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Involight SlimPAR710 PRO (Involight_SlimPAR710 PRO.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="SlimPAR710 PRO" ShortName="Slim 710P" Company="Involight"> <Copyright Notice="© Avolites Ltd. 2019" /> <Thumbnail>0c5be8e2-f067-4264-9977-184615f9846a</Thumbnail> <History Date="23-09-19" Author="Nic Morris" Comment="Created" /> <History Date="25-09-19" Author="Nic Morris" Comment="Added Atlabase ID's." /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="c4de899b-a135-4a2e-82c4-42935b07296c" /> <Control> <Attribute ID="Red" Name="Red" Description="" Group="C"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" /> </Attribute> <Attribute ID="Green" Name="Green" Description="" Group="C"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" /> </Attribute> <Attribute ID="Blue" Name="Blue" Description="" Group="C"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" /> <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" /> </Attribute> <Attribute ID="White" Name="White" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Amber" Name="Amber" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" /> </Attribute> <Attribute ID="UV" Name="UV" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="UV C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,0,255" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="16~255" /> </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="4~7" Colour="255,0,0" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="8~11" Colour="0,255,0" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="12~15" Colour="0,0,255" /> <Function ID="5" Name="White" Display="'White'" Dmx="16~19" Colour="255,255,255" /> <Function ID="6" Name="Amber" Display="'Amber'" Dmx="20~23" Colour="255,100,0" /> <Function ID="7" Name="UV" Display="'UV'" Dmx="24~27" Colour="180,0,255" /> <Function ID="8" Name="R+G" Display="'R+G'" Dmx="28~31" Colour="255,255,255" /> <Function ID="9" Name="R+B" Display="'R+B'" Dmx="32~35" Colour="255,255,255" /> <Function ID="10" Name="R+W" Display="'R+W'" Dmx="36~39" Colour="255,255,255" /> <Function ID="11" Name="R+A" Display="'R+A'" Dmx="40~43" Colour="255,255,255" /> <Function ID="12" Name="R+UV" Display="'R+UV'" Dmx="44~47" Colour="255,255,255" /> <Function ID="13" Name="G+B" Display="'G+B'" Dmx="48~51" Colour="255,255,255" /> <Function ID="14" Name="G+W" Display="'G+W'" Dmx="52~55" Colour="255,255,255" /> <Function ID="15" Name="G+A" Display="'G+A'" Dmx="56~59" Colour="255,255,255" /> <Function ID="16" Name="G+UV" Display="'G+UV'" Dmx="60~63" Colour="255,255,255" /> <Function ID="17" Name="B+W" Display="'B+W'" Dmx="64~67" Colour="255,255,255" /> <Function ID="18" Name="B+A" Display="'B+A'" Dmx="68~71" Colour="255,255,255" /> <Function ID="19" Name="B+UV" Display="'B+UV'" Dmx="72~75" Colour="255,255,255" /> <Function ID="20" Name="W+A" Display="'W+A'" Dmx="76~79" Colour="255,255,255" /> <Function ID="21" Name="W+UV" Display="'W+UV'" Dmx="80~83" Colour="255,255,255" /> <Function ID="22" Name="A+UV" Display="'A+UV'" Dmx="84~87" Colour="255,255,255" /> <Function ID="23" Name="R+G+B" Display="'R+G+B'" Dmx="88~91" Colour="255,255,255" /> <Function ID="24" Name="R+G+W" Display="'R+G+W'" Dmx="92~95" Colour="255,255,255" /> <Function ID="25" Name="R+G+A" Display="'R+G+A'" Dmx="96~99" Colour="255,255,255" /> <Function ID="26" Name="R+G+UV" Display="'R+G+UV'" Dmx="100~103" Colour="255,255,255" /> <Function ID="27" Name="R+B+W" Display="'R+B+W'" Dmx="104~107" Colour="255,255,255" /> <Function ID="28" Name="R+B+A" Display="'R+B+A'" Dmx="108~111" Colour="255,255,255" /> <Function