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

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="A.leda Wash K20 CC" ShortName="Ws K20 CC" Company="Clay Paky"> <Copyright Notice="© Avolites Ltd. 2019" /> <Thumbnail>900f47f8-5d0c-49a1-87d2-a9a357d9b18f</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="131" /> </RDM> <AtlaBase TypeID="8b1da961-a37a-454c-9953-ef82190af682" /> <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="Red" Name="Red" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" /> </Attribute> <Attribute ID="Green" Name="Green" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" /> </Attribute> <Attribute ID="Blue" Name="Blue" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" /> <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" /> </Attribute> <Attribute ID="White" Name="White" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="White C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" 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" 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="Colour_Macro" Name="Colour Macro" 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="Red" Display="'Red'" Dmx="10~10" Colour="255,0,0" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="11~11" Colour="0,255,0" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="12~12" Colour="0,0,255" /> <Function ID="5" Name="Cyan" Display="'Cyan'" Dmx="13~13" Colour="0,255,255" /> <Function ID="6" Name="Yellow" Display="'Yellow'" Dmx="14~14" Colour="255,255,0" /> <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="15~15" Colour="255,0,255" /> <Function ID="8" Name="7000K" Display="'7000K'" Dmx="16~16" Colour="255,255,255" /> <Function ID="9" Name="3700K" Display="'3700K'" Dmx="17~17" Colour="255,255,255" /> <Function ID="10" Name="5000K" Display="'5000K'" Dmx="18~18" Colour="255,255,255" /> <Function ID="11" Name="Black" Display="'Black'" Dmx="19~19" Colour="0,0,0" /> <Function ID="12" Name="Medium Yellow" Display="'Medium Yellow'" Dmx="20~22" Colour="255,255,128" /> <Function ID="13" Name="Straw Tint" Display="'Straw Tint'" Dmx="23~26" Colour="255,250,230" /> <Function ID="14" Name="Surprise Peach" Display="'Surprise Peach'" Dmx="27~28" Colour="255,250,230" /> <Function ID="15" Name="Fire" Display="'Fire'" Dmx="29~29" Colour="255,128,0" /> <Function ID="16" Name="Medium Amber" Display="'Medium Amber'" Dmx="30~30" Colour="255,128,0" /> <Function ID="17" Name="Gold Amber" Display="'Gold Amber'" Dmx="31~31" Colour="255,100,0" /> <Function ID="18" Name="Dark Amber" Display="'Dark Amber'" Dmx="32~34" Colour="255,100,0" /> <Function ID="19" Name="Sunrise Red" Display="'Sunrise Red'" Dmx="35~44" Colour="255,0,0" /> <Function ID="20" Name="Light Pink" Display="'Light Pink'" Dmx="45~45" Colour="255,200,200" /> <Function ID="21" Name="Medium Pink" Display="'Medium Pink'" Dmx="46~48" Colour="255,150,230" /> <Function ID="22" Name="Pink Carnation" Display="'Pink Carnation'" Dmx="49~61" Colour="255,150,230" /> <Function ID="23" Name="Light Lavender" Display="'Light Lavender'" Dmx="62~67" Colour="128,0,255" /> <Function ID="24" Name="Lavender" Display="'Lavender'" Dmx="68~77" Colour="128,0,255" /> <Function ID="25" Name="Sky Blue" Display="'Sky Blue'" Dmx="78~88" Colour="0,128,255" /> <Function ID="26" Name="Just Blue" Display="'Just Blue'" Dmx="89~99" Colour="0,0,255" /> <Function ID="27" Name="Deep Yellow" Display="'Yellow'" Dmx="100~109" Colour="180,180,0" /> <Function ID="28" Name="Spring Yellow" Display="'Spring Yellow'" Dmx="110~111" Colour="255,255,0" /> <Function ID="29" Name="Light Amber" Display="'Light Amber'" Dmx="112~112" Colour="255,100,0" /> <Function ID="30" Name="Straw" Display="'Straw'" Dmx="113~113" Colour="255,250,230" /> <Function ID="31" Name="Deep Amber" Display="'Deep Amber'" Dmx="114~114" Colour="255,100,0" /> <Function ID="32" Name="Orange" Display="'Orange'" Dmx="115~116" Colour="255,128,0" /> <Function ID="33" Name="Light Rose" Display="'Light Rose'" Dmx="117~117" Colour="255,0,127" /> <Function ID="34" Name="English Rose" Display="'English Rose'" Dmx="118~118" Colour="255,0,127" /> <Function ID="35" Name="Light Salmon" Display="'Light Salmon'" Dmx="119~119" Colour="255,150,150" /> <Function ID="36" Name="Middle Rose" Display="'Middle Rose'" Dmx="120~120" Colour="255,0,127" /> <Function ID="37" Name="Dark Pink" Display="'Dark Pink'" Dmx="121~122" Colour="255,150,150" /> <Function ID="38" Name="Magenta" Display="'Magenta'" Dmx="123~124" Colour="255,0,255" /> <Function ID="39" Name="Peacock Blue" Display="'Peacock Blue'" Dmx="125~125" Colour="0,0,255" /> <Function ID="40" Name="Med Blu Grn" Display="'Med Blu Grn'" Dmx="126~126" Colour="0,0,255" /> <Function ID="41" Name="Steel Blue" Display="'Steel Blue'" Dmx="127~127" Colour="220,240,255" /> <Function ID="42" Name="Light Blue" Display="'Light Blue'" Dmx="128~128" Colour="0,128,255" /> <Function ID="43" Name="Dark Blue" Display="'Deep Blue'" Dmx="129~130" Colour="0,0,180" /> <Function ID="44" Name="Leaf Green" Display="'Leaf