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Cyclops Archiline 1 (Cyclops_Archiline 1.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Archiline 1" ShortName="Archiline1" Company="Cyclops">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>b11a3ea2-fb26-457f-a350-bc607f555542</Thumbnail>
  <History Date="23-01-16" Author="Nic Morris" Comment="Created" />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" />
  <History Date="29-10-17" Author="Nic Morris" Comment="Changed dimmer to intensity in HSI modes and linked to vdim for compatibility" />
  <History Date="02-10-18" Author="Nic Morris" Comment="Created from Cyclops CPX 418-OP" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="1ebda57e-3228-4fe5-bba8-48cc788129c0" />
  <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" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </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="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="9~10" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="11~20" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="21~30" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="31~40" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="41~50" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="51~60" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="61~70" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="71~80" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="81~90" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="91~100" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="101~110" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="111~120" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="121~130" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="131~140" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="141~150" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="151~160" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="161~170" />
      <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="171~180" />
      <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="181~190" />
      <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="0~0" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dim_Spd" Name="Dim Spd" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="2" Name="Curve 1" Display="'Curve 1'" Dmx="50~99" />
      <Function ID="3" Name="Curve 2" Display="'Curve 2'" Dmx="100~149" />
      <Function ID="4" Name="Curve 3" Display="'Curve 3'" Dmx="150~199" />
      <Function ID="5" Name="Curve 4" Display="'Curve 4'" Dmx="200~255" />
    </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="20~23" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="24~27" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="28~31" Colour="0,0,255" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="32~35" Colour="255,255,0" />
      <Function ID="6" Name="Cyan" Display="'Cyan'" Dmx="36~39" Colour="0,255,255" />
      <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="40~43" Colour="255,0,255" />
      <Function ID="8" Name="White" Display="'White'" Dmx="44~47" Colour="255,255,255" />
      <Function ID="9" Name="Orange" Display="'Orange'" Dmx="48~51" Colour="255,128,0" />
      <Function ID="10" Name="Pink" Display="'Pink'" Dmx="52~55" Colour="255,150,150" />
      <Function ID="11" Name="Violet" Display="'Violet'" Dmx="56~59" Colour="180,0,255" />
      <Function ID="12" Name="Aquamarine" Display="'Aquamarine'" Dmx="60~63" Colour="0,255,128" />
      <Function ID="13" Name="Sky Blue" Display="'Sky Blue'" Dmx="64~67" Colour="0,128,255" />
      <Function ID="14" Name="Full White" Display="'Full White'" Dmx="68~71" Colour="255,255,255" />
      <Function ID="15" Name="Cool White" Display="'Cool White'" Dmx="72~75" Colour="230,230,255" />
      <Function ID="16" Name="Warm White" Display="'Warm White'" Dmx="76~79" Colour="255,240,200" />
      <Function ID="17" Name="White 3200K" Display="'White 3200K'" Dmx="80~83" Colour="255,240,200" />
      <Function ID="18" Name="White 2500K" Display="'White 2500K'" Dmx="84~87" Colour="255,240,200" />
      <Function ID="19" Name="Yellow 2" Display="'Yellow 2'" Dmx="88~91" Colour="255,255,0" />
      <Function ID="20" Name="Straw" Display="'Straw'" Dmx="92~95" Colour="255,250,230" />
      <Function ID="21" Name="Orange 2" Display="'Orange 2'" Dmx="96~99" Colour="255,128,0" />
      <Function ID="22" Name="Light Rose" Display="'Light Rose'" Dmx="100~103" Colour="255,0,127" />
      <Function ID="23" Name="Dark Pink" Display="'Dark Pink'" Dmx="104~107" Colour="255,150,150" />
      <Function ID="24" Name="Magenta 2" Display="'Magenta 2'" Dmx="108~111" Colour="255,0,255" />
      <Function ID="25" Name="Blue 2" Display="'Blue 2'" Dmx="112~115" Colour="0,0,255" />
