View Personality

Anolis Divine 160 SmartWhite (Anolis_Divine 160 SmartWhite.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Divine 160 SmartWhite" ShortName="D160 SW" Company="Anolis">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>76bb9a5a-83eb-43d8-8fca-cd8c0d9f28e5</Thumbnail>
  <History Date="16-06-18" Author="Nic Morris" Comment="Created" />
  <History Date="19-06-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="80a3cfb1-9f1d-4ce3-8c21-e2c8275ff80b" />
  <Control>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Display On" Display="'Display On'" Dmx="20~24" />
      <Function ID="3" Name="Display Off" Display="'Display Off'" Dmx="25~29" />
      <Function ID="4" Name="Dim Linear" Display="'Dim Linear'" Dmx="90~99" />
      <Function ID="5" Name="Dim Square" Display="'Dim Square'" Dmx="100~109" />
    </Attribute>
    <Attribute ID="WarmWhite" Name="Warm White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="ColdWhite" Name="Cold White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="200,200,255" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" 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="2800K" Display="'2800K'" Dmx="1~2" Colour="255,255,255" />
      <Function ID="3" Name="3200K" Display="'3200K'" Dmx="3~4" Colour="255,255,255" />
      <Function ID="4" Name="3800K" Display="'3800K'" Dmx="5~6" Colour="255,255,255" />
      <Function ID="5" Name="4200K" Display="'4200K'" Dmx="7~8" Colour="255,255,255" />
      <Function ID="6" Name="4600K" Display="'4600K'" Dmx="9~10" Colour="255,255,255" />
      <Function ID="7" Name="5000K" Display="'5000K'" Dmx="11~12" Colour="255,255,255" />
      <Function ID="8" Name="5600K" Display="'5600K'" Dmx="13~14" Colour="255,255,255" />
      <Function ID="9" Name="6300K" Display="'6300K'" Dmx="15~16" Colour="255,255,255" />
      <Function ID="10" Name="WW->CW" Display="'WW->CW %.1f%%',0.0~100.0" Dmx="17~247" Colour="255,255,255" />
      <Function ID="11" Name="Rainbow w/fade" Display="'Rainbow w/fade'" Dmx="248~248" Colour="255,255,255" />
      <Function ID="12" Name="Rainbow no fade" Display="'Rainbow no fade'" Dmx="249~249" Colour="255,255,255" />
    </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="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="128~143" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="144~159" />
    </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="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" 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="Mode 1, 7 DMX" Channels="7">
    <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="6df624ef-7811-435b-94ac-3b0fb2b0d5ee" />
    <Include>
      <Attribute ID="Control" ChannelOffset="1" Wheel="28" />
      <Attribute ID="WarmWhite" ChannelOffset="2" Wheel="7" />
      <Attribute ID="ColdWhite" ChannelOffset="3" Wheel="8" />
      <Attribute ID="CTO" ChannelOffset="4" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="6,7" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 2, 13 DMX" Channels="13">
    <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="66bcd149-e2c2-4707-bcbf-ac41c44972ea" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Control" ChannelOffset="1" Wheel="28" />
        <Attribute ID="WarmWhite" Wheel="7" />
        <Attribute ID="ColdWhite" Wheel="8" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="CTO" ChannelOffset="10" Wheel="9" />
        <Attribute ID="Shutter" ChannelOffset="11" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="12,13" Wheel="4" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="ColdWhite" TargetId="ColdWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="4" ModeLink="Cell" X="1" Y="0">
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="ColdWhite" TargetId="ColdWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="6" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="ColdWhite" TargetId="ColdWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="8" ModeLink="Cell" X="1" Y="1">
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="ColdWhite" TargetId="ColdWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="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="WarmWhite" ChannelOffset="1" Wheel="7" VirtualControl="Dimmer" />
      <Attribute ID="ColdWhite" ChannelOffset="2" Wheel="8" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Display On">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display Off">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <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 Pulse" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch id="76bb9a5a-83eb-43d8-8fca-cd8c0d9f28e5">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</Swatch>
  </swatchLibrary>
</Fixture>