Green'" Dmx="131~133" Colour="0,255,0" /> <Function ID="45" Name="Dark Green" Display="'Dark Green'" Dmx="134~135" Colour="0,128,0" /> <Function ID="46" Name="Mauve" Display="'Mauve'" Dmx="136~137" Colour="255,150,150" /> <Function ID="47" Name="Bright Pink" Display="'Bright Pink'" Dmx="138~141" Colour="255,128,255" /> <Function ID="48" Name="Med Blue" Display="'Med Blue'" Dmx="142~144" Colour="0,0,255" /> <Function ID="49" Name="Deep Amber" Display="'Deep Amber'" Dmx="145~145" Colour="255,128,255" /> <Function ID="50" Name="Pale Lavender" Display="'Pale Lavender'" Dmx="146~146" Colour="255,128,255" /> <Function ID="51" Name="Special Lavender" Display="'Special Lavender'" Dmx="147~148" Colour="255,128,255" /> <Function ID="52" Name="Primary Green" Display="'Primary Green'" Dmx="149~150" Colour="0,255,0" /> <Function ID="53" Name="Bright Blue" Display="'Bright Blue'" Dmx="151~156" Colour="0,128,255" /> <Function ID="54" Name="Apricot" Display="'Apricot'" Dmx="157~161" Colour="255,255,128" /> <Function ID="55" Name="Pale Gold" Display="'Pale Gold'" Dmx="162~171" Colour="255,128,0" /> <Function ID="56" Name="Bastard Amber" Display="'Bastard Amber'" Dmx="172~173" Colour="255,100,0" /> <Function ID="57" Name="Flame Red" Display="'Flame Red'" Dmx="174~174" Colour="255,0,0" /> <Function ID="58" Name="Daylight Blue" Display="'Daylight Blue'" Dmx="175~178" Colour="0,128,255" /> <Function ID="59" Name="Lilac Tint" Display="'Lilac Tint'" Dmx="179~179" Colour="255,200,200" /> <Function ID="60" Name="Deep Lavender" Display="'Deep Lavender'" Dmx="180~183" Colour="128,0,255" /> <Function ID="61" Name="Dark Steel Blue" Display="'Dark Steel Blue'" Dmx="184~190" Colour="230,230,255" /> <Function ID="62" Name="Congo Blue" Display="'Congo Blue'" Dmx="191~206" Colour="0,0,180" /> <Function ID="63" Name="Alice Blue" Display="'Alice Blue'" Dmx="207~207" Colour="0,0,255" /> <Function ID="64" Name="Dirty White" Display="'Dirty White'" Dmx="208~208" Colour="255,255,255" /> <Function ID="65" Name="White" Display="'White'" Dmx="209~255" Colour="255,255,255" /> </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="CTO" Name="CTO" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="CTO C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" /> </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="Gamma 1.0" Display="'Gamma 1.0'" Dmx="58~62" /> <Function ID="9" Name="Gamma 1.5" Display="'Gamma 1.5'" Dmx="63~67" /> <Function ID="10" Name="Gamma 2.0" Display="'Gamma 2.0'" Dmx="68~72" /> <Function ID="11" Name="Halogen Off" Display="'Halogen Off'" Dmx="73~77" /> <Function ID="12" Name="Halogen 750W" Display="'Halogen 750W'" Dmx="78~82" /> <Function ID="13" Name="Halogen 1000W" Display="'Halogen 1000W'" Dmx="83~87" /> <Function ID="14" Name="Halogen 1200W" Display="'Halogen 1200W'" Dmx="88~92" /> <Function ID="15" Name="Halogen 2000W" Display="'Halogen 2000W'" Dmx="93~97" /> <Function ID="16" Name="Halogen 2500W" Display="'Halogen 2500W'" Dmx="98~102" /> <Function ID="17" Name="No Function" Display="'No Function'" Dmx="103~250" /> <Function ID="18" Name="Reset to Default" Display="'Reset to Default'" Dmx="251~255" /> </Attribute> </Control> <Mode Name="20 DMX" Channels="20"> <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="7e56916a-d77f-4d41-8956-f946e54090ec" /> <Include> <Attribute ID="Shutter" ChannelOffset="11" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="12,13" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="14,15" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="16,17" Wheel="3" /> <Attribute ID="Red" ChannelOffset="1,2" Wheel="10" /> <Attribute ID="Green" ChannelOffset="3,4" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="5,6" Wheel="12" /> <Attribute ID="White" ChannelOffset="7,8" Wheel="40" /> <Attribute ID="CTO" ChannelOffset="9" Wheel="7" /> <Attribute ID="Colour_Macro" ChannelOffset="10" Wheel="8" /> <Attribute ID="Zoom" ChannelOffset="20" Wheel="19" /> <Attribute ID="Function" ChannelOffset="18" Wheel="29" /> <Attribute ID="Control" ChannelOffset="19" Wheel="28" /> </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="Gamma 1.0"> <Set Channel="Function:8" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Gamma 1.5"> <Set Channel="Function:9" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Gamma 2.0"> <Set Channel="Function:10" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Halogen Off"> <Set Channel="Function:11" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Halogen 750W"> <Set Channel="Function:12" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Halogen 1000W"> <Set Channel="Function:13" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Halogen 1200W"> <Set Channel="Function:14" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Halogen 2000W"> <Set Channel="Function:15" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Halogen 2500W"> <Set Channel="Function:16" 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="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="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>