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OXO ColorZoom 180 (OXO_ColorZoom 180.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ColorZoom 180" ShortName="ColZm 180" Company="OXO">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>372e857a-2f7f-4d4f-8faf-1afd792e4ea5</Thumbnail>
  <History Date="20-11-18" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="53e5ffde-971d-4559-b92a-a087bb8319cb" />
  <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="Red" Name="Red" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="21~80" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="161~220" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="91~150" />
      <Function ID="6" Name="Open" Display="'Open'" Dmx="11~20" />
      <Function ID="7" Name="Reset" Display="'Reset'" Dmx="221~230" />
    </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="White 2700K" Display="'White 2700K'" Dmx="5~8" Colour="255,255,255" />
      <Function ID="3" Name="White 3200K" Display="'White 3200K'" Dmx="9~12" Colour="255,255,255" />
      <Function ID="4" Name="White 3500K" Display="'White 3500K'" Dmx="13~16" Colour="255,255,255" />
      <Function ID="5" Name="White 4000K" Display="'White 4000K'" Dmx="17~20" Colour="255,255,255" />
      <Function ID="6" Name="White 4500K" Display="'White 4500K'" Dmx="21~24" Colour="255,255,255" />
      <Function ID="7" Name="White 5000K" Display="'White 5000K'" Dmx="25~28" Colour="255,255,255" />
      <Function ID="8" Name="White 5600K" Display="'White 5600K'" Dmx="29~32" Colour="255,255,255" />
      <Function ID="9" Name="White 6000K" Display="'White 6000K'" Dmx="33~36" Colour="255,255,255" />
      <Function ID="10" Name="White 6500K" Display="'White 6500K'" Dmx="37~40" Colour="255,255,255" />
      <Function ID="11" Name="White 7000K" Display="'White 7000K'" Dmx="41~44" Colour="255,255,255" />
      <Function ID="12" Name="White 7500K" Display="'White 7500K'" Dmx="45~48" Colour="255,255,255" />
      <Function ID="13" Name="White 8000K" Display="'White 8000K'" Dmx="49~52" Colour="255,255,255" />
      <Function ID="14" Name="Mauve 126" Display="'Mauve 126'" Dmx="53~56" Colour="180,0,180" />
      <Function ID="15" Name="Ultimate Violet 707" Display="'Ultimate Violet 707'" Dmx="57~60" Colour="180,0,255" />
      <Function ID="16" Name="Dark Lavender 180" Display="'Dark Lavender 180'" Dmx="61~64" Colour="255,128,255" />
      <Function ID="17" Name="Cold Lavender 703" Display="'Cold Lavender 703'" Dmx="65~68" Colour="255,128,255" />
      <Function ID="18" Name="Light Lavender 052" Display="'Light Lavender 052'" Dmx="69~72" Colour="255,128,255" />
      <Function ID="19" Name="Midnight Maya 508" Display="'Midnight Maya 508'" Dmx="73~76" Colour="0,0,255" />
      <Function ID="20" Name="Tokyo Blue 71" Display="'Tokyo Blue 71'" Dmx="77~80" Colour="0,0,255" />
      <Function ID="21" Name="Zenith Blue 195" Display="'Zenith Blue 195'" Dmx="81~84" Colour="0,0,255" />
      <Function ID="22" Name="Elysian Blue 714" Display="'Elysian Blue 714'" Dmx="85~88" Colour="0,0,255" />
      <Function ID="23" Name="Just Blue 079" Display="'Just Blue 079'" Dmx="89~92" Colour="0,0,255" />
      <Function ID="24" Name="Sky Blue 68" Display="'Sky Blue 68'" Dmx="93~96" Colour="0,128,255" />
      <Function ID="25" Name="Medium Blue 132" Display="'Medium Blue 132'" Dmx="97~100" Colour="0,128,255" />
      <Function ID="26" Name="Glacier Blue 352" Display="'Glacier Blue 352'" Dmx="101~104" Colour="0,128,255" />
      <Function ID="27" Name="Steel Blue 117" Display="'Steel Blue 117'" Dmx="105~108" Colour="220,240,255" />
      <Function ID="28" Name="Lagoon Blue 172" Display="'Lagoon Blue 172'" Dmx="109~112" Colour="0,255,200" />
      <Function ID="29" Name="Peacock Blue 115" Display="'Peacock Blue 115'" Dmx="113~116" Colour="0,255,128" />
      <Function ID="30" Name="Jade 323" Display="'Jade 323'" Dmx="117~120" Colour="0,255,128" />
      <Function ID="31" Name="Dark Yellow Green 090" Display="'Dark Yellow Green 090'" Dmx="121~124" Colour="180,180,0" />
      <Function ID="32" Name="Lee Green 121" Display="'Lee Green 121'" Dmx="125~128" Colour="0,255,0" />
      <Function ID="33" Name="Fern Green 122" Display="'Fern Green 122'" Dmx="129~132" Colour="0,255,0" />
