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Sun Star Oracle (Sun Star_Oracle.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Oracle" ShortName="Oracle" Company="Sun Star" Version="0"> <Copyright Notice="© Avolites Ltd. 2025" /> <Thumbnail>3032af36-be60-4363-9829-98a371cfe1cd</Thumbnail> <History Date="05-08-25" Author="Nic Morris" Comment="Created (hopeless documentation. translated from Spanish. vague. mostly nonsense)" Version="0" /> <Manual Filename="" Summary="" /> <Control> <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="Mode" Name="Mode" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="DMX" Display="'DMX'" Dmx="0~0" /> <Function ID="2" Name="Auto Spd" Display="'Auto Spd %.f%%',0~100" Dmx="27~127" /> <Function ID="3" Name="Sound" Display="'Sound %.1f%%',0.0~100.0" Dmx="128~255" /> </Attribute> <Attribute ID="Library" Name="Library" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Library 1" Display="'Library 1'" Dmx="0~0" /> <Function ID="2" Name="Library 2" Display="'Library 2'" Dmx="8~15" /> <Function ID="3" Name="Library 3" Display="'Library 3'" Dmx="16~23" /> <Function ID="4" Name="Library 4" Display="'Library 4'" Dmx="24~31" /> <Function ID="5" Name="Library 5" Display="'Library 5'" Dmx="32~39" /> <Function ID="6" Name="Library 6" Display="'Library 6'" Dmx="40~47" /> <Function ID="7" Name="Library 7" Display="'Library 7'" Dmx="48~55" /> <Function ID="8" Name="Library 8" Display="'Library 8'" Dmx="56~63" /> <Function ID="9" Name="Library 9" Display="'Library 9'" Dmx="64~71" /> <Function ID="10" Name="Library 10" Display="'Library 10'" Dmx="72~79" /> <Function ID="11" Name="Library 11" Display="'Library 11'" Dmx="80~87" /> <Function ID="12" Name="Library 12" Display="'Library 12'" Dmx="88~95" /> <Function ID="13" Name="Library 13" Display="'Library 13'" Dmx="96~103" /> <Function ID="14" Name="Library 14" Display="'Library 14'" Dmx="104~111" /> <Function ID="15" Name="Library 15" Display="'Library 15'" Dmx="112~119" /> <Function ID="16" Name="Library 16" Display="'Library 16'" Dmx="120~127" /> <Function ID="17" Name="Library 17" Display="'Library 17'" Dmx="128~135" /> <Function ID="18" Name="Library 18" Display="'Library 18'" Dmx="136~143" /> <Function ID="19" Name="Library 19" Display="'Library 19'" Dmx="144~151" /> <Function ID="20" Name="Library 20" Display="'Library 20'" Dmx="152~159" /> <Function ID="21" Name="Library 21" Display="'Library 21'" Dmx="160~167" /> <Function ID="22" Name="Library 22" Display="'Library 22'" Dmx="168~175" /> <Function ID="23" Name="Library 23" Display="'Library 23'" Dmx="176~183" /> <Function ID="24" Name="Library 24" Display="'Library 24'" Dmx="184~191" /> <Function ID="25" Name="Library 25" Display="'Library 25'" Dmx="192~199" /> <Function ID="26" Name="Library 26" Display="'Library 26'" Dmx="200~207" /> <Function ID="27" Name="Library 27" Display="'Library 27'" Dmx="208~215" /> <Function ID="28" Name="Library 28" Display="'Library 28'" Dmx="216~223" /> <Function ID="29" Name="Library 29" Display="'Library 29'" Dmx="224~231" /> <Function ID="30" Name="Library 30" Display="'Library 30'" Dmx="232~239" /> <Function ID="31" Name="Library 31" Display="'Library 31'" Dmx="240~247" /> <Function ID="32" Name="Library 32" Display="'Library 32'" Dmx="248~255" /> <Function ID="33" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Pattern" Name="Pattern" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Pattern 1" Display="'Pattern 1'" Dmx="0~0" /> <Function ID="2" Name="Pattern 2" Display="'Pattern 2'" Dmx="2~3" /> <Function ID="3" Name="Pattern 3" Display="'Pattern 