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Clay Paky A.leda Wash K10 W (Clay Paky_A.leda Wash K10 W.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="A.leda Wash K10 W" ShortName="Ws K10 W" Company="Clay Paky">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>fcfe2dc8-4568-43e0-a19d-068142a1a0be</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="99" />
  </RDM>
  <AtlaBase TypeID="552b38e2-43cf-4f32-96ca-58be6a2ccd92" />
  <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="5d45a1a7-00fb-471b-9e0a-1dfafa5fc927" />
    <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 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</Swatch>
  </swatchLibrary>
</Fixture>