View Personality

Clay Paky A.leda Wash K20 W (Clay Paky_A.leda Wash K20 W.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="A.leda Wash K20 W" ShortName="Ws K20 W" Company="Clay Paky">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>96d12c28-cb93-409a-85bb-e640da78ff26</Thumbnail>
  <History Date="13-06-12" Author="Peter Budd" Comment="Created" />
  <History Date="23-08-12" Author="Peter Budd" Comment="Created from Terbly OV370Z-R" />
  <History Date="28-08-12" Author="Peter Budd" Comment="Created from Elation Platinum Wash ZXF Pro XL" />
  <History Date="28-08-12" Author="Peter Budd" Comment="Created from Clay Paky A.leda K20" />
  <History Date="30-10-12" Author="Peter Budd" Comment="Edited extended mode to include cell layout. Added RGBW master channels and added attribute links to RGBW cells" />
  <History Date="27-10-13" Author="Nic Morris" Comment="Increased 16-bit functions to 2dp.  Standardised shutted function order." />
  <History Date="27-10-13" Author="Nic Morris" Comment="Added detailed functions to Colour Macro and Function attributes." />
  <History Date="27-10-13" Author="Nic Morris" Comment="Fixed shape mode.  Added Extended RGBW mode." />
  <History Date="11-02-14" Author="RGB Power on Updater" Comment="Updated RGB Power on values to match Locate." />
  <History Date="01-07-14" Author="stephen harris" Comment="added shape part mode" />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" />
  <History Date="15-02-19" Author="Nic Morris" Comment="Added product thumbnail.  Added RDM ID's.  Added physical pan/tilt ranges." />
  <History Date="15-02-19" Author="Nic Morris" Comment="Moved shape controls into effect group and wheel slot.  Move colour macro into colour wheel slot." />
  <History Date="21-02-19" Author="Nic Morris" Comment="Created from Clay Paky A.leda Wash K10" />
  <Manual Filename=" Summary=" Summary="" />
  <RDM>
    <Device ManufacturerID="17232" ModelID="195" />
  </RDM>
  <AtlaBase TypeID="6f59f192-e0e7-49b2-848b-1f09ea3f39e3" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" 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" Intensity="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" Intensity="0~0" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="4~103" Intensity="0~0" />
      <Function ID="4" Name="Rand Slow" Display="'Rand Slow'" Dmx="213~225" Intensity="0~0" />
      <Function ID="5" Name="Rand Med" Display="'Rand Med'" Dmx="226~238" Intensity="0~0" />
      <Function ID="6" Name="Rand Fast" Display="'Rand Fast'" Dmx="239~251" Intensity="0~0" />
      <Function ID="7" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="108~207" Intensity="0~0" />
    </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" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <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="Reset Zoom" Display="'Reset Zoom'" Dmx="26~76" />
      <Function ID="3" Name="Reset P/T" Display="'Reset P/T'" Dmx="77~127" />
      <Function ID="4" Name="Reset All" Display="'Reset All'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Function" Name="Function" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="P/T Fast" Display="'P/T Fast'" Dmx="12~24" />
      <Function ID="3" Name="P/T Normal" Display="'P/T Normal'" Dmx="25~37" />
      <Function ID="4" Name="Dim Curve 1" Display="'Dim Curve 1'" Dmx="38~42" />
      <Function ID="5" Name="Dim Curve 2" Display="'Dim Curve 2'" Dmx="43~47" />
      <Function ID="6" Name="Dim Curve 3" Display="'Dim Curve 3'" Dmx="48~52" />
      <Function ID="7" Name="Dim Curve 4" Display="'Dim Curve 4'" Dmx="53~57" />
      <Function ID="8" Name="No Function" Display="'No Function'" Dmx="103~250" />
      <Function ID="9" Name="Reset to Default" Display="'Reset to Default'" Dmx="251~255" />
    </Attribute>
  </Control>
  <Mode Name="10 DMX" Channels="10">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <RDM>
      <Version SoftwareID="-1" PersonalityID="-1" />
    </RDM>
    <AtlaBase ModeID="32958903-138a-4e6d-afbc-b7dc0f139f36" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" />
      <Attribute ID="Pan" ChannelOffset="4,5" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="6,7" Wheel="3" />
      <Attribute ID="Function" ChannelOffset="8" Wheel="29" />
      <Attribute ID="Control" ChannelOffset="9" Wheel="28" />
      <Attribute ID="Zoom" ChannelOffset="10" Wheel="19" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset Zoom">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="P/T Fast">
      <Set Channel="Function:2" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="P/T Normal">
      <Set Channel="Function:3" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve 1">
      <Set Channel="Function:4" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve 2">
      <Set Channel="Function:5" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve 3">
      <Set Channel="Function:6" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve 4">
      <Set Channel="Function:7" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Reset to Default">
      <Set Channel="Function:18" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </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="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch id="96d12c28-cb93-409a-85bb-e640da78ff26">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</Swatch>
  </swatchLibrary>
</Fixture>