3'" Dmx="4~5" /> <Function ID="4" Name="Pattern 4" Display="'Pattern 4'" Dmx="6~7" /> <Function ID="5" Name="Pattern 5" Display="'Pattern 5'" Dmx="8~9" /> <Function ID="6" Name="Pattern 6" Display="'Pattern 6'" Dmx="10~11" /> <Function ID="7" Name="Pattern 7" Display="'Pattern 7'" Dmx="12~13" /> <Function ID="8" Name="Pattern 8" Display="'Pattern 8'" Dmx="14~15" /> <Function ID="9" Name="Pattern 9" Display="'Pattern 9'" Dmx="16~17" /> <Function ID="10" Name="Pattern 10" Display="'Pattern 10'" Dmx="18~19" /> <Function ID="11" Name="Pattern 11" Display="'Pattern 11'" Dmx="20~21" /> <Function ID="12" Name="Pattern 12" Display="'Pattern 12'" Dmx="22~23" /> <Function ID="13" Name="Pattern 13" Display="'Pattern 13'" Dmx="24~25" /> <Function ID="14" Name="Pattern 14" Display="'Pattern 14'" Dmx="26~27" /> <Function ID="15" Name="Pattern 15" Display="'Pattern 15'" Dmx="28~29" /> <Function ID="16" Name="Pattern 16" Display="'Pattern 16'" Dmx="30~31" /> <Function ID="17" Name="Pattern 17" Display="'Pattern 17'" Dmx="32~33" /> <Function ID="18" Name="Pattern 18" Display="'Pattern 18'" Dmx="34~35" /> <Function ID="19" Name="Pattern 19" Display="'Pattern 19'" Dmx="36~37" /> <Function ID="20" Name="Pattern 20" Display="'Pattern 20'" Dmx="38~39" /> <Function ID="21" Name="Pattern 21" Display="'Pattern 21'" Dmx="40~41" /> <Function ID="22" Name="Pattern 22" Display="'Pattern 22'" Dmx="42~43" /> <Function ID="23" Name="Pattern 23" Display="'Pattern 23'" Dmx="44~45" /> <Function ID="24" Name="Pattern 24" Display="'Pattern 24'" Dmx="46~47" /> <Function ID="25" Name="Pattern 25" Display="'Pattern 25'" Dmx="48~49" /> <Function ID="26" Name="Pattern 26" Display="'Pattern 26'" Dmx="50~51" /> <Function ID="27" Name="Pattern 27" Display="'Pattern 27'" Dmx="52~53" /> <Function ID="28" Name="Pattern 28" Display="'Pattern 28'" Dmx="54~55" /> <Function ID="29" Name="Pattern 29" Display="'Pattern 29'" Dmx="56~57" /> <Function ID="30" Name="Pattern 30" Display="'Pattern 30'" Dmx="58~59" /> <Function ID="31" Name="Pattern 31" Display="'Pattern 31'" Dmx="60~61" /> <Function ID="32" Name="Pattern 32" Display="'Pattern 32'" Dmx="62~63" /> <Function ID="33" Name="Pattern 33" Display="'Pattern 33'" Dmx="64~65" /> <Function ID="34" Name="Pattern 34" Display="'Pattern 34'" Dmx="66~67" /> <Function ID="35" Name="Pattern 35" Display="'Pattern 35'" Dmx="68~69" /> <Function ID="36" Name="Pattern 36" Display="'Pattern 36'" Dmx="70~71" /> <Function ID="37" Name="Pattern 37" Display="'Pattern 37'" Dmx="72~73" /> <Function ID="38" Name="Pattern 38" Display="'Pattern 38'" Dmx="74~75" /> <Function ID="39" Name="Pattern 39" Display="'Pattern 39'" Dmx="76~77" /> <Function ID="40" Name="Pattern 40" Display="'Pattern 40'" Dmx="78~79" /> <Function ID="41" Name="Pattern 41" Display="'Pattern 41'" Dmx="80~81" /> <Function ID="42" Name="Pattern 42" Display="'Pattern 42'" Dmx="82~83" /> <Function ID="43" Name="Pattern 43" Display="'Pattern 43'" Dmx="84~85" /> <Function ID="44" Name="Pattern 44" Display="'Pattern 44'" Dmx="86~87" /> <Function ID="45" Name="Pattern 45" Display="'Pattern 45'" Dmx="88~89" /> <Function ID="46" Name="Pattern 46" Display="'Pattern 46'" Dmx="90~91" /> <Function ID="47" Name="Pattern 47" Display="'Pattern 47'" Dmx="92~93" /> <Function ID="48" Name="Pattern 48" Display="'Pattern 48'" Dmx="94~95" /> <Function ID="49" Name="Pattern 49" Display="'Pattern 49'" Dmx="96~97" /> <Function ID="50" Name="Pattern 50" Display="'Pattern 50'" Dmx="98~99" /> <Function ID="51" Name="Pattern 51" Display="'Pattern 51'" Dmx="100~101" /> <Function ID="52" Name="Pattern 52" Display="'Pattern 52'" Dmx="102~103" /> <Function