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Blizzard Lighting ProPar Z19 (Blizzard Lighting_ProPar Z19.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ProPar Z19" ShortName="ProPar Z19" Company="Blizzard Lighting">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>744ee49c-cb37-434b-b7e3-7c7b0f27d923</Thumbnail>
  <History Date="16-05-18" Author="Nic Morris" Comment="Created (assumed macro charts are erroneous - made best guess)" />
  <History Date="19-05-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="9b4c630d-d559-4a30-8093-540f3002e638" />
  <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" />
      <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="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </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="4~127" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.1f%%',0.0~100.0" Dmx="132~255" />
    </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="255~0" />
    </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="8~15" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="16~23" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="24~31" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="32~39" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="40~47" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="48~55" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="56~63" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="64~71" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="72~79" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="80~87" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="88~95" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="96~103" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="104~111" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="112~119" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="120~127" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="128~135" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="136~143" />
      <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="144~151" />
      <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="152~159" />
      <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="160~167" />
      <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="168~175" />
      <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="176~183" />
      <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="184~191" />
      <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="192~199" />
      <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="200~207" />
      <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="208~215" />
      <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="216~223" />
      <Function ID="29" Name="Macro 28" Display="'Macro 28'" Dmx="224~231" />
      <Function ID="30" Name="Macro 29" Display="'Macro 29'" Dmx="232~239" />
      <Function ID="31" Name="Macro 30" Display="'Macro 30'" Dmx="240~247" />
      <Function ID="32" Name="Macro 31" Display="'Macro 31'" Dmx="248~255" />
    </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>
  </Control>
  <Mode Name="9 DMX" Channels="9">
    <Import PearlRef="UKBLZ199" 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="d4bc6611-24e4-47a7-ba38-735f3fc294f0" />
    <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="Zoom" ChannelOffset="7" Wheel="19" />
      <Attribute ID="Auto" ChannelOffset="8" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="9" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="7 DMX" Channels="7">
    <Import PearlRef="UKBLZ197" 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="3d70ab95-66b4-44ee-b203-2ec0d2315afa" />
    <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="Zoom" ChannelOffset="7" Wheel="19" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5">
    <Import PearlRef="UKBLZ195" 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="305b9811-3f9f-41c8-9d76-6e3f03cfa20f" />
    <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="White" ChannelOffset="4" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="Zoom" ChannelOffset="5" Wheel="19" />
      <Attribute ID="Dimmer" Wheel="1" />
    </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>
    <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>