View Personality

Ignition Cosima 640 (Ignition_Cosima 640.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Cosima 640" ShortName="Cosima 640" Company="Ignition" Version="1">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>396dd16b-e14d-44cc-8d28-3c8a116d5dcc</Thumbnail>
  <History Date="06-03-24" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="08-03-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="d1110dae-f9af-4083-bd07-5daa31ff407c" />
  <Control>
    <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="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="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 %.1f%%',0.0~100.0" Dmx="16~131" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~247" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="140~181" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="190~231" />
    </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" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="8~15" WheelPosition="1" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="16~23" WheelPosition="2" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="24~31" WheelPosition="3" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="32~39" WheelPosition="4" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="40~47" WheelPosition="5" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="48~55" WheelPosition="6" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="56~63" WheelPosition="7" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="64~71" WheelPosition="8" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="72~79" WheelPosition="9" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="80~87" WheelPosition="10" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="88~95" WheelPosition="11" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="96~103" WheelPosition="12" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="104~111" WheelPosition="13" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="112~119" WheelPosition="14" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="120~127" WheelPosition="15" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="128~135" WheelPosition="16" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="136~143" WheelPosition="17" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="144~151" WheelPosition="18" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="152~159" WheelPosition="19" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="160~167" WheelPosition="20" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="168~175" WheelPosition="21" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="176~183" WheelPosition="22" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="184~191" WheelPosition="23" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="192~199" WheelPosition="24" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="200~207" WheelPosition="25" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="208~215" WheelPosition="26" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="216~223" WheelPosition="27" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="224~231" WheelPosition="28" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="232~239" WheelPosition="29" Colour="0,0,0" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="240~247" WheelPosition="30" Colour="0,0,0" />
      <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="248~255" WheelPosition="31" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Pixel_FX" Name="Pixel FX" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Random" Display="'Random'" Dmx="16~31" />
      <Function ID="3" Name="Meteor Effect 1" Display="'Meteor Effect 1'" Dmx="32~47" />
      <Function ID="4" Name="Meteor Effect 2" Display="'Meteor Effect 2'" Dmx="48~63" />
      <Function ID="5" Name="Meteor Effect 3" Display="'Meteor Effect 3'" Dmx="64~79" />
      <Function ID="6" Name="Meteor Effect 4" Display="'Meteor Effect 4'" Dmx="80~95" />
      <Function ID="7" Name="Meteor Effect 5" Display="'Meteor Effect 5'" Dmx="96~111" />
      <Function ID="8" Name="Meteor Effect 6" Display="'Meteor Effect 6'" Dmx="112~127" />
      <Function ID="9" Name="Pixel Effect 1" Display="'Pixel Effect 1'" Dmx="128~143" />
      <Function ID="10" Name="Pixel Effect 2" Display="'Pixel Effect 2'" Dmx="144~159" />
      <Function ID="11" Name="Pixel Effect 3" Display="'Pixel Effect 3'" Dmx="160~175" />
      <Function ID="12" Name="Pixel Effect 4" Display="'Pixel Effect 4'" Dmx="176~191" />
      <Function ID="13" Name="Pixel Effect 5" Display="'Pixel Effect 5'" Dmx="192~207" />
      <Function ID="14" Name="Pixel Effect 6" Display="'Pixel Effect 6'" Dmx="208~223" />
      <Function ID="15" Name="Pixel Effect 7" Display="'Pixel Effect 7'" Dmx="224~239" />
      <Function ID="16" Name="Pixel Effect 8" Display="'Pixel Effect 8'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Pixel_FX_Spd" Name="Pixel FX Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed (no transition)" Display="'Speed (no transition) %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Speed (w/ transition)" Display="'Speed (w/ transition) %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
  </Control>
  <Mode Name="7 DMX" Channels="7" Id="ec799703-93e0-4124-9151-01972b3e33a3">
    <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="aa05b90f-476b-4d9e-87a4-d57380c6d849" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Dimmer" ChannelOffset="5,6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="10 DMX" Channels="10" Id="6dfcce13-dc4f-441f-9956-76cb901fa44e">
    <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="af64e670-df3d-4e2d-90d1-eda7600f57c2" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Dimmer" ChannelOffset="5,6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="8" Wheel="7" />
      <Attribute ID="Pixel_FX" ChannelOffset="9" Wheel="22" />
      <Attribute ID="Pixel_FX_Spd" ChannelOffset="10" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="27 DMX" Channels="27" Id="dddb2ce0-1b8d-4aac-a2fd-47934f947b52">
    <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="f5cd81fb-a4ff-4861-adb6-8d2729075a3d" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Master_Dimmer" ChannelOffset="25,26" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="27" Wheel="5" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="13" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="17" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="21" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="4" Hidden="True" Id="e50cf14d-e40f-4834-8526-c0d6825e240f">
    <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="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="40" VirtualControl="Dimmer" />
      <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="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 Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch id="396dd16b-e14d-44cc-8d28-3c8a116d5dcc">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</Swatch>
  </swatchLibrary>
</Fixture>