ID="53" Name="Pattern 53" Display="'Pattern 53'" Dmx="104~105" /> <Function ID="54" Name="Pattern 54" Display="'Pattern 54'" Dmx="106~107" /> <Function ID="55" Name="Pattern 55" Display="'Pattern 55'" Dmx="108~109" /> <Function ID="56" Name="Pattern 56" Display="'Pattern 56'" Dmx="110~111" /> <Function ID="57" Name="Pattern 57" Display="'Pattern 57'" Dmx="112~113" /> <Function ID="58" Name="Pattern 58" Display="'Pattern 58'" Dmx="114~115" /> <Function ID="59" Name="Pattern 59" Display="'Pattern 59'" Dmx="116~117" /> <Function ID="60" Name="Pattern 60" Display="'Pattern 60'" Dmx="118~119" /> <Function ID="61" Name="Pattern 61" Display="'Pattern 61'" Dmx="120~121" /> <Function ID="62" Name="Pattern 62" Display="'Pattern 62'" Dmx="122~123" /> <Function ID="63" Name="Pattern 63" Display="'Pattern 63'" Dmx="124~125" /> <Function ID="64" Name="Pattern 64" Display="'Pattern 64'" Dmx="126~127" /> <Function ID="65" Name="Pattern 65" Display="'Pattern 65'" Dmx="128~129" /> <Function ID="66" Name="Pattern 66" Display="'Pattern 66'" Dmx="130~131" /> <Function ID="67" Name="Pattern 67" Display="'Pattern 67'" Dmx="132~133" /> <Function ID="68" Name="Pattern 68" Display="'Pattern 68'" Dmx="134~135" /> <Function ID="69" Name="Pattern 69" Display="'Pattern 69'" Dmx="136~137" /> <Function ID="70" Name="Pattern 70" Display="'Pattern 70'" Dmx="138~139" /> <Function ID="71" Name="Pattern 71" Display="'Pattern 71'" Dmx="140~141" /> <Function ID="72" Name="Pattern 72" Display="'Pattern 72'" Dmx="142~143" /> <Function ID="73" Name="Pattern 73" Display="'Pattern 73'" Dmx="144~145" /> <Function ID="74" Name="Pattern 74" Display="'Pattern 74'" Dmx="146~147" /> <Function ID="75" Name="Pattern 75" Display="'Pattern 75'" Dmx="148~149" /> <Function ID="76" Name="Pattern 76" Display="'Pattern 76'" Dmx="150~151" /> <Function ID="77" Name="Pattern 77" Display="'Pattern 77'" Dmx="152~153" /> <Function ID="78" Name="Pattern 78" Display="'Pattern 78'" Dmx="154~155" /> <Function ID="79" Name="Pattern 79" Display="'Pattern 79'" Dmx="156~157" /> <Function ID="80" Name="Pattern 80" Display="'Pattern 80'" Dmx="158~159" /> <Function ID="81" Name="Pattern 81" Display="'Pattern 81'" Dmx="160~161" /> <Function ID="82" Name="Pattern 82" Display="'Pattern 82'" Dmx="162~163" /> <Function ID="83" Name="Pattern 83" Display="'Pattern 83'" Dmx="164~165" /> <Function ID="84" Name="Pattern 84" Display="'Pattern 84'" Dmx="166~167" /> <Function ID="85" Name="Pattern 85" Display="'Pattern 85'" Dmx="168~169" /> <Function ID="86" Name="Pattern 86" Display="'Pattern 86'" Dmx="170~171" /> <Function ID="87" Name="Pattern 87" Display="'Pattern 87'" Dmx="172~173" /> <Function ID="88" Name="Pattern 88" Display="'Pattern 88'" Dmx="174~175" /> <Function ID="89" Name="Pattern 89" Display="'Pattern 89'" Dmx="176~177" /> <Function ID="90" Name="Pattern 90" Display="'Pattern 90'" Dmx="178~179" /> <Function ID="91" Name="Pattern 91" Display="'Pattern 91'" Dmx="180~181" /> <Function ID="92" Name="Pattern 92" Display="'Pattern 92'" Dmx="182~183" /> <Function ID="93" Name="Pattern 93" Display="'Pattern 93'" Dmx="184~185" /> <Function ID="94" Name="Pattern 94" Display="'Pattern 94'" Dmx="186~187" /> <Function ID="95" Name="Pattern 95" Display="'Pattern 95'" Dmx="188~189" /> <Function ID="96" Name="Pattern 96" Display="'Pattern 96'" Dmx="190~191" /> <Function ID="97" Name="Pattern 97" Display="'Pattern 97'" Dmx="192~193" /> <Function ID="98" Name="Pattern 98" Display="'Pattern 98'" Dmx="194~195" /> <Function ID="99" Name="Pattern 99" Display="'Pattern 99'" Dmx="196~197" /> <Function ID="100" Name="Pattern 