ID="29" Name="R+B+UV" Display="'R+B+UV'" Dmx="112~115" Colour="255,255,255" /> <Function ID="30" Name="R+W+A" Display="'R+W+A'" Dmx="116~119" Colour="255,255,255" /> <Function ID="31" Name="R+W+UV" Display="'R+W+UV'" Dmx="120~123" Colour="255,255,255" /> <Function ID="32" Name="R+A+UV" Display="'R+A+UV'" Dmx="124~127" Colour="255,255,255" /> <Function ID="33" Name="G+B+W" Display="'G+B+W'" Dmx="128~131" Colour="255,255,255" /> <Function ID="34" Name="G+B+A" Display="'G+B+A'" Dmx="132~135" Colour="255,255,255" /> <Function ID="35" Name="G+B+UV" Display="'G+B+UV'" Dmx="136~139" Colour="255,255,255" /> <Function ID="36" Name="G+W+A" Display="'G+W+A'" Dmx="140~143" Colour="255,255,255" /> <Function ID="37" Name="G+W+UV" Display="'G+W+UV'" Dmx="144~147" Colour="255,255,255" /> <Function ID="38" Name="G+A+UV" Display="'G+A+UV'" Dmx="148~151" Colour="255,255,255" /> <Function ID="39" Name="B+W+A" Display="'B+W+A'" Dmx="152~155" Colour="255,255,255" /> <Function ID="40" Name="B+W+UV" Display="'B+W+UV'" Dmx="156~159" Colour="255,255,255" /> <Function ID="41" Name="B+A+UV" Display="'B+A+UV'" Dmx="160~163" Colour="255,255,255" /> <Function ID="42" Name="W+A+UV" Display="'W+A+UV'" Dmx="164~167" Colour="255,255,255" /> <Function ID="43" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="168~171" Colour="255,255,255" /> <Function ID="44" Name="R+G+B+A" Display="'R+G+B+A'" Dmx="172~175" Colour="255,255,255" /> <Function ID="45" Name="R+G+B+UV" Display="'R+G+B+UV'" Dmx="176~179" Colour="255,255,255" /> <Function ID="46" Name="R+G+W+A" Display="'R+G+W+A'" Dmx="180~183" Colour="255,255,255" /> <Function ID="47" Name="R+G+W+UV" Display="'R+G+W+UV'" Dmx="184~187" Colour="255,255,255" /> <Function ID="48" Name="R+G+A+UV" Display="'R+G+A+UV'" Dmx="188~191" Colour="255,255,255" /> <Function ID="49" Name="R+B+W+A" Display="'R+B+W+A'" Dmx="192~195" Colour="255,255,255" /> <Function ID="50" Name="R+B+W+UV" Display="'R+B+W+UV'" Dmx="196~199" Colour="255,255,255" /> <Function ID="51" Name="R+B+A+UV" Display="'R+B+A+UV'" Dmx="200~203" Colour="255,255,255" /> <Function ID="52" Name="R+W+A+UV" Display="'R+W+A+UV'" Dmx="204~207" Colour="255,255,255" /> <Function ID="53" Name="G+B+W+A" Display="'G+B+W+A'" Dmx="208~211" Colour="255,255,255" /> <Function ID="54" Name="G+B+W+UV" Display="'G+B+W+UV'" Dmx="212~215" Colour="255,255,255" /> <Function ID="55" Name="G+B+A+UV" Display="'G+B+A+UV'" Dmx="216~219" Colour="255,255,255" /> <Function ID="56" Name="G+W+A+UV" Display="'G+W+A+UV'" Dmx="220~223" Colour="255,255,255" /> <Function ID="57" Name="B+W+A+UV" Display="'B+W+A+UV'" Dmx="224~227" Colour="255,255,255" /> <Function ID="58" Name="R+G+B+W+A" Display="'R+G+B+W+A'" Dmx="228~231" Colour="255,255,255" /> <Function ID="59" Name="R+G+B+W+UV" Display="'R+G+B+W+UV'" Dmx="232~235" Colour="255,255,255" /> <Function ID="60" Name="R+G+B+A+UV" Display="'R+G+B+A+UV'" Dmx="236~239" Colour="255,255,255" /> <Function ID="61" Name="R+G+W+A+UV" Display="'R+G+W+A+UV'" Dmx="240~243" Colour="255,255,255" /> <Function ID="62" Name="R+B+W+A=UV" Display="'R+B+W+A=UV'" Dmx="244~247" Colour="255,255,255" /> <Function ID="63" Name="G+B+W+A+UV" Display="'G+B+W+A+UV'" Dmx="248~251" Colour="255,255,255" /> <Function ID="64" Name="R+G+B+W+A+UV" Display="'R+G+B+W+A+UV'" Dmx="252~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Auto" Name="Auto" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Jump 1" Display="'Jump 1'" Dmx="11~15" /> <Function ID="3" Name="Jump 2" Display="'Jump 2'" Dmx="16~20" /> <Function ID="4" Name="Jump 3" Display="'Jump 3'" Dmx="21~25" /> <Function ID="5" Name="Jump 4" Display="'Jump 4'" Dmx="26~30" /> <Function ID="6" Name="Jump 5" Display="'Jump 5'" Dmx="31~35" /> <Function ID="7" Name="Jump 6" Display="'Jump 6'" Dmx="36~40" /> <Function ID="8" Name="Jump 7" Display="'Jump 7'" Dmx="41~45" /> <Function ID="9" Name="Jump 8" Display="'Jump 8'" Dmx="46~50" /> <Function ID="10" Name="Jump 9" Display="'Jump 9'" Dmx="51~55" /> <Function ID="11" Name="Jump 10" Display="'Jump 10'" Dmx="56~60" /> <Function ID="12" Name="Jump 11" Display="'Jump 11'" Dmx="61~65" /> <Function ID="13" Name="Jump 12" Display="'Jump 12'" Dmx="66~70" /> <Function ID="14" Name="Jump 13" Display="'Jump 13'" Dmx="71~75" /> <Function ID="15" Name="Jump 14" Display="'Jump 14'" Dmx="76~80" /> <Function ID="16" Name="Jump 15" Display="'Jump 15'" Dmx="81~85" /> <Function ID="17" Name="Jump 16" Display="'Jump 16'" Dmx="86~90" /> <Function ID="18" Name="Fade 1" Display="'Fade 1'" Dmx="101~105" /> <Function ID="19" Name="Fade 2" Display="'Fade 2'" Dmx="106~110" /> <Function ID="20" Name="Fade 3" Display="'Fade 3'" Dmx="111~115" /> <Function ID="21" Name="Fade 4" Display="'Fade 4'" Dmx="116~120" /> <Function ID="22" Name="Fade 5" Display="'Fade 5'" Dmx="121~125" /> <Function ID="23" Name="Fade 6" Display="'Fade 6'" Dmx="126~130" /> <Function ID="24" Name="Fade 7" Display="'Fade 7'" Dmx="131~135" /> <Function ID="25" Name="Fade 8" Display="'Fade 8'" Dmx="136~140" /> <Function ID="26" Name="Fade 9" Display="'Fade 9'" Dmx="141~145" /> <Function ID="27" Name="Fade 10" Display="'Fade 10'" Dmx="146~150" /> <Function ID="28" Name="Fade 11" Display="'Fade 11'" Dmx="151~155" /> <Function ID="29" Name="Fade 12" Display="'Fade 12'" Dmx="156~160" /> <Function ID="30" Name="Fade 13" Display="'Fade 13'" Dmx="161~165" /> <Function ID="31" Name="Fade 14" Display="'Fade 14'" Dmx="166~170" /> <Function ID="32" Name="Fade 15" Display="'Fade 15'" Dmx="171~175" /> <Function ID="33" Name="Fade 16" Display="'Fade 16'" Dmx="176~180" /> <Function ID="34" Name="Sound 1" Display="'Sound 1'" Dmx="191~194" /> <Function ID="35" Name="Sound 2" Display="'Sound 2'" Dmx="195~198" /> <Function ID="36" Name="Sound 3" Display="'Sound 3'" Dmx="199~202" /> <Function ID="37" Name="Sound 4" Display="'Sound 4'" Dmx="203~206" /> <Function ID="38" Name="Sound 5" Display="'Sound 5'" Dmx="207~210" /> <Function ID="39" Name="Sound 6" Display="'Sound 6'" Dmx="211~214" /> <Function ID="40" Name="Sound 7" Display="'Sound 7'" Dmx="215~218" /> <Function ID="41" Name="Sound 8" Display="'Sound 8'" Dmx="219~222" /> <Function ID="42" Name="Sound 9" Display="'Sound 9'" Dmx="223~226" /> <Function ID="43" Name="Sound 10" Display="'Sound 10'" Dmx="227~230" /> <Function ID="44" Name="Sound 11" Display="'Sound 11'" Dmx="231~234" /> <Function ID="45" Name="Sound 12" Display="'Sound 12'" Dmx="235~238" /> <Function ID="46" Name="Sound 13" Display="'Sound 13'" Dmx="239~242" /> <Function ID="47" Name="Sound 14" Display="'Sound 14'" Dmx="243~246" /> <Function ID="48" Name="Sound 15" Display="'Sound 15'" Dmx="247~250" /> <Function ID="49" Name="Sound 16" Display="'Sound 16'" Dmx="251~254" /> </Attribute> <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" /> <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="11~149" /> <Function ID="3" Name="Silent ON/ Sensitivity 1" Display="'Silent ON/ Sensitivity 1'" Dmx="160~164" /> <Function ID="4" Name="Silent ON/ Sensitivity 2" Display="'Silent ON/ Sensitivity 2'" Dmx="165~169" /> <Function ID="5" Name="Silent ON/ Sensitivity 3" Display="'Silent ON/ Sensitivity 3'" Dmx="170~174" /> <Function ID="6" Name="Silent ON/ Sensitivity 4" Display="'Silent ON/ Sensitivity 4'" Dmx="175~179" /> <Function ID="7" Name="Silent ON/ Sensitivity 5" Display="'Silent ON/ Sensitivity 5'" Dmx="180~184" /> <Function ID="8" Name="Silent ON/ Sensitivity 6" Display="'Silent ON/ Sensitivity 6'" Dmx="185~189" /> <Function ID="9" Name="Silent ON/ Sensitivity 7" Display="'Silent ON/ Sensitivity 7'" Dmx="190~194" /> <Function ID="10" Name="Silent ON/ Sensitivity 8" Display="'Silent ON/ Sensitivity 8'" Dmx="195~199" /> <Function ID="11" Name="Silent OFF/ Sensitivity 1" Display="'Silent OFF/ Sensitivity 1'" Dmx="200~204" /> <Function ID="12" Name="Silent OFF/ Sensitivity 2" Display="'Silent OFF/ Sensitivity 2'" Dmx="205~209" /> <Function ID="13" Name="Silent OFF/ Sensitivity 3" Display="'Silent OFF/ Sensitivity 3'" Dmx="210~214" /> <Function ID="14" Name="Silent OFF/ Sensitivity 4" Display="'Silent OFF/ Sensitivity 4'" Dmx="215~219" /> <Function ID="15" Name="Silent OFF/ Sensitivity 5" Display="'Silent OFF/ Sensitivity 5'" Dmx="220~224" /> <Function ID="16" Name="Silent OFF/ Sensitivity 6" Display="'Silent OFF/ Sensitivity 6'" Dmx="225~229" /> <Function ID="17" Name="Silent OFF/ Sensitivity 7" Display="'Silent OFF/ Sensitivity 7'" Dmx="230~234" /> <Function ID="18" Name="Silent OFF/ Sensitivity 8" Display="'Silent OFF/ Sensitivity 8'" Dmx="235~239" /> </Attribute> </Control> <Mode Name="6 DMX" Channels="6"> <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="ea326a36-0e8e-470d-97b0-6efeab3835fe" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" /> <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" /> <Attribute ID="Amber" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" /> <Attribute ID="UV" ChannelOffset="6" Wheel="42" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="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="1626bce0-e028-48a4-80b7-bfebdea391c7" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="White" ChannelOffset="4" Wheel="40" /> <Attribute ID="Amber" ChannelOffset="5" Wheel="41" /> <Attribute ID="UV" ChannelOffset="6" Wheel="42" /> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> </Include> </Mode> <Mode Name="8 DMX" Channels="8"> <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="88e45f67-2d03-427e-9010-ef35ffb8539f" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="White" ChannelOffset="4" Wheel="40" /> <Attribute ID="Amber" ChannelOffset="5" Wheel="41" /> <Attribute ID="UV" ChannelOffset="6" Wheel="42" /> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> <Attribute ID="Colour_Macro" ChannelOffset="8" Wheel="7" /> </Include> </Mode> <Mode Name="9 DMX" Channels="9"> <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="a5e7aeb8-2b41-49a6-adb4-3f1265ef5f90" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="White" ChannelOffset="4" Wheel="40" /> <Attribute ID="Amber" ChannelOffset="5" Wheel="41" /> <Attribute ID="UV" ChannelOffset="6" Wheel="42" /> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" /> <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="7" /> </Include> </Mode> <Mode Name="11 DMX" Channels="11"> <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="72e367dc-b993-49c2-a3aa-e098a7dfcc19" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="White" ChannelOffset="4" Wheel="40" /> <Attribute ID="Amber" ChannelOffset="5" Wheel="41" /> <Attribute ID="UV" ChannelOffset="6" Wheel="42" /> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" /> <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="7" /> <Attribute ID="Auto" ChannelOffset="10" Wheel="22" /> <Attribute ID="Auto_Spd" ChannelOffset="11" Wheel="23" /> </Include> </Mode> <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> </Palettes> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>