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Showtec Titan Strobe BLAZE (Showtec_Titan Strobe BLAZE.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Titan Strobe BLAZE" ShortName="Ttn BLAZE" Company="Showtec" Version="3">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>a77bc43b-e20c-448d-bd5d-089c61ad3d27</Thumbnail>
  <History Date="23-08-17" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="29-08-17" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <History Date="23-09-21" Author="Nic Morris" Comment="Changed Shutter Func Blinder to variable range in response to customer feedback (there is no suggestion in the documetation that this is variable)." Version="3" />
  <History Date="23-09-21" Author="Nic Morris" Comment="Added product thumbnail" Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="1ec37933-7839-4b91-ba9f-087649dd2117" />
  <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="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="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="5~255" />
    </Attribute>
    <Attribute ID="Shutter_Func" Name="Shutter Func" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Linear" Display="'Linear'" Dmx="0~0" />
      <Function ID="2" Name="Blinder" Display="'Blinder %.f%%',0~100" Dmx="130~159" />
      <Function ID="3" Name="Random" Display="'Random'" Dmx="160~189" />
      <Function ID="4" Name="Lightning" Display="'Lightning'" Dmx="190~229" />
      <Function ID="5" Name="Sync" Display="'Sync'" Dmx="230~255" />
    </Attribute>
    <Attribute ID="LED_Dimmer" Name="LED Dimmer" Description="" Group="I">
      <Locate Locate="1:0" 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="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="10~19" Colour="255,0,0" />
      <Function ID="3" Name="Orange" Display="'Orange'" Dmx="20~29" Colour="255,128,0" />
      <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="30~39" Colour="255,255,0" />
      <Function ID="5" Name="Green" Display="'Green'" Dmx="40~49" Colour="0,255,0" />
      <Function ID="6" Name="Cyan" Display="'Cyan'" Dmx="50~59" Colour="0,255,255" />
      <Function ID="7" Name="Blue" Display="'Blue'" Dmx="60~69" Colour="0,0,255" />
      <Function ID="8" Name="Pink" Display="'Pink'" Dmx="70~79" Colour="255,150,150" />
      <Function ID="9" Name="Magenta" Display="'Magenta'" Dmx="80~89" Colour="255,0,255" />
      <Function ID="10" Name="Program 1" Display="'Program 1 %.f%%',0~100" Dmx="90~131" WheelPosition="1" Colour="0,0,0" />
      <Function ID="11" Name="Program 2" Display="'Program 2 %.f%%',0~100" Dmx="132~173" WheelPosition="2" Colour="0,0,0" />
      <Function ID="12" Name="Program 3" Display="'Program 3 %.f%%',0~100" Dmx="174~215" WheelPosition="3" Colour="0,0,0" />
      <Function ID="13" Name="Program 4" Display="'Program 4 %.f%%',0~100" Dmx="216~255" WheelPosition="4" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="LED_Shutter" Name="LED Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="5~255" />
    </Attribute>
    <Attribute ID="Shutter1" 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="5~127" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
  </Control>
  <Mode Name="3 DMX" Channels="3">
    <Import PearlRef="SHTSBLZ3" 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="fc4ed590-a5cd-4c4b-9cde-34280fd18099" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter1" ChannelOffset="2" Wheel="4" />
      <Attribute ID="Colour_Macro" ChannelOffset="3" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5">
    <Import PearlRef="" 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="21c49d4a-9601-4970-88f8-2fa2705f9f85" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" Wheel="4" />
        <Attribute ID="Shutter_Func" Wheel="5" />
        <Attribute ID="LED_Dimmer" Wheel="6" />
        <Attribute ID="Colour_Macro" Wheel="9" />
      </Master>
      <Cell ID="Cell1" Name="Strobe" ChannelOffset="1" ModeLink="Strobe cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Shutter_Func" TargetId="Shutter_Func" />
      </Cell>
      <Cell ID="Cell2" Name="LED" ChannelOffset="4" ModeLink="LED cell" X="0" Y="1">
        <AttributeLink SourceId="LED_Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="9 DMX" Channels="9">
    <Import PearlRef="" 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="aa315e8e-16c0-4282-b526-9a5991a58e37" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" Wheel="4" />
        <Attribute ID="Shutter_Func" Wheel="5" />
        <Attribute ID="LED_Dimmer" Wheel="6" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Colour_Macro" Wheel="9" />
        <Attribute ID="LED_Shutter" Wheel="34" />
      </Master>
      <Cell ID="Cell1" Name="Strobe" ChannelOffset="1" ModeLink="Strobe cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Shutter_Func" TargetId="Shutter_Func" />
      </Cell>
      <Cell ID="Cell2" Name="LED" ChannelOffset="4" ModeLink="LED RGB cell" X="0" Y="1">
        <AttributeLink SourceId="LED_Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
        <AttributeLink SourceId="LED_Shutter" TargetId="Shutter" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Strobe cell" Channels="3" Hidden="True">
    <Import PearlRef="" 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>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
      <Attribute ID="Shutter_Func" ChannelOffset="3" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="LED cell" Channels="2" Hidden="True">
    <Import PearlRef="" 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>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Colour_Macro" ChannelOffset="2" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="LED RGB cell" Channels="6" Hidden="True">
    <Import PearlRef="" 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>
    <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="9" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
    </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>