100" Display="'Pattern 100'" Dmx="198~199" /> <Function ID="101" Name="Pattern 101" Display="'Pattern 101'" Dmx="200~201" /> <Function ID="102" Name="Pattern 102" Display="'Pattern 102'" Dmx="202~203" /> <Function ID="103" Name="Pattern 103" Display="'Pattern 103'" Dmx="204~205" /> <Function ID="104" Name="Pattern 104" Display="'Pattern 104'" Dmx="206~207" /> <Function ID="105" Name="Pattern 105" Display="'Pattern 105'" Dmx="208~209" /> <Function ID="106" Name="Pattern 106" Display="'Pattern 106'" Dmx="210~211" /> <Function ID="107" Name="Pattern 107" Display="'Pattern 107'" Dmx="212~213" /> <Function ID="108" Name="Pattern 108" Display="'Pattern 108'" Dmx="214~215" /> <Function ID="109" Name="Pattern 109" Display="'Pattern 109'" Dmx="216~217" /> <Function ID="110" Name="Pattern 110" Display="'Pattern 110'" Dmx="218~219" /> <Function ID="111" Name="Pattern 111" Display="'Pattern 111'" Dmx="220~221" /> <Function ID="112" Name="Pattern 112" Display="'Pattern 112'" Dmx="222~223" /> <Function ID="113" Name="Pattern 113" Display="'Pattern 113'" Dmx="224~225" /> <Function ID="114" Name="Pattern 114" Display="'Pattern 114'" Dmx="226~227" /> <Function ID="115" Name="Pattern 115" Display="'Pattern 115'" Dmx="228~229" /> <Function ID="116" Name="Pattern 116" Display="'Pattern 116'" Dmx="230~231" /> <Function ID="117" Name="Pattern 117" Display="'Pattern 117'" Dmx="232~233" /> <Function ID="118" Name="Pattern 118" Display="'Pattern 118'" Dmx="234~235" /> <Function ID="119" Name="Pattern 119" Display="'Pattern 119'" Dmx="236~237" /> <Function ID="120" Name="Pattern 120" Display="'Pattern 120'" Dmx="238~239" /> <Function ID="121" Name="Pattern 121" Display="'Pattern 121'" Dmx="240~241" /> <Function ID="122" Name="Pattern 122" Display="'Pattern 122'" Dmx="242~243" /> <Function ID="123" Name="Pattern 123" Display="'Pattern 123'" Dmx="244~245" /> <Function ID="124" Name="Pattern 124" Display="'Pattern 124'" Dmx="246~247" /> <Function ID="125" Name="Pattern 125" Display="'Pattern 125'" Dmx="248~249" /> <Function ID="126" Name="Pattern 126" Display="'Pattern 126'" Dmx="250~251" /> <Function ID="127" Name="Pattern 127" Display="'Pattern 127'" Dmx="252~253" /> <Function ID="128" Name="Pattern 128" Display="'Pattern 128'" Dmx="254~255" /> <Function ID="129" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Pan" Name="Horiz Pos" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Tilt" Name="Vert Pos" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Size" Name="Size" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Size" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Colour" Name="Colour" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Fixed Colour" Display="'Fixed Colour %.f%%',0~100" Dmx="0~95" Colour="0,0,0" /> <Function ID="2" Name="Colour Spd" Display="'Colour Spd %.1f%%',0.0~100.0" Dmx="96~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour_Sel" Name="Colour Sel" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Col Segmentation Effect" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Scan_Spd" Name="Scan Spd" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Line Scan Spd" Display="'Line Scan Spd %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Point Scan Spd" Display="'Point Scan Spd %.1f%%',0.0~100.0" Dmx="128~255" /> </Attribute> <Attribute ID="Z_Rot" Name="Z Rot" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Angle" Display="'Angle %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" /> </Attribute> <Attribute ID="X_Rot" Name="X Rot" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Angle" Display="'Angle %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" /> </Attribute> <Attribute ID="Y_Rot" Name="Y Rot" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Angle" Display="'Angle %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" /> </Attribute> <Attribute ID="Horiz_Move" Name="Horiz Move" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" /> </Attribute> <Attribute ID="Vert_Move" Name="Vert Move" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'Zoom %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" /> </Attribute> <Attribute ID="Drawing" Name="Drawing" Description="" Group="I"> <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="1~255" /> </Attribute> <Attribute ID="Wave" Name="Wave" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Horiz Wave Spd" Display="'Horiz Wave Spd %.1f%%',0.0~100.0" Dmx="1~127" /> <Function ID="3" Name="Vert Wave Spd" Display="'Vert Wave Spd %.1f%%',0.0~100.0" Dmx="128~255" /> </Attribute> </Control> <Mode Name="40 DMX" Channels="40" Id="da6616c9-66ed-46a0-9a25-b5f578123eb2"> <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> <Include /> <Cells> <Master> <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Mode" ChannelOffset="2" Wheel="25" /> <Attribute ID="Library" Wheel="13" /> <Attribute ID="Pattern" Wheel="14" /> <Attribute ID="Pan" Wheel="19" /> <Attribute ID="Tilt" Wheel="20" /> <Attribute ID="Size" Wheel="21" /> <Attribute ID="Shutter" Wheel="5" /> <Attribute ID="Colour" Wheel="7" /> <Attribute ID="Colour_Sel" Wheel="8" /> <Attribute ID="Scan_Spd" Wheel="26" /> <Attribute ID="Z_Rot" Wheel="49" /> <Attribute ID="X_Rot" Wheel="50" /> <Attribute ID="Y_Rot" Wheel="51" /> <Attribute ID="Horiz_Move" Wheel="79" /> <Attribute ID="Vert_Move" Wheel="80" /> <Attribute ID="Zoom" Wheel="81" /> <Attribute ID="Drawing" Wheel="6" /> <Attribute ID="Wave" Wheel="22" /> </Master> <Cell ID="Cell1" Name="A" ChannelOffset="3" ModeLink="Cell" X="0" Y="0"> <AttributeLink SourceId="Library" TargetId="Library" /> <AttributeLink SourceId="Pattern" TargetId="Pattern" /> <AttributeLink SourceId="Pan" TargetId="Pan" /> <AttributeLink SourceId="Tilt" TargetId="Tilt" /> <AttributeLink SourceId="Size" TargetId="Size" /> <AttributeLink SourceId="Shutter" TargetId="Shutter" /> <AttributeLink SourceId="Colour" TargetId="Colour" /> <AttributeLink SourceId="Colour_Sel" TargetId="Colour_Sel" /> <AttributeLink SourceId="Scan_Spd" TargetId="Scan_Spd" /> <AttributeLink SourceId="Z_Rot" TargetId="Z_Rot" /> <AttributeLink SourceId="X_Rot" TargetId="X_Rot" /> <AttributeLink SourceId="Y_Rot" TargetId="Y_Rot" /> <AttributeLink SourceId="Horiz_Move" TargetId="Horiz_Move" /> <AttributeLink SourceId="Vert_Move" TargetId="Vert_Move" /> <AttributeLink SourceId="Zoom" TargetId="Zoom" /> <AttributeLink SourceId="Drawing" TargetId="Drawing" /> <AttributeLink SourceId="Wave" TargetId="Wave" /> </Cell> <Cell ID="Cell2" Name="B" ChannelOffset="22" ModeLink="Cell" X="0" Y="1"> <AttributeLink SourceId="Library" TargetId="Library" /> <AttributeLink SourceId="Pattern" TargetId="Pattern" /> <AttributeLink SourceId="Pan" TargetId="Pan" /> <AttributeLink SourceId="Tilt" TargetId="Tilt" /> <AttributeLink SourceId="Size" TargetId="Size" /> <AttributeLink SourceId="Shutter" TargetId="Shutter" /> <AttributeLink SourceId="Colour" TargetId="Colour" /> <AttributeLink SourceId="Colour_Sel" TargetId="Colour_Sel" /> <AttributeLink SourceId="Scan_Spd" TargetId="Scan_Spd" /> <AttributeLink SourceId="Z_Rot" TargetId="Z_Rot" /> <AttributeLink SourceId="X_Rot" TargetId="X_Rot" /> <AttributeLink SourceId="Y_Rot" TargetId="Y_Rot" /> <AttributeLink