      <Function ID="34" Name="Moss Green 089" Display="'Moss Green 089'" Dmx="133~136" Colour="0,180,0" />
      <Function ID="35" Name="Sally Green 505" Display="'Sally Green 505'" Dmx="137~140" Colour="0,180,0" />
      <Function ID="36" Name="Ice and a Slice 513" Display="'Ice and a Slice 513'" Dmx="141~144" Colour="255,100,0" />
      <Function ID="37" Name="Light Amber 102" Display="'Light Amber 102'" Dmx="145~148" Colour="255,100,0" />
      <Function ID="38" Name="Surprise Peach 017" Display="'Surprise Peach 017'" Dmx="149~152" Colour="255,100,0" />
      <Function ID="39" Name="Dark Salmon 008" Display="'Dark Salmon 008'" Dmx="153~156" Colour="255,150,150" />
      <Function ID="40" Name="Madge 507" Display="'Madge 507'" Dmx="157~160" Colour="255,150,150" />
      <Function ID="41" Name="Light Red 182" Display="'Light Red 182'" Dmx="161~164" Colour="255,100,100" />
      <Function ID="42" Name="Scarlet 024" Display="'Scarlet 024'" Dmx="165~168" Colour="255,0,0" />
      <Function ID="43" Name="Pink 157" Display="'Pink 157'" Dmx="169~172" Colour="255,150,150" />
      <Function ID="44" Name="Rose Pink 002" Display="'Rose Pink 002'" Dmx="173~176" Colour="255,0,127" />
      <Function ID="45" Name="Magical Magenta 795" Display="'Magical Magenta 795'" Dmx="177~180" Colour="255,0,255" />
      <Function ID="46" Name="Bright Pink 128" Display="'Bright Pink 128'" Dmx="181~184" Colour="255,150,150" />
      <Function ID="47" Name="Magenta 113" Display="'Magenta 113'" Dmx="185~188" Colour="255,0,255" />
      <Function ID="48" Name="Lavender Tint 003" Display="'Lavender Tint 003'" Dmx="189~192" Colour="255,128,255" />
      <Function ID="49" Name="Macro 1" Display="'Macro 1'" Dmx="193~200" Colour="255,255,255" />
      <Function ID="50" Name="Macro 2" Display="'Macro 2'" Dmx="201~209" Colour="255,255,255" />
      <Function ID="51" Name="Macro 3" Display="'Macro 3'" Dmx="210~218" Colour="255,255,255" />
      <Function ID="52" Name="Macro 4" Display="'Macro 4'" Dmx="219~227" Colour="255,255,255" />
      <Function ID="53" Name="Macro 5" Display="'Macro 5'" Dmx="228~236" Colour="255,255,255" />
      <Function ID="54" Name="Macro 6" Display="'Macro 6'" Dmx="237~245" Colour="255,255,255" />
      <Function ID="55" Name="Macro 7" Display="'Macro 7'" Dmx="246~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Col_Mac_Spd" Name="Col Mac Spd" Description="" Group="C">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="6 DMX" Channels="6">
    <Import PearlRef="UKOXZ181" 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="f608cec7-704d-45e7-971a-038313479067" />
    <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="White" ChannelOffset="5" Wheel="9" />
      <Attribute ID="Zoom" ChannelOffset="6" Wheel="19" />
    </Include>
  </Mode>
  <Mode Name="9 DMX" Channels="9">
    <Import PearlRef="UKOXZ182" 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="0e008fc0-2698-4bdb-9435-52e3484c182c" />
    <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="White" ChannelOffset="5" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" />
      <Attribute ID="Col_Mac_Spd" ChannelOffset="8" Wheel="8" />
      <Attribute ID="Zoom" ChannelOffset="9" Wheel="19" />
    </Include>
  </Mode>
  <Mode Name="14 DMX" Channels="14">
    <Import PearlRef="UKOXZ183" 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="f0b9b8cb-88c3-48b0-81a9-f429f4e2db7e" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3,4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5,6" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="7,8" Wheel="12" />
      <Attribute ID="White" ChannelOffset="9,10" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="11" Wheel="4" />
      <Attribute ID="Colour_Macro" ChannelOffset="12" Wheel="7" />
      <Attribute ID="Col_Mac_Spd" ChannelOffset="13" Wheel="8" />
      <Attribute ID="Zoom" ChannelOffset="14" Wheel="19" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Shutter:7" Delay="6000" />
      <Set Channel="Shutter:2" Delay="0" />
    </Macro>
  </Macro>
  <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>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Pulse" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>