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Blizzard Lighting TOURnado IP Beam (Blizzard Lighting_TOURnado IP Beam.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="TOURnado IP Beam" ShortName="Tnado IPBm" Company="Blizzard Lighting">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>181daac7-f3ca-4025-8826-3c50a1cae907</Thumbnail>
  <History Date="04-03-18" Author="Nic Morris" Comment="Created" />
  <History Date="09-03-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="5d976440-6130-48c9-b755-5370573e9290" />
  <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 %.f%%',0~100" Dmx="21~60" />
      <Function ID="3" Name="Async" Display="'Async %.f%%',0~100" Dmx="6~20" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="101~140" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="141~180" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="181~220" />
      <Function ID="7" Name="Sine" Display="'Sine %.f%%',0~100" Dmx="61~100" />
      <Function ID="8" Name="Square" Display="'Square %.f%%',0~100" Dmx="221~255" />
    </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" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="11~15" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="16~20" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="21~25" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="26~30" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="31~35" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="36~40" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="41~45" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="46~50" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="51~55" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="56~60" />
      <Function ID="12" Name="Auto 1" Display="'Auto 1'" Dmx="61~65" />
      <Function ID="13" Name="Auto 2" Display="'Auto 2'" Dmx="66~70" />
      <Function ID="14" Name="Auto 3" Display="'Auto 3'" Dmx="71~75" />
      <Function ID="15" Name="Auto 4" Display="'Auto 4'" Dmx="76~80" />
      <Function ID="16" Name="Auto 5" Display="'Auto 5'" Dmx="81~85" />
      <Function ID="17" Name="Program 1" Display="'Program 1'" Dmx="86~90" />
      <Function ID="18" Name="Program 2" Display="'Program 2'" Dmx="91~95" />
      <Function ID="19" Name="Program 3" Display="'Program 3'" Dmx="96~100" />
      <Function ID="20" Name="Red" Display="'Red'" Dmx="111~115" />
      <Function ID="21" Name="Green" Display="'Green'" Dmx="116~120" />
      <Function ID="22" Name="Blue" Display="'Blue'" Dmx="121~125" />
      <Function ID="23" Name="White" Display="'White'" Dmx="126~130" />
      <Function ID="24" Name="R+G+W" Display="'R+G+W'" Dmx="131~135" />
      <Function ID="25" Name="R+G+B" Display="'R+G+B'" Dmx="136~140" />
      <Function ID="26" Name="Yellow" Display="'Yellow'" Dmx="141~145" />
      <Function ID="27" Name="Pink" Display="'Pink'" Dmx="146~150" />
      <Function ID="28" Name="Cyan" Display="'Cyan'" Dmx="151~155" />
      <Function ID="29" Name="Orange" Display="'Orange'" Dmx="156~160" />
      <Function ID="30" Name="Violet" Display="'Violet'" Dmx="161~165" />
      <Function ID="31" Name="Golden" Display="'Golden'" Dmx="166~170" />
      <Function ID="32" Name="White 2700K" Display="'White 2700K'" Dmx="171~175" />
      <Function ID="33" Name="White 3200K" Display="'White 3200K'" Dmx="176~180" />
      <Function ID="34" Name="White 4000K" Display="'White 4000K'" Dmx="181~185" />
      <Function ID="35" Name="White 5500K" Display="'White 5500K'" Dmx="186~190" />
      <Function ID="36" Name="White 6500K" Display="'White 6500K'" Dmx="191~195" />
      <Function ID="37" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="196~200" />
    </Attribute>
    <Attribute ID="Effect_Spd" Name="Effect Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </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="Blue" Display="'Blue'" Dmx="11~11" Colour="0,0,255" />
      <Function ID="3" Name="Blu - Teal" Display="'Blu - Teal %.f%%',0~100" Dmx="11~51" Colour="0,0,255" />
      <Function ID="4" Name="Teal" Display="'Teal'" Dmx="51~51" Colour="0,255,200" />
      <Function ID="5" Name="Teal - Grn" Display="'Teal - Grn %.f%%',0~100" Dmx="51~91" Colour="0,255,200" />
      <Function ID="6" Name="Green" Display="'Green'" Dmx="91~91" Colour="0,255,0" />
      <Function ID="7" Name="Grn - Yel" Display="'Grn - Yel %.f%%',0~100" Dmx="91~131" Colour="0,255,0" />
      <Function ID="8" Name="Yellow" Display="'Yellow'" Dmx="131~131" Colour="255,255,0" />
      <Function ID="9" Name="Yel - Red" Display="'Yel - Red %.f%%',0~100" Dmx="131~171" Colour="255,255,0" />
      <Function ID="10" Name="Red" Display="'Red'" Dmx="171~171" Colour="255,0,0" />
      <Function ID="11" Name="Red - Mag" Display="'Red - Mag %.f%%',0~100" Dmx="171~211" Colour="255,0,0" />
      <Function ID="12" Name="Magenta" Display="'Magenta'" Dmx="211~211" Colour="255,0,255" />
      <Function ID="13" Name="Mag - Blu" Display="'Mag - Blu %.f%%',0~100" Dmx="211~255" Colour="255,0,255" />
      <Function ID="14" Name="Blue" Display="'Blue'" Dmx="255~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Dim_Mode" Name="Dim Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Default" Display="'Default'" Dmx="0~0" />
      <Function ID="2" Name="Linear" Display="'Linear'" Dmx="11~20" />
      <Function ID="3" Name="Square" Display="'Square'" Dmx="21~30" />
      <Function ID="4" Name="Inv Square" Display="'Inv Square'" Dmx="31~40" />
      <Function ID="5" Name="S-Curve" Display="'S-Curve'" Dmx="41~50" />
      <Function ID="6" Name="Linear Smooth" Display="'Linear Smooth'" Dmx="51~60" />
      <Function ID="7" Name="Square Smooth" Display="'Square Smooth'" Dmx="61~70" />
      <Function ID="8" Name="Inv Sq Smooth" Display="'Inv Sq Smooth'" Dmx="71~80" />
      <Function ID="9" Name="S Smooth" Display="'S Smooth'" Dmx="81~90" />
      <Function ID="10" Name="Default" Display="'Default'" Dmx="91~255" />
    </Attribute>
  </Control>
  <Mode Name="10 DMX" Channels="10">
    <Import PearlRef="UKBLTIB1" 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="23413e02-5184-4985-a8f5-69d90748a6b4" />
    <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="7" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
      <Attribute ID="Effect" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Effect_Spd" ChannelOffset="8" Wheel="23" />
      <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="8" />
      <Attribute ID="Dim_Mode" ChannelOffset="10" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="7 DMX" Channels="7">
    <Import PearlRef="UKBLTIB2" 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="ffb1cb45-018d-492e-8752-cb89a82dafa1" />
    <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="7" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
      <Attribute ID="Dim_Mode" ChannelOffset="7" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5">
    <Import PearlRef="UKBLTIB3" 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="825535ba-bd45-443a-9cb5-0648911e4cc5" />
    <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="7" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4">
    <Import PearlRef="UKBLTIB4" 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="951966b1-d62d-4654-a256-80eb8ef8c988" />
    <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="7" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3">
    <Import PearlRef="UKBLTIB5" 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="415544e7-b638-42f8-8104-894161e0f2db" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="White" ChannelOffset="2" Wheel="7" />
      <Attribute ID="Colour_Macro" ChannelOffset="3" Wheel="8" />
    </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>