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Vision Pro VLED 603 (Vision Pro_VLED 603.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="VLED 603" ShortName="VLED 603" Company="Vision Pro" Version="3">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>56827ca2-0466-457f-a26a-10657a8a6adc</Thumbnail>
  <History Date="20-11-18" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="18-06-20" Author="Nic Morris" Comment="Created from Showtec Cameleon Flood 18-3 RGB (identical)" Version="2" />
  <History Date="19-06-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="362cee12-b06a-4863-b097-5fa49caf741a" />
  <Control>
    <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="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Condition Name="Colour" ID="2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30" If="'Effect'==2" />
      <Condition Name="Speed" ID="31" If="'Effect'>2" />
      <Else ID="1" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="9~17" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="18~26" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="27~35" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="36~44" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="45~53" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="54~62" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="63~71" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="72~80" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="81~89" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="90~98" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="99~107" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="108~116" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="117~125" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="126~134" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="135~143" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="144~152" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="153~161" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="162~170" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="171~179" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="180~188" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="189~197" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="198~206" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="207~215" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="216~224" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="225~233" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="234~242" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="243~251" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="252~255" Colour="0,0,0" />
      <Function ID="31" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="10~255" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" Update="Red" />
      <Function ID="2" Name="Static Col" Display="'Static Col'" Dmx="1~25" Update="Red" />
      <Function ID="3" Name="7-Col Gradual" Display="'7-Col Gradual'" Dmx="26~51" Update="Red" />
      <Function ID="4" Name="3-Col Gradual" Display="'3-Col Gradual'" Dmx="52~77" Update="Red" />
      <Function ID="5" Name="7-Col Switch" Display="'7-Col Switch'" Dmx="78~103" Update="Red" />
      <Function ID="6" Name="3-Col Switch" Display="'3-Col Switch'" Dmx="104~129" Update="Red" />
      <Function ID="7" Name="Fantasy 1" Display="'Fantasy 1'" Dmx="130~155" Update="Red" />
      <Function ID="8" Name="Fantasy 2" Display="'Fantasy 2'" Dmx="156~181" Update="Red" />
      <Function ID="9" Name="Red Gradual" Display="'Red Gradual'" Dmx="182~207" Update="Red" />
      <Function ID="10" Name="Green Gradual" Display="'Green Gradual'" Dmx="208~233" Update="Red" />
      <Function ID="11" Name="Blue Gradual" Display="'Blue Gradual'" Dmx="234~255" Update="Red" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="1~22" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="23~45" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="46~68" Colour="0,0,255" />
      <Function ID="5" Name="Blue-Green" Display="'Blue-Green'" Dmx="69~91" Colour="0,255,128" />
      <Function ID="6" Name="Yellow" Display="'Yellow'" Dmx="92~114" Colour="255,255,0" />
      <Function ID="7" Name="Orange" Display="'Orange'" Dmx="115~137" Colour="255,128,0" />
      <Function ID="8" Name="Pink" Display="'Pink'" Dmx="138~160" Colour="255,150,150" />
      <Function ID="9" Name="Purple" Display="'Purple'" Dmx="161~183" Colour="128,0,255" />
      <Function ID="10" Name="Dark Blue" Display="'Dark Blue'" Dmx="184~206" Colour="0,0,180" />
      <Function ID="11" Name="Pale Green" Display="'Pale Green'" Dmx="207~229" Colour="128,255,0" />
      <Function ID="12" Name="White" Display="'White'" Dmx="230~252" Colour="255,255,255" />
      <Function ID="13" Name="Pale Pink" Display="'Pale Pink'" Dmx="253~255" Colour="255,150,150" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1, 1 DMX" Channels="1">
    <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>
    <AtlaBase ModeID="fb2f63f5-65ff-40c4-8c8d-0ec2d58dd49f" />
    <Include>
      <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="Mode 2, 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>
    <AtlaBase ModeID="cbe0fde4-1c9a-4663-9af3-14d86089db13" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 3, 4 DMX" Channels="4">
    <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>
    <AtlaBase ModeID="d271c192-8e58-4ab2-a2d2-a10127f612a1" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
    </Include>
  </Mode>
  <Mode Name="Mode 4, 6 DMX" Channels="6">
    <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>
    <AtlaBase ModeID="3aeb401f-d1bc-45f3-b17b-933944cb472b" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="4" />
      <Attribute ID="Effect" ChannelOffset="6" Wheel="22" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>