View Personality

Prolights KRYPTON400B (Prolights_KRYPTON400B.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="KRYPTON400B" ShortName="KRYPTN400B" Company="Prolights">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>422bc77d-044d-473a-9a57-f1159666bb63</Thumbnail>
  <History Date="17-09-18" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="4" PowerOn="4" />
      <Function ID="1" Name="Laser Off" Display="'Laser Off'" Dmx="0~0" />
      <Function ID="2" Name="Auto" Display="'Auto'" Dmx="64~127" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="128~191" />
      <Function ID="4" Name="DMX" Display="'DMX'" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Pattern" Name="Pattern" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Pattern 1" Display="'Pattern 1'" Dmx="0~0" />
      <Function ID="2" Name="Pattern 2" Display="'Pattern 2'" Dmx="8~15" />
      <Function ID="3" Name="Pattern 3" Display="'Pattern 3'" Dmx="16~23" />
      <Function ID="4" Name="Pattern 4" Display="'Pattern 4'" Dmx="24~31" />
      <Function ID="5" Name="Pattern 5" Display="'Pattern 5'" Dmx="32~39" />
      <Function ID="6" Name="Pattern 6" Display="'Pattern 6'" Dmx="40~47" />
      <Function ID="7" Name="Pattern 7" Display="'Pattern 7'" Dmx="48~55" />
      <Function ID="8" Name="Pattern 8" Display="'Pattern 8'" Dmx="56~63" />
      <Function ID="9" Name="Pattern 9" Display="'Pattern 9'" Dmx="64~71" />
      <Function ID="10" Name="Pattern 10" Display="'Pattern 10'" Dmx="72~79" />
      <Function ID="11" Name="Pattern 11" Display="'Pattern 11'" Dmx="80~87" />
      <Function ID="12" Name="Pattern 12" Display="'Pattern 12'" Dmx="88~95" />
      <Function ID="13" Name="Pattern 13" Display="'Pattern 13'" Dmx="96~103" />
      <Function ID="14" Name="Pattern 14" Display="'Pattern 14'" Dmx="104~111" />
      <Function ID="15" Name="Pattern 15" Display="'Pattern 15'" Dmx="112~119" />
      <Function ID="16" Name="Pattern 16" Display="'Pattern 16'" Dmx="120~127" />
      <Function ID="17" Name="Pattern 17" Display="'Pattern 17'" Dmx="128~135" />
      <Function ID="18" Name="Pattern 18" Display="'Pattern 18'" Dmx="136~143" />
      <Function ID="19" Name="Pattern 19" Display="'Pattern 19'" Dmx="144~151" />
      <Function ID="20" Name="Pattern 20" Display="'Pattern 20'" Dmx="152~159" />
      <Function ID="21" Name="Pattern 21" Display="'Pattern 21'" Dmx="160~167" />
      <Function ID="22" Name="Pattern 22" Display="'Pattern 22'" Dmx="168~175" />
      <Function ID="23" Name="Pattern 23" Display="'Pattern 23'" Dmx="176~183" />
      <Function ID="24" Name="Pattern 24" Display="'Pattern 24'" Dmx="184~191" />
      <Function ID="25" Name="Pattern 25" Display="'Pattern 25'" Dmx="192~199" />
      <Function ID="26" Name="Pattern 26" Display="'Pattern 26'" Dmx="200~207" />
      <Function ID="27" Name="Pattern 27" Display="'Pattern 27'" Dmx="208~215" />
      <Function ID="28" Name="Pattern 28" Display="'Pattern 28'" Dmx="216~223" />
      <Function ID="29" Name="Pattern 29" Display="'Pattern 29'" Dmx="224~231" />
      <Function ID="30" Name="Pattern 30" Display="'Pattern 30'" Dmx="232~239" />
      <Function ID="31" Name="Pattern 31" Display="'Pattern 31'" Dmx="240~247" />
      <Function ID="32" Name="Pattern 32" Display="'Pattern 32'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Zoom" Display="'Zoom %.1f%%',0.0~100.0" Dmx="127~0" />
      <Function ID="2" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="128~169" />
      <Function ID="3" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="170~209" />
      <Function ID="4" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="210~255" />
    </Attribute>
    <Attribute ID="Y-Roll" Name="Y-Roll" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="X-Roll" Name="X-Roll" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Z-Roll" Name="Z-Roll" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Pan" Name="X-Move" Description="" Group="P">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Y-Move" Description="" Group="P">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
  </Control>
  <Mode Name="8 DMX" Channels="8">
    <Import PearlRef="PGKRY400" 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="Mode" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Pattern" ChannelOffset="2" Wheel="13" />
      <Attribute ID="Zoom" ChannelOffset="3" Wheel="49" />
      <Attribute ID="Y-Roll" ChannelOffset="4" Wheel="20" />
      <Attribute ID="X-Roll" ChannelOffset="5" Wheel="19" />
      <Attribute ID="Z-Roll" ChannelOffset="6" Wheel="21" />
      <Attribute ID="Pan" ChannelOffset="7" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="8" Wheel="3" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch id="422bc77d-044d-473a-9a57-f1159666bb63">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</Swatch>
  </swatchLibrary>
</Fixture>