View Personality

LightSky Economic Aurora (LightSky_Economic Aurora.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Economic Aurora" ShortName="Eco Aurora" Company="LightSky" Version="6"> <Copyright Notice="© Avolites Ltd. 2022" /> <Thumbnail>1e700b18-da8e-46f6-833a-f9843fc66178</Thumbnail> <History Date="28-09-18" Author="Nic Morris" Comment="Created (limited information - charts only - a bit of a mess)" Version="1" /> <History Date="16-01-19" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" /> <History Date="20-04-19" Author="Nic Morris" Comment="Created from CLF Orion (mostly identical. slot numbers in gobo image don't make sense - omitted)" Version="3" /> <History Date="22-08-22" Author="Nic Morris" Comment="Created from LightSky Aurora (S600BSW) (identical except without CMY and effect/rot. can't reconcile gobo 1 wheel drawing with DMX slots)" Version="4" /> <History Date="23-08-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="6" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="47b2b546-0a06-465a-89fd-ebb2e5b803df" /> <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="PT_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="3" PowerOn="3" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="255~2" /> <Function ID="2" Name="Max Speed" Display="'Max Speed'" Dmx="1~1" /> <Function ID="3" Name="Standard" Display="'Standard'" Dmx="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="Display On" Display="'Display On'" Dmx="20~24" /> <Function ID="3" Name="Display Off" Display="'Display Off'" Dmx="25~29" /> <Function ID="4" Name="High CRI (CRI=90+)" Display="'High CRI (CRI=90+)'" Dmx="30~34" /> <Function ID="5" Name="Standard CRI (CRI=80)" Display="'Standard CRI (CRI=80)'" Dmx="35~39" /> <Function ID="6" Name="Lamp On" Display="'Lamp On'" Dmx="130~139" /> <Function ID="7" Name="Reset P/T" Display="'Reset P/T'" Dmx="140~149" /> <Function ID="8" Name="Reset Colour" Display="'Reset Colour'" Dmx="150~159" /> <Function ID="9" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="160~169" /> <Function ID="10" Name="Reset Int" Display="'Reset Int'" Dmx="170~179" /> <Function ID="11" Name="Reset Beam" Display="'Reset Beam'" Dmx="180~189" /> <Function ID="12" Name="Reset Effect" Display="'Reset Effect'" Dmx="190~199" /> <Function ID="13" Name="Reset All" Display="'Reset All'" Dmx="200~209" /> <Function ID="14" Name="Lamp Off" Display="'Lamp Off'" Dmx="230~239" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C" Size="2"> <Locate Locate="1" PowerOn="1" Highlight="9" Lowlight="14" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14" If="'Colour1Func'==1" /> <Condition Name="Index" ID="15,16,17,18,19,20,21,22,23,24,25,26,27,28" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="29,30,31,32,33,34" If="'Colour1Func'==3" /> <Else ID="35" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Deep Red" Display="'Deep Red'" Dmx="33410~34438" WheelPosition="1" Colour="180,0,0" /> <Function ID="3" Name="Orange" Display="'Orange'" Dmx="34695~35466" WheelPosition="2" Colour="255,128,0" /> <Function ID="4" Name="Aquamarine" Display="'Aquamarine'" Dmx="35723~36751" WheelPosition="3" Colour="0,128,255" /> <Function ID="5" Name="Dark Green" Display="'Dark Green'" Dmx="37008~37779" WheelPosition="4" Colour="0,180,0" /> <Function ID="6" Name="Light Green" Display="'Light Green'" Dmx="38036~39064" WheelPosition="5" Colour="0,255,0" /> <Function ID="7" Name="Lavender" Display="'Lavender'" Dmx="39321~40349" WheelPosition="6" Colour="255,128,255" /> <Function ID="8" Name="Pink" Display="'Pink'" Dmx="40606~41377" WheelPosition="7" Colour="255,150,150" /> <Function ID="9" Name="Yellow" Display="'Yellow'" Dmx="41634~42662" WheelPosition="8" Colour="255,255,0" /> <Function ID="10" Name="Magenta" Display="'Magenta'" Dmx="42919~43947" WheelPosition="9" Colour="255,0,255" /> <Function ID="11" Name="Cyan" Display="'Cyan'" Dmx="44204~45232" WheelPosition="10" Colour="0,255,255" /> <Function ID="12" Name="CTO 3200K" Display="'CTO 3200K'" Dmx="45489~46260" WheelPosition="11" Colour="255,240,200" /> <Function ID="13" Name="CTO 2700K" Display="'CTO 2700K'" Dmx="46517~47545" WheelPosition="12" Colour="255,240,200" /> <Function ID="14" Name="Dark Blue" Display="'Dark Blue'" Dmx="47802~48573" WheelPosition="13" Colour="0,0,200" /> <Function ID="15" Name="Op - D Rd" Display="'Op - D Rd %.2f%%',0.00~100.00" Dmx="0~2313" WheelPosition="0" Colour="255,255,255" /> <Function ID="16" Name="D Rd - Org" Display="'D Rd - Org %.2f%%',0.00~100.00" Dmx="2313~4626" WheelPosition="1" Colour="180,0,0" /> <Function ID="17" Name="Org - Aq" Display="'Org - Aq %.2f%%',0.00~100.00" Dmx="4626~6939" WheelPosition="2" Colour="255,128,0" /> <Function ID="18" Name="Aq - D Grn" Display="'Aq - D Grn %.2f%%',0.00~100.00" Dmx="6939~9509" WheelPosition="3" Colour="0,128,255" /> <Function ID="19" Name="D Grn - L Grn" Display="'D Grn - L Grn %.2f%%',0.00~100.00" Dmx="9509~11822" WheelPosition="4" Colour="0,180,0" /> <Function ID="20" Name="L Grn - Lav" Display="'L Grn - Lav %.2f%%',0.00~100.00" Dmx="11822~14135" WheelPosition="5" Colour="0,255,0" /> <Function ID="21" Name="Lav - Pk" Display="'Lav - Pk %.2f%%',0.00~100.00" Dmx="14135~16448" WheelPosition="6" Colour="255,128,255" /> <Function ID="22" Name="Pk - Yel" Display="'Pk - Yel %.2f%%',0.00~100.00" Dmx="16448~18761" WheelPosition="7" Colour="255,150,150" /> <Function ID="23" Name="Yel - Mag" Display="'Yel - Mag %.2f%%',0.00~100.00" Dmx="18761~21074" WheelPosition="8" Colour="255,255,0" /> <Function ID="24" Name="Mag - Cy" Display="'Mag - Cy %.2f%%',0.00~100.00" Dmx="21074~23387" WheelPosition="9" Colour="255,0,255" /> <Function ID="25" Name="Cy - 3200K" Display="'Cy - 3200K %.2f%%',0.00~100.00" Dmx="23387~25957" WheelPosition="10" Colour="0,255,255" /> <Function ID="26" Name="3200 - 2700K" Display="'3200 - 2700K %.2f%%',0.00~100.00" Dmx="25957~28270" WheelPosition="11" Colour="255,240,200" /> <Function ID="27" Name="2700K - D Blu" Display="'2700K - D Blu %.2f%%',0.00~100.00" Dmx="28270~30583" WheelPosition="12" Colour="255,240,200" /> <Function ID="28" Name="D Blu - Op" Display="'D Blu - Op %.2f%%',0.00~100.00" Dmx="30583~32896" WheelPosition="13" Colour="0,0,200" /> <Function ID="29" Name="No Scroll" Display="'No Scroll'" Dmx="55512~55769" Colour="0,0,0" /> <Function ID="30" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="48830~55255" Colour="0,0,0" /> <Function ID="31" Name="No Scroll" Display="'No Scroll'" Dmx="55512~55769" Colour="0,0,0" /> <Function ID="32" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="56026~62451" Colour="0,0,0" /> <Function ID="33" Name="Random" Display="'Random'" Dmx="62708~63993" Colour="0,0,0" /> <Function ID="34" Name="Auto Rnd" Display="'Auto Rnd %.1f%%',0.0~100.0" Dmx="65535~64250" Colour="0,0,0" /> <Function ID="35" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" Colour="0,0,0" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" /> <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15" If="'Gobo1Func'==1" /> <Condition Name="Shake" ID="16,17,18,19,20,21,22,23,24,25,26,27,28,29,30" If="'Gobo1Func'==2" /> <Condition Name="Scroll" ID="31,32,33,34,35" If="'Gobo1Func'==3" /> <Else ID="36" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>9604bfba-1787-40a2-b3f4-199f6c442b91</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="4~9" WheelPosition="1" /> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="10~15" WheelPosition="2" /> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="16~21" WheelPosition="3" /> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="22~27" WheelPosition="4" /> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="28~33" WheelPosition="5" /> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="34~39" WheelPosition="6" /> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="40~45" WheelPosition="7" /> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="46~51" WheelPosition="8" /> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="52~57" WheelPosition="9" /> <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="58~63" WheelPosition="10" /> <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="64~69" WheelPosition="11" /> <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="70~75" WheelPosition="12" /> <Function ID="14" Name="Gobo 13" Display="'Gobo 13'" Dmx="76~81" WheelPosition="13" /> <Function ID="15" Name="Gobo 14" Display="'Gobo 14'" Dmx="82~87" WheelPosition="14" /> <Function ID="16" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>9604bfba-1787-40a2-b3f4-199f6c442b91</Swatch> </Function> <Function ID="17" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="88~95" WheelPosition="1" /> <Function ID="18" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="96~103" WheelPosition="2" /> <Function ID="19" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="104~111" WheelPosition="3" /> <Function ID="20" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="112~119" WheelPosition="4" /> <Function ID="21" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="120~127" WheelPosition="5" /> <Function ID="22" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="128~135" WheelPosition="6" /> <Function ID="23" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="136~143" WheelPosition="7" /> <Function ID="24" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="144~151" WheelPosition="8" /> <Function ID="25" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="152~159" WheelPosition="9" /> <Function ID="26" Name="Gobo 10 Shake" Display="'Gobo 10 Shake %.f%%',0~100" Dmx="160~167" WheelPosition="10" /> <Function ID="27" Name="Gobo 11 Shake" Display="'Gobo 11 Shake %.f%%',0~100" Dmx="168~175" WheelPosition="11" /> <Function ID="28" Name="Gobo 12 Shake" Display="'Gobo 12 Shake %.f%%',0~100" Dmx="176~183" WheelPosition="12" /> <Function ID="29" Name="Gobo 13 Shake" Display="'Gobo 13 Shake %.f%%',0~100" Dmx="184~191" WheelPosition="13" /> <Function ID="30" Name="Gobo 14 Shake" Display="'Gobo 14 Shake %.f%%',0~100" Dmx="192~199" WheelPosition="14" /> <Function ID="31" Name="No Scroll" Display="'No Scroll'" Dmx="223~228" /> <Function ID="32" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="202~222" /> <Function ID="33" Name="No Scroll" Display="'No Scroll'" Dmx="223~228" /> <Function ID="34" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="229~249" /> <Function ID="35" Name="Random" Display="'Random %.f%%',0~100" Dmx="255~250" /> <Function ID="36" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="5" Name="Random Index" Display="'Random Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="6" Name="Random Spin" Display="'Random Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11" If="'Gobo2Func'==1||'Gobo2Func'==2" /> <Condition Name="Shake" ID="12,13,14,15,16,17,18,19,20,21,22" If="'Gobo2Func'==3||'Gobo2Func'==4" /> <Condition Name="Random" ID="23,24" If="'Gobo2Func'==5||'Gobo2Func'==6" /> <Else ID="25" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>9604bfba-1787-40a2-b3f4-199f6c442b91</Swatch> </Function> <Function ID="2" Name="Hole" Display="'Hole'" Dmx="1~4" WheelPosition="1" /> <Function ID="3" Name="Gobo 1" Display="'Gobo 1'" Dmx="5~16" WheelPosition="2"> <Swatch>b42a8fa3-2a72-4d82-a6b6-362a370b3f06</Swatch> </Function> <Function ID="4" Name="Gobo 2" Display="'Gobo 2'" Dmx="17~28" WheelPosition="3"> <Swatch>f02c928b-09a8-4f4b-b6f9-cad31b69e67b</Swatch> </Function> <Function ID="5" Name="Gobo 3" Display="'Gobo 3'" Dmx="29~40" WheelPosition="4"> <Swatch>7ce22f4f-f4d0-42e2-b95d-f1bac01a4705</Swatch> </Function> <Function ID="6" Name="Gobo 4" Display="'Gobo 4'" Dmx="41~52" WheelPosition="5"> <Swatch>60cfbfd3-067f-46f5-af5a-b1b214a5314e</Swatch> </Function> <Function ID="7" Name="Gobo 5" Display="'Gobo 5'" Dmx="53~64" WheelPosition="6"> <Swatch>97b2e05f-3c9b-43d5-a86d-81809ba5add5</Swatch> </Function> <Function ID="8" Name="Gobo 6" Display="'Gobo 6'" Dmx="65~76" WheelPosition="7"> <Swatch>f7201974-a047-41b4-8e5f-086b1142045f</Swatch> </Function> <Function ID="9" Name="Gobo 7" Display="'Gobo 7'" Dmx="77~88" WheelPosition="8"> <Swatch>28aa598f-95c8-4db1-bf98-1b04d858a606</Swatch> </Function> <Function ID="10" Name="Gobo 8" Display="'Gobo 8'" Dmx="89~100" WheelPosition="9"> <Swatch>1c5b5d7b-3676-4280-b5a5-a6c9251634c2</Swatch> </Function> <Function ID="11" Name="Gobo 9" Display="'Gobo 9'" Dmx="101~112" WheelPosition="10"> <Swatch>fe4207a1-a05b-4f79-b0ed-7f7ed3926e83</Swatch> </Function> <Function ID="12" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>9604bfba-1787-40a2-b3f4-199f6c442b91</Swatch> </Function> <Function ID="13" Name="Hole" Display="'Hole'" Dmx="1~4" WheelPosition="1" /> <Function ID="14" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="113~124" WheelPosition="2"> <Swatch>b42a8fa3-2a72-4d82-a6b6-362a370b3f06</Swatch> </Function> <Function ID="15" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="125~136" WheelPosition="3"> <Swatch>f02c928b-09a8-4f4b-b6f9-cad31b69e67b</Swatch> </Function> <Function ID="16" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="137~148" WheelPosition="4"> <Swatch>7ce22f4f-f4d0-42e2-b95d-f1bac01a4705</Swatch> </Function> <Function ID="17" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="149~160" WheelPosition="5"> <Swatch>60cfbfd3-067f-46f5-af5a-b1b214a5314e</Swatch> </Function> <Function ID="18" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="161~172" WheelPosition="6"> <Swatch>97b2e05f-3c9b-43d5-a86d-81809ba5add5</Swatch> </Function> <Function ID="19" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="173~184" WheelPosition="7"> <Swatch>f7201974-a047-41b4-8e5f-086b1142045f</Swatch> </Function> <Function ID="20" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="185~196" WheelPosition="8"> <Swatch>28aa598f-95c8-4db1-bf98-1b04d858a606</Swatch> </Function> <Function ID="21" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="197~208" WheelPosition="9"> <Swatch>1c5b5d7b-3676-4280-b5a5-a6c9251634c2</Swatch> </Function> <Function ID="22" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="209~220" WheelPosition="10"> <Swatch>fe4207a1-a05b-4f79-b0ed-7f7ed3926e83</Swatch> </Function> <Function ID="23" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>9604bfba-1787-40a2-b3f4-199f6c442b91</Swatch> </Function> <Function ID="24" Name="Random" Display="'Random %.f%%',0~100" Dmx="255~250" /> <Function ID="25" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==3||'Gobo2Func'==5" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo2Func'==2||'Gobo2Func'==4||'Gobo2Func'==6" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~127" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="188~195" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~187" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="188~195" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="196~255" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Prism_1" Name="Prism 1" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Update="Prism_1_Rot" /> <Function ID="2" Name="8-Facet 12° Circular Index" Display="'8-Facet 12° Circular Index'" Dmx="4~15" Update="Prism_1_Rot" /> <Function ID="3" Name="8-Facet 12° Circular Spin" Display="'8-Facet 12° Circular Spin'" Dmx="40~51" Update="Prism_1_Rot" /> <Function ID="4" Name="4-Facet 12° Index" Display="'4-Facet 12° Index'" Dmx="16~27" Update="Prism_1_Rot" /> <Function ID="5" Name="4-Facet 12° Spin" Display="'4-Facet 12° Spin'" Dmx="52~63" Update="Prism_1_Rot" /> <Function ID="6" Name="6-Facet Linear Index" Display="'6-Facet Linear Index'" Dmx="28~39" Update="Prism_1_Rot" /> <Function ID="7" Name="6-Facet Linear Spin" Display="'6-Facet Linear Spin'" Dmx="64~75" Update="Prism_1_Rot" /> <Function ID="8" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Prism_1_Rot" /> </Attribute> <Attribute ID="Prism_1_Rot" Name="Prism 1 Rot" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Condition Name="No Prism" ID="1" If="'Prism_1'==1" /> <Condition Name="Index" ID="2" If="'Prism_1'==2||'Prism_1'==4||'Prism_1'==6" /> <Condition Name="Spin" ID="3,4,5,6" If="'Prism_1'==3||'Prism_1'==5||'Prism_1'==7" /> <Else ID="7" /> <Function ID="1" Name="No Function" Display="''" Dmx="0~0" /> <Function ID="2" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="4" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="1~127" /> <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="128~128" /> <Function ID="6" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="128~255" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Prism_2" Name="Prism 2" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Update="Prism_2_Rot" /> <Function ID="2" Name="8-Face 18° Circular Index" Display="'8-Face 18° Circular Index'" Dmx="4~15" Update="Prism_2_Rot" /> <Function ID="3" Name="8-Face 18° Circular Spin" Display="'8-Face 18° Circular Spin'" Dmx="16~27" Update="Prism_2_Rot" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Prism_2_Rot" /> </Attribute> <Attribute ID="Prism_2_Rot" Name="Prism 2 Rot" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Condition Name="No Prism" ID="1" If="'Prism_2'==1" /> <Condition Name="Index" ID="2" If="'Prism_2'==2" /> <Condition Name="Spin" ID="3,4,5,6" If="'Prism_2'==3" /> <Else ID="7" /> <Function ID="1" Name="No Function" Display="''" Dmx="0~0" /> <Function ID="2" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="4" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="1~127" /> <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="128~128" /> <Function ID="6" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="128~255" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Prism_Macro" Name="Prism Macro" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" Update="Prism_Mac_Rot" /> <Function ID="2" Name="Index 1" Display="'Index 1'" Dmx="4~14" Update="Prism_Mac_Rot" /> <Function ID="3" Name="Index 2" Display="'Index 2'" Dmx="15~25" Update="Prism_Mac_Rot" /> <Function ID="4" Name="Index 3" Display="'Index 3'" Dmx="26~36" Update="Prism_Mac_Rot" /> <Function ID="5" Name="Index 4" Display="'Index 4'" Dmx="37~47" Update="Prism_Mac_Rot" /> <Function ID="6" Name="Index 5" Display="'Index 5'" Dmx="48~58" Update="Prism_Mac_Rot" /> <Function ