View Personality

Blizzard Lighting TOURNado WiMAX EXA (Blizzard Lighting_TOURNado WiMAX EXA.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="TOURNado WiMAX EXA" ShortName="WiMAX EXA" Company="Blizzard Lighting">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>15e9b3f9-1a64-4166-9cf7-5997c72324c9</Thumbnail>
  <History Date="03-10-18" Author="Nic Morris" Comment="Created" />
  <History Date="05-10-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="af300013-5ebd-4ab7-8d7e-254827adeaa2" />
  <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="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </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="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="Custom Col 1 (CT01)" Display="'Custom Col 1 (CT01)'" Dmx="6~10" />
      <Function ID="3" Name="Custom Col 2 (CT02)" Display="'Custom Col 2 (CT02)'" Dmx="11~15" />
      <Function ID="4" Name="Custom Col 3 (CT03)" Display="'Custom Col 3 (CT03)'" Dmx="16~20" />
      <Function ID="5" Name="Custom Col 4 (CT04)" Display="'Custom Col 4 (CT04)'" Dmx="21~25" />
      <Function ID="6" Name="Custom Col 5 (CT05)" Display="'Custom Col 5 (CT05)'" Dmx="26~30" />
      <Function ID="7" Name="Custom Col 6 (CT06)" Display="'Custom Col 6 (CT06)'" Dmx="31~35" />
      <Function ID="8" Name="Custom Col 7 (CT07)" Display="'Custom Col 7 (CT07)'" Dmx="36~40" />
      <Function ID="9" Name="Custom Col 8 (CT08)" Display="'Custom Col 8 (CT08)'" Dmx="41~45" />
      <Function ID="10" Name="Custom Col 9 (CT09)" Display="'Custom Col 9 (CT09)'" Dmx="46~50" />
      <Function ID="11" Name="Custom Col 10 (CT10)" Display="'Custom Col 10 (CT10)'" Dmx="51~55" />
      <Function ID="12" Name="Auto 1" Display="'Auto 1'" Dmx="56~60" />
      <Function ID="13" Name="Auto 2" Display="'Auto 2'" Dmx="61~65" />
      <Function ID="14" Name="Auto 3" Display="'Auto 3'" Dmx="66~70" />
      <Function ID="15" Name="Auto 4" Display="'Auto 4'" Dmx="71~75" />
      <Function ID="16" Name="Auto 5" Display="'Auto 5'" Dmx="76~80" />
      <Function ID="17" Name="Red" Display="'Red'" Dmx="111~115" />
      <Function ID="18" Name="Green" Display="'Green'" Dmx="116~120" />
      <Function ID="19" Name="Blue" Display="'Blue'" Dmx="121~125" />
      <Function ID="20" Name="Amber" Display="'Amber'" Dmx="126~130" />
      <Function ID="21" Name="White" Display="'White'" Dmx="131~135" />
      <Function ID="22" Name="RGBAW" Display="'RGBAW'" Dmx="136~140" />
      <Function ID="23" Name="Yellow" Display="'Yellow'" Dmx="141~145" />
      <Function ID="24" Name="Pink" Display="'Pink'" Dmx="146~150" />
      <Function ID="25" Name="Cyan" Display="'Cyan'" Dmx="151~155" />
      <Function ID="26" Name="Orange" Display="'Orange'" Dmx="156~160" />
      <Function ID="27" Name="Violet" Display="'Violet'" Dmx="161~165" />
      <Function ID="28" Name="Golden" Display="'Golden'" Dmx="166~170" />
      <Function ID="29" Name="White 2700K" Display="'White 2700K'" Dmx="171~175" />
      <Function ID="30" Name="White 3200K" Display="'White 3200K'" Dmx="176~180" />
      <Function ID="31" Name="White 4000K" Display="'White 4000K'" Dmx="181~185" />
      <Function ID="32" Name="White 5500K" Display="'White 5500K'" Dmx="186~190" />
      <Function ID="33" Name="White 6500K" Display="'White 6500K'" Dmx="191~195" />
      <Function ID="34" Name="RGBW" Display="'RGBW'" Dmx="196~200" />
      <Function ID="35" Name="Custom Prog 1 (CH01)" Display="'Custom Prog 1 (CH01)'" Dmx="221~225" />
      <Function ID="36" Name="Custom Prog 2 (CH02)" Display="'Custom Prog 2 (CH02)'" Dmx="226~230" />
      <Function ID="37" Name="Custom Prog 3 (CH03)" Display="'Custom Prog 3 (CH03)'" Dmx="231~235" />
    </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="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 - Tl" Display="'Blu - Tl %.f%%',0~100" Dmx="12~50" Colour="0,0,255" />
      <Function ID="4" Name="Teal" Display="'Teal'" Dmx="51~51" Colour="0,255,128" />
      <Function ID="5" Name="Tl - Grn" Display="'Tl - Grn %.f%%',0~100" Dmx="52~90" Colour="0,255,128" />
      <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="92~130" Colour="0,255,0" />
      <Function ID="8" Name="Yellow" Display="'Yellow'" Dmx="131~131" Colour="255,255,0" />
      <Function ID="9" Name="Yel - Rd" Display="'Yel - Rd %.f%%',0~100" Dmx="132~170" Colour="255,255,0" />
      <Function ID="10" Name="Red" Display="'Red'" Dmx="171~171" Colour="255,0,0" />
      <Function ID="11" Name="Rd - Mag" Display="'Rd - Mag %.f%%',0~100" Dmx="172~210" 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="212~250" Colour="255,0,255" />
      <Function ID="14" Name="Blue" Display="'Blue'" Dmx="251~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Dim_Spd" Name="Dim Spd" 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-Curve Smooth" Display="'S-Curve Smooth'" Dmx="81~90" />
      <Function ID="10" Name="Default" Display="'Default'" Dmx="91~255" />
    </Attribute>
    <Attribute ID="UV" Name="UV" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="UV C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,0,255" />
    </Attribute>
  </Control>
  <Mode Name="6 DMX" Channels="6">
    <Import PearlRef="UKBLWMX1" 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="4aa11f5f-b40e-4417-bc35-c16c23a6c04a" />
    <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="Amber" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
      <Attribute ID="UV" ChannelOffset="6" Wheel="42" VirtualControl="Dimmer" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <Import PearlRef="UKBLWMX2" 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="07c6ed3c-5404-44da-8edb-21410547cc2c" />
    <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="Amber" ChannelOffset="5" Wheel="40" />
      <Attribute ID="White" ChannelOffset="6" Wheel="41" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" />
      <Attribute ID="UV" ChannelOffset="7" Wheel="42" />
    </Include>
  </Mode>
  <Mode Name="12 DMX" Channels="12">
    <Import PearlRef="UKBLWMX3" 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="c8c74f0a-62f1-47ac-8fdd-bb6aa4555236" />
    <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="Amber" ChannelOffset="5" Wheel="40" />
      <Attribute ID="White" ChannelOffset="6" Wheel="41" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" />
      <Attribute ID="Auto" ChannelOffset="9" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="10" Wheel="23" />
      <Attribute ID="Colour_Macro" ChannelOffset="11" Wheel="9" />
      <Attribute ID="Dim_Spd" ChannelOffset="12" Wheel="25" />
      <Attribute ID="UV" ChannelOffset="7" Wheel="42" />
    </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 id="15e9b3f9-1a64-4166-9cf7-5997c72324c9">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</Swatch>
  </swatchLibrary>
</Fixture>