View Personality

American DJ Rayzer (American DJ_Rayzer.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Rayzer" ShortName="Rayzer" Company="American DJ">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>3fc29a4e-9272-4796-b978-3f76981321e3</Thumbnail>
  <History Date="12-11-19" Author="Nic Morris" Comment="Created" />
  <History Date="13-11-19" Author="Nic Morris" Comment="Fixed wheel mapping conflict." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="9079843c-95e8-4b6d-9e3c-b3ae9079477a" />
  <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="Laser_Pattern" Name="Laser Pattern" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Pattern" Display="'No Pattern'" Dmx="0~0" />
      <Function ID="2" Name="Pattern 1" Display="'Pattern 1'" Dmx="16~31" />
      <Function ID="3" Name="Pattern 2" Display="'Pattern 2'" Dmx="32~47" />
      <Function ID="4" Name="Pattern 3" Display="'Pattern 3'" Dmx="48~63" />
      <Function ID="5" Name="Pattern 4" Display="'Pattern 4'" Dmx="64~79" />
      <Function ID="6" Name="Pattern 5" Display="'Pattern 5'" Dmx="80~95" />
      <Function ID="7" Name="Pattern 6" Display="'Pattern 6'" Dmx="96~111" />
      <Function ID="8" Name="Pattern 7" Display="'Pattern 7'" Dmx="112~127" />
      <Function ID="9" Name="Pattern 8" Display="'Pattern 8'" Dmx="128~143" />
      <Function ID="10" Name="Pattern 9" Display="'Pattern 9'" Dmx="144~159" />
      <Function ID="11" Name="Pattern 10" Display="'Pattern 10'" Dmx="160~175" />
      <Function ID="12" Name="Pattern 11" Display="'Pattern 11'" Dmx="176~191" />
      <Function ID="13" Name="Pattern 12" Display="'Pattern 12'" Dmx="192~207" />
      <Function ID="14" Name="Pattern 13" Display="'Pattern 13'" Dmx="208~223" />
      <Function ID="15" Name="Pattern 14" Display="'Pattern 14'" Dmx="224~239" />
      <Function ID="16" Name="Pattern 15" Display="'Pattern 15'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Laser_Patt_Spd" Name="Laser Patt 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="LED_Pattern" Name="LED Pattern" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Pattern" Display="'No Pattern'" Dmx="0~0" />
      <Function ID="2" Name="Pattern 1" Display="'Pattern 1'" Dmx="16~31" />
      <Function ID="3" Name="Pattern 2" Display="'Pattern 2'" Dmx="32~47" />
      <Function ID="4" Name="Pattern 3" Display="'Pattern 3'" Dmx="48~63" />
      <Function ID="5" Name="Pattern 4" Display="'Pattern 4'" Dmx="64~79" />
      <Function ID="6" Name="Pattern 5" Display="'Pattern 5'" Dmx="80~95" />
      <Function ID="7" Name="Pattern 6" Display="'Pattern 6'" Dmx="96~111" />
      <Function ID="8" Name="Pattern 7" Display="'Pattern 7'" Dmx="112~127" />
      <Function ID="9" Name="Pattern 8" Display="'Pattern 8'" Dmx="128~143" />
      <Function ID="10" Name="Pattern 9" Display="'Pattern 9'" Dmx="144~159" />
      <Function ID="11" Name="Pattern 10" Display="'Pattern 10'" Dmx="160~175" />
      <Function ID="12" Name="Pattern 11" Display="'Pattern 11'" Dmx="176~191" />
      <Function ID="13" Name="Pattern 12" Display="'Pattern 12'" Dmx="192~207" />
      <Function ID="14" Name="Pattern 13" Display="'Pattern 13'" Dmx="208~223" />
      <Function ID="15" Name="Pattern 14" Display="'Pattern 14'" Dmx="224~239" />
      <Function ID="16" Name="Pattern 15" Display="'Pattern 15'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="LED_Patt_Spd" Name="LED Patt 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="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" />
      <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4" If="'Gobo1Func'==1" />
      <Condition Name="Shake" ID="5,6,7,8" If="'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="9,10,11,12" If="'Gobo1Func'==3" />
      <Else ID="13" />
      <Function ID="1" Name="Gobo 1" Display="'Gobo 1'" Dmx="0~0" WheelPosition="1" />
      <Function ID="2" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~31" WheelPosition="2" />
      <Function ID="3" Name="Gobo 3" Display="'Gobo 3'" Dmx="32~47" WheelPosition="3" />
      <Function ID="4" Name="Gobo 4" Display="'Gobo 4'" Dmx="48~63" WheelPosition="4" />
      <Function ID="5" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="64~79" WheelPosition="1" />
      <Function ID="6" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="80~95" WheelPosition="2" />
      <Function ID="7" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="96~111" WheelPosition="3" />
      <Function ID="8" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="112~127" WheelPosition="4" />
      <Function ID="9" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" />
      <Function ID="10" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~189" />
      <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" />
      <Function ID="12" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" />
      <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <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>
  </Control>
  <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="1e46b4c8-25ab-4598-ad51-c972c185daa1" />
    <Include>
      <Attribute ID="Laser_Pattern" ChannelOffset="1" Wheel="23" />
      <Attribute ID="Laser_Patt_Spd" ChannelOffset="2" Wheel="24" />
      <Attribute ID="LED_Pattern" ChannelOffset="3" Wheel="53" />
      <Attribute ID="LED_Patt_Spd" ChannelOffset="4" Wheel="54" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="5" Wheel="14" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <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="7fdc1a11-57cf-4e09-b385-1b0b4c476ebe" />
    <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="Laser_Pattern" ChannelOffset="4" Wheel="23" />
      <Attribute ID="Laser_Patt_Spd" ChannelOffset="5" Wheel="24" />
      <Attribute ID="LED_Pattern" ChannelOffset="6" Wheel="53" />
      <Attribute ID="LED_Patt_Spd" ChannelOffset="7" Wheel="54" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="8" Wheel="14" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="29 DMX" Channels="29">
    <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="40a1c12d-3f47-4e62-8500-a4dbedd96fae" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Laser_Pattern" ChannelOffset="25" Wheel="23" />
        <Attribute ID="Laser_Patt_Spd" ChannelOffset="26" Wheel="24" />
        <Attribute ID="LED_Pattern" ChannelOffset="27" Wheel="53" />
        <Attribute ID="LED_Patt_Spd" ChannelOffset="28" Wheel="54" />
        <Attribute ID="Gobo1Func" Wheel="13" />
        <Attribute ID="Gobo1" ChannelOffset="29" Wheel="14" />
      </Master>
      <Cell ID="Cell1" Name="Ring 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="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Ring 2" ChannelOffset="4" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Ring 3" ChannelOffset="7" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Ring 4" ChannelOffset="10" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Ring 5" ChannelOffset="13" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Ring 6" ChannelOffset="16" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Ring 7" ChannelOffset="19" ModeLink="Cell" X="0" Y="6">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="Laser" ChannelOffset="22" ModeLink="Cell" X="0" Y="7">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="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="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="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="Gobo">
      <Palette ID="1" Name="Gobo 1" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1" />
      <Palette ID="2" Name="Gobo 2" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1" />
      <Palette ID="3" Name="Gobo 3" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1" />
      <Palette ID="4" Name="Gobo 4" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch id="3fc29a4e-9272-4796-b978-3f76981321e3">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</Swatch>
  </swatchLibrary>
</Fixture>