      <Function ID="26" Name="Med Blue Green" Display="'Med Blue Green'" Dmx="116~119" Colour="0,255,128" />
      <Function ID="27" Name="Dark Blue" Display="'Deep Blue'" Dmx="120~123" Colour="0,0,180" />
      <Function ID="28" Name="Bright Pink" Display="'Bright Pink'" Dmx="124~127" Colour="255,150,150" />
      <Function ID="29" Name="Medium Blue" Display="'Medium Blue'" Dmx="128~131" Colour="0,128,255" />
      <Function ID="30" Name="Golden Amber" Display="'Golden Amber'" Dmx="132~135" Colour="255,128,0" />
      <Function ID="31" Name="Deep Golden Amber" Display="'Deep Golden Amber'" Dmx="136~139" Colour="255,128,0" />
      <Function ID="32" Name="Pale Lavender" Display="'Pale Lavender'" Dmx="140~143" Colour="255,128,255" />
      <Function ID="33" Name="Apricot" Display="'Apricot'" Dmx="144~147" Colour="255,128,0" />
      <Function ID="34" Name="Dark Lavender" Display="'Dark Lavender'" Dmx="148~151" Colour="180,0,180" />
      <Function ID="35" Name="Chocolate" Display="'Chocolate'" Dmx="152~155" Colour="255,240,200" />
      <Function ID="36" Name="Just Blue" Display="'Just Blue'" Dmx="156~159" Colour="0,0,255" />
      <Function ID="37" Name="Surprise Pink" Display="'Surprise Pink'" Dmx="160~163" Colour="255,150,150" />
      <Function ID="38" Name="Scarlet" Display="'Scarlet'" Dmx="164~167" Colour="255,0,0" />
      <Function ID="39" Name="Surprise Peach" Display="'Surprise Peach'" Dmx="168~171" Colour="255,200,200" />
      <Function ID="40" Name="Fire" Display="'Fire'" Dmx="172~175" Colour="255,0,0" />
      <Function ID="41" Name="English Rose" Display="'English Rose'" Dmx="176~179" Colour="255,0,127" />
      <Function ID="42" Name="Mauve" Display="'Mauve'" Dmx="180~183" Colour="255,0,255" />
      <Function ID="43" Name="Bright Blue" Display="'Bright Blue'" Dmx="184~187" Colour="0,128,255" />
      <Function ID="44" Name="Alice Blue" Display="'Alice Blue'" Dmx="188~191" Colour="0,0,255" />
      <Function ID="45" Name="Rose Indigo" Display="'Rose Indigo'" Dmx="192~195" Colour="180,0,180" />
      <Function ID="46" Name="Urban Blue" Display="'Urban Blue'" Dmx="196~199" Colour="0,0,180" />
      <Function ID="47" Name="Cool Blue" Display="'Cool Blue'" Dmx="200~203" Colour="0,0,255" />
      <Function ID="48" Name="Light Salmon" Display="'Light Salmon'" Dmx="204~207" Colour="255,150,150" />
      <Function ID="49" Name="Mayan Sun" Display="'Mayan Sun'" Dmx="208~211" Colour="255,100,0" />
      <Function ID="50" Name="Cherry Rose" Display="'Cherry Rose'" Dmx="212~215" Colour="255,0,127" />
      <Function ID="51" Name="Flesh Pink" Display="'Flesh Pink'" Dmx="216~219" Colour="255,150,150" />
      <Function ID="52" Name="Skelton Exotic Sangria" Display="'Skelton Exotic Sangria'" Dmx="220~223" Colour="255,100,0" />
      <Function ID="53" Name="Amber" Display="'Amber'" Dmx="224~255" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="Colour" Name="Colour" 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="Macro" Display="'Macro %.1f%%',0.0~100.0" Dmx="7~255" Colour="255,255,255" />
    </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" Intensity="0~0" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1">
    <Import PearlRef="UKCYAR11" 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="3aa6b99d-653e-4e28-94d4-dd73fa603a27" />
    <Include>
      <Attribute ID="Colour" ChannelOffset="1" Wheel="8" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3">
    <Import PearlRef="UKCYAR12" 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="276db830-997e-4603-bf23-c8cfbfc746a6" />
    <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="4 DMX" Channels="4">
    <Import PearlRef="UKCYAR13" 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="cef75fd3-803e-43c6-acaa-d302abf34959" />
    <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="7 DMX" Channels="7">
    <Import PearlRef="UKCYAR14" 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="aba4f5ce-3002-4883-aafa-07b5fe5959a6" />
    <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="Colour_Macro" ChannelOffset="5" Wheel="7" />
      <Attribute ID="Colour" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
    </Include>
  </Mode>
  <Mode Name="10 DMX" Channels="10">
    <Import PearlRef="UKCYAR15" 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="c5f7ccde-b10d-4766-bf06-ec81c96e3f2d" />
    <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="Colour_Macro" ChannelOffset="5" Wheel="7" />
      <Attribute ID="Colour" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
      <Attribute ID="Auto" ChannelOffset="8" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="9" Wheel="23" />
      <Attribute ID="Dim_Spd" ChannelOffset="10" Wheel="25" />
    </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>