SourceId="Horiz_Move" TargetId="Horiz_Move" /> <AttributeLink SourceId="Vert_Move" TargetId="Vert_Move" /> <AttributeLink SourceId="Zoom" TargetId="Zoom" /> <AttributeLink SourceId="Drawing" TargetId="Drawing" /> <AttributeLink SourceId="Wave" TargetId="Wave" /> </Cell> </Cells> </Mode> <Mode Name="21 DMX" Channels="21" Id="86f528aa-eb8d-4adc-80b9-1e291142e0ae"> <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> <Include> <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Mode" ChannelOffset="2" Wheel="25" /> <Attribute ID="Library" ChannelOffset="3" Wheel="13" /> <Attribute ID="Pattern" ChannelOffset="4" Wheel="14" /> <Attribute ID="Pan" ChannelOffset="5,6" Wheel="19" /> <Attribute ID="Tilt" ChannelOffset="7,8" Wheel="20" /> <Attribute ID="Size" ChannelOffset="9" Wheel="21" /> <Attribute ID="Shutter" ChannelOffset="10" Wheel="5" /> <Attribute ID="Colour" ChannelOffset="11" Wheel="7" /> <Attribute ID="Colour_Sel" ChannelOffset="12" Wheel="8" /> <Attribute ID="Scan_Spd" ChannelOffset="13" Wheel="26" /> <Attribute ID="Z_Rot" ChannelOffset="14" Wheel="49" /> <Attribute ID="X_Rot" ChannelOffset="15" Wheel="50" /> <Attribute ID="Y_Rot" ChannelOffset="16" Wheel="51" /> <Attribute ID="Horiz_Move" ChannelOffset="17" Wheel="79" /> <Attribute ID="Vert_Move" ChannelOffset="18" Wheel="80" /> <Attribute ID="Zoom" ChannelOffset="19" Wheel="81" /> <Attribute ID="Drawing" ChannelOffset="20" Wheel="6" /> <Attribute ID="Wave" ChannelOffset="21" Wheel="22" /> </Include> </Mode> <Mode Name="Cell" Channels="19" Hidden="True" Id="240de6ce-f4de-49d0-bfe5-b2d5fe48c55e"> <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> <Include> <Attribute ID="Library" ChannelOffset="1" Wheel="13" /> <Attribute ID="Pattern" ChannelOffset="2" Wheel="14" /> <Attribute ID="Pan" ChannelOffset="3,4" Wheel="19" /> <Attribute ID="Tilt" ChannelOffset="5,6" Wheel="20" /> <Attribute ID="Size" ChannelOffset="7" Wheel="21" /> <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" /> <Attribute ID="Colour" ChannelOffset="9" Wheel="7" /> <Attribute ID="Colour_Sel" ChannelOffset="10" Wheel="8" /> <Attribute ID="Scan_Spd" ChannelOffset="11" Wheel="26" /> <Attribute ID="Z_Rot" ChannelOffset="12" Wheel="49" /> <Attribute ID="X_Rot" ChannelOffset="13" Wheel="50" /> <Attribute ID="Y_Rot" ChannelOffset="14" Wheel="51" /> <Attribute ID="Horiz_Move" ChannelOffset="15" Wheel="79" /> <Attribute ID="Vert_Move" ChannelOffset="16" Wheel="80" /> <Attribute ID="Zoom" ChannelOffset="17" Wheel="81" /> <Attribute ID="Drawing" ChannelOffset="18" Wheel="6" /> <Attribute ID="Wave" ChannelOffset="19" Wheel="22" /> </Include> </Mode> <Palettes> <Group Name="Position"> <Palette ID="1" Name="Middle" Legend="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" /> <Palette ID="2" Name="Left" Legend="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" /> <Palette ID="3" Name="Right" Legend="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" /> <Palette ID="4" Name="Top" Legend="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" /> <Palette ID="5" Name="Bottom" Legend="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" /> <Palette ID="6" Name="TLeft" Legend="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" /> <Palette ID="7" Name="TRight" Legend="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" /> <Palette ID="8" Name="BLeft" Legend="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" /> <Palette ID="9" Name="BRight" Legend="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" /> </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> <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>