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Elan CITY-44 (Elan_CITY-44.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="CITY-44" ShortName="CITY-44" Company="Elan" Version="2"> <Copyright Notice="© Avolites Ltd. 2025" /> <Thumbnail>6f6bed55-5396-483a-9cda-53fa864ca107</Thumbnail> <History Date="16-05-25" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="20-05-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="29810ef0-9fa4-4901-8f04-b89c2f93e7b2" /> <Control> <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="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </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="Amber" Name="Amber" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Amber C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,100,0" /> </Attribute> <Attribute ID="UV" Name="UV" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="UV C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="100,0,255" /> </Attribute> <Attribute ID="Dim_Spd" Name="Dim Spd" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" /> <Function ID="2" Name="Speed 1" Display="'Speed 1'" Dmx="50~99" /> <Function ID="3" Name="Speed 2" Display="'Speed 2'" Dmx="100~149" /> <Function ID="4" Name="Speed 3" Display="'Speed 3'" Dmx="150~199" /> <Function ID="5" Name="Speed 4" Display="'Speed 4'" Dmx="200~255" /> </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="Auto 1" Display="'Auto 1'" Dmx="8~17" /> <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="18~27" /> <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="28~37" /> <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="38~47" /> <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="48~57" /> <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="58~67" /> <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="68~77" /> <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="78~87" /> <Function ID="10" Name="Auto 9" Display="'Auto 9'" Dmx="88~97" /> <Function ID="11" Name="Auto 10" Display="'Auto 10'" Dmx="98~107" /> <Function ID="12" Name="Custom 1" Display="'Custom 1'" Dmx="108~117" /> <Function ID="13" Name="Custom 2" Display="'Custom 2'" Dmx="118~127" /> <Function ID="14" Name="Custom 3" Display="'Custom 3'" Dmx="128~137" /> <Function ID="15" Name="Custom 4" Display="'Custom 4'" Dmx="138~147" /> <Function ID="16" Name="Custom 5" Display="'Custom 5'" Dmx="148~157" /> <Function ID="17" Name="Custom 6" Display="'Custom 6'" Dmx="158~167" /> <Function ID="18" Name="Custom 7" Display="'Custom 7'" Dmx="168~177" /> <Function ID="19" Name="Custom 8" Display="'Custom 8'" Dmx="178~187" /> <Function ID="20" Name="Custom 9" Display="'Custom 9'" Dmx="188~197" /> <Function ID="21" Name="Custom 10" Display="'Custom 10'" Dmx="198~207" /> <Function ID="22" Name="Custom 11" Display="'Custom 11'" Dmx="208~255" /> </Attribute> <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="ID" Name="ID" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="All IDs" Display="'All IDs'" Dmx="0~0" /> <Function ID="2" Name="ID 1-20" Display="'ID 1-20 %.f',1~20" Dmx="10~209" /> <Function ID="3" Name="ID 21-66" Display="'ID 21-66 %.f',21~66" Dmx="210~255" /> </Attribute> <Attribute ID="Hue" Name="Hue" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Hue" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Saturation" Name="Saturation" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Saturation" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" /> </Attribute> <Attribute ID="ColourIntensity" Name="Intensity" Description="" Group="C"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Intensity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" /> </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="0,0,0" /> <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="8~9" Colour="0,0,0" /> <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="10~12" Colour="0,0,0" /> <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="13~15" Colour="0,0,0" /> <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="16~18" Colour="0,0,0" /> <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="19~21" Colour="0,0,0" /> <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="22~24" Colour="0,0,0" /> <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="25~27" Colour="0,0,0" /> <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="28~30" Colour="0,0,0" /> <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="31~33" Colour="0,0,0" /> <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="34~36" Colour="0,0,0" /> <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="37~39" Colour="0,0,0" /> <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="40~42" Colour="0,0,0" /> <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="43~45" Colour="0,0,0" /> <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="46~48" Colour="0,0,0" /> <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="49~51" Colour="0,0,0" /> <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="52~54" Colour="0,0,0" /> <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="55~57" Colour="0,0,0" /> <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="58~60" Colour="0,0,0" /> <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="61~63" Colour="0,0,0" /> <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="64~66" Colour="0,0,0" /> <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="67~69" Colour="0,0,0" /> <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="70~72" Colour="0,0,0" /> <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="73~75" Colour="0,0,0" /> <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="76~78" Colour="0,0,0" /> <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="79~81" Colour="0,0,0" /> <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="82~84" Colour="0,0,0" /> <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="85~87" Colour="0,0,0" /> <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="88~90" Colour="0,0,0" /> <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="91~93" Colour="0,0,0" /> <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="94~96" Colour="0,0,0" /> <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="97~99" Colour="0,0,0" /> <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="100~102" Colour="0,0,0" /> <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="103~105" Colour="0,0,0" /> <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="106~108" Colour="0,0,0" /> <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="109~111" Colour="0,0,0" /> <Function ID="37" Name="Colour 36" Display="'Colour 36'" Dmx="112~114" Colour="0,0,0" /> <Function ID="38" Name="Colour 37" Display="'Colour 37'" Dmx="115~117" Colour="0,0,0" /> <Function ID="39" Name="Colour 38" Display="'Colour 38'" Dmx="118~120" Colour="0,0,0" /> <Function ID="40" Name="Colour 39" Display="'Colour 39'" Dmx="121~123" Colour="0,0,0" /> <Function ID="41" Name="Colour 40" Display="'Colour 40'" Dmx="124~126" Colour="0,0,0" /> <Function ID="42" Name="Colour 41" Display="'Colour 41'" Dmx="127~129" Colour="0,0,0" /> <Function ID="43" Name="Colour 42" Display="'Colour 42'" Dmx="130~132" Colour="0,0,0" /> <Function ID="44" Name="Colour 43" Display="'Colour 43'" Dmx="133~135" Colour="0,0,0" /> <Function ID="45" Name="Colour 44" Display="'Colour 44'" Dmx="136~138" Colour="0,0,0" /> <Function ID="46" Name="Colour 45" Display="'Colour 45'" Dmx="139~141" Colour="0,0,0" /> <Function ID="47" Name="Colour 46" Display="'Colour 46'" Dmx="142~144" Colour="0,0,0" /> <Function ID="48" Name="Colour 47" Display="'Colour 47'" Dmx="145~147" Colour="0,0,0" /> <Function ID="49" Name="Colour 48" Display="'Colour 48'" Dmx="148~150" Colour="0,0,0" /> <Function ID="50" Name="Colour 49" Display="'Colour 49'" Dmx="151~153" Colour="0,0,0" /> <Function ID="51" Name="Colour 50" Display="'Colour 50'" Dmx="154~156" Colour="0,0,0" /> <Function ID="52" Name="Colour 51" Display="'Colour 51'" Dmx="157~159" Colour="0,0,0" /> <Function ID="53" Name="Colour 52" Display="'Colour 52'" Dmx="160~162" Colour="0,0,0" /> <Function ID="54" Name="Colour 53" Display="'Colour 53'" Dmx="163~165" Colour="0,0,0" /> <Function ID="55" Name="Colour 54" Display="'Colour 54'" Dmx="166~168" Colour="0,0,0" /> <Function ID="56" Name="Colour 55" Display="'Colour 55'" Dmx="169~171" Colour="0,0,0" /> <Function ID="57" Name="Colour 56" Display="'Colour 56'" Dmx="172~174" Colour="0,0,0" /> <Function ID="58" Name="Colour 57" Display="'Colour 57'" Dmx="175~177" Colour="0,0,0" /> <Function ID="59" Name="Colour 58" Display="'Colour 58'" Dmx="178~180" Colour="0,0,0" /> <Function ID="60" Name="Colour 59" Display="'Colour 59'" Dmx="181~183" Colour="0,0,0" /> <Function ID="61" Name="Colour 60" Display="'Colour 60'" Dmx="184~186" Colour="0,0,0" /> <Function ID="62" Name="Colour 61" Display="'Colour 61'" Dmx="187~189" Colour="0,0,0" /> <Function ID="63" Name="Colour 62" Display="'Colour 62'" Dmx="190~192" Colour="0,0,0" /> <Function ID="64" Name="Colour 63" Display="'Colour 63'" Dmx="193~195" Colour="0,0,0" /> <Function ID="65" Name="Colour 64" Display="'Colour 64'" Dmx="196~198" Colour="0,0,0" /> <Function ID="66" Name="Colour 65" Display="'Colour 65'" Dmx="199~201" Colour="0,0,0" /> <Function ID="67" Name="Colour 66" Display="'Colour 66'" Dmx="202~204" Colour="0,0,0" /> <Function ID="68" Name="Colour 67" Display="'Colour 67'" Dmx="205~207" Colour="0,0,0" /> <Function ID="69" Name="Colour 68" Display="'Colour 68'" Dmx="208~210" Colour="0,0,0" /> <Function ID="70" Name="Colour 69" Display="'Colour 69'" Dmx="211~213" Colour="0,0,0" /> <Function ID="71" Name="Colour 70" Display="'Colour 70'" Dmx="214~216" Colour="0,0,0" /> <Function ID="72" Name="Colour 71" Display="'Colour 71'" Dmx="217~219" Colour="0,0,0" /> <Function ID="73" Name="Colour 72" Display="'Colour 72'" Dmx="220~255" Colour="0,0,0" /> </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="0,0,0" /> <Function ID="2" Name="2500K" Display="'2500K'" Dmx="1~23" Colour="0,0,0" /> <Function ID="3" Name="3000K" Display="'3000K'" Dmx="24~47" Colour="0,0,0" /> <Function ID="4" Name="3500K" Display="'3500K'" Dmx="48~71" Colour="0,0,0" /> <Function ID="5" Name="4000K" Display="'4000K'" Dmx="72~95" Colour="0,0,0" /> <Function ID="6" Name="4500K" Display="'4500K'" Dmx="96~119" Colour="0,0,0" /> <Function ID="7" Name="5000K" Display="'5000K'" Dmx="120~143" Colour="0,0,0" /> <Function ID="8" Name="6000K" Display="'6000K'" Dmx="144~167" Colour="0,0,0" /> <Function ID="9" Name="7000K" Display="'7000K'" Dmx="168~191" Colour="0,0,0" /> <Function ID="10" Name="8000K" Display="'8000K'" Dmx="192~215" Colour="0,0,0" /> <Function ID="11" Name="9000K" Display="'9000K'" Dmx="216~239" Colour="0,0,0" /> <Function ID="12" Name="10000K" Display="'10000K'" Dmx="240~255" Colour="0,0,0" /> </Attribute> </Control> <Mode Name="2 DMX" Channels="2" Id="8089a1d5-6531-42e0-b4c6-a5d0deaa2114"> <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="eb45303b-4afe-4581-acec-08f734582a10" /> <Include> <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="37" /> <Attribute ID="CTO" ChannelOffset="2" Wheel="38" /> </Include> </Mode> <Mode Name="3 DMX" Channels="3" Id="2a0254aa-ced0-463f-bc46-319952e5cb37"> <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="fd930dfa-c242-487d-91fb-888152af5b53" /> <Include> <Attribute ID="Hue" ChannelOffset="1" Wheel="7" /> <Attribute ID="Saturation" ChannelOffset="2" Wheel="8" /> <Attribute ID="ColourIntensity" ChannelOffset="3" Wheel="9" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="6 DMX" Channels="6" Id="3550a0f9-0432-4d4a-b84c-acd456ce2093"> <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="550cba9e-0703-45ed-a18e-15084d682738" /> <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="11 DMX" Channels="11" Id="524f1658-785e-40fc-8cfc-6bc92a4deb2d"> <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="4b274a02-0261-4a81-bdda-02c7b06e2559" /> <Include> <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" /> <Attribute ID="Red" ChannelOffset="3" Wheel="10" /> <Attribute ID="Green" ChannelOffset="4" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="5" Wheel="12" /> <Attribute ID="White" ChannelOffset="6" Wheel="40" /> <Attribute ID="Amber" ChannelOffset="7" Wheel="41" /> <Attribute ID="UV" ChannelOffset="8" Wheel="42" /> <Attribute ID="Dim_Spd" ChannelOffset="9" Wheel="25" /> <Attribute ID="Auto" ChannelOffset="10" Wheel="22" /> <Attribute ID="Auto_Spd" ChannelOffset="11" Wheel="23" /> </Include> </Mode> <Mode Name="19 DMX" Channels="19" Id="8d7fc3a0-a029-4c1a-bcae-ab95496cd4b6"> <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="3842c386-fd92-4a08-9582-cd968f0c07c7" /> <Include> <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" /> <Attribute ID="Red" ChannelOffset="4,5" Wheel="10" /> <Attribute ID="Green" ChannelOffset="6,7" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="8,9" Wheel="12" /> <Attribute ID="White" ChannelOffset="10,11" Wheel="40" /> <Attribute ID="Amber" ChannelOffset="12,13" Wheel="41" /> <Attribute ID="UV" ChannelOffset="14,15" Wheel="42" /> <Attribute ID="Dim_Spd" ChannelOffset="16" Wheel="25" /> <Attribute ID="Auto" ChannelOffset="17" Wheel="22" /> <Attribute ID="Auto_Spd" ChannelOffset="18" Wheel="23" /> <Attribute ID="ID" ChannelOffset="19" Wheel="28" /> </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> <Group Name="Shutter"> <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:1:50" /> <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>