx="61~75" Colour="0,0,255" />
      <Function ID="6" Name="Yellow" Display="'Yellow'" Dmx="76~90" Colour="255,255,0" />
      <Function ID="7" Name="Red" Display="'Red'" Dmx="91~105" Colour="255,0,0" />
      <Function ID="8" Name="Sky Blue" Display="'Sky Blue'" Dmx="106~120" Colour="0,128,255" />
      <Function ID="9" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="10" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="190~121" Colour="0,0,0" />
      <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="12" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="191~255" Colour="0,0,0" />
      <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" />
      <Function ID="2" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" />
      <Function ID="3" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo1Func'==1" />
      <Condition Name="Scroll" ID="9,10,11,12" If="'Gobo1Func'==2" />
      <Else ID="13" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="16~30" WheelPosition="1" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="31~45" WheelPosition="2" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="46~60" WheelPosition="3" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="61~75" WheelPosition="4" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="76~90" WheelPosition="5" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="91~105" WheelPosition="6" />
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="106~120" WheelPosition="7" />
      <Function ID="9" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="10" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="190~121" />
      <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="12" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="191~255" />
      <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo1Rot" Name="Gobo Rot" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="127~0" />
      <Function ID="2" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Prism" Name="Prism" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Focus" Name="Focus" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="15 DMX" Channels="15">
    <Import PearlRef="EXXM60" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="d5f89775-7daa-49a4-9bbb-cb3712430b16" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,3" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="9" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="10" Wheel="15" />
      <Attribute ID="Prism" ChannelOffset="11" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="12" Wheel="24" />
      <Attribute ID="Focus" ChannelOffset="13" Wheel="20" />
      <Attribute ID="Auto" ChannelOffset="14" Wheel="52" />
      <Attribute ID="Control" ChannelOffset="15" Wheel="28" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="8" Name="Sky Blue" Number="6" Page="1" SetControl="Colour1:8,Colour1Func:1" />
      <Palette ID="9" Name="Sky Blue" Number="0" Page="1" SetControl="Colour1:8,Colour1Func:1" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="11" Name="Blue" Number="9" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="12" Name="Pink" Number="10" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="14" Name="Pink" Number="8" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1" />
      <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1" />
    </Group>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch id="3d47e502-4d1f-458d-99f4-a8b538d953b4">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</Swatch>
  </swatchLibrary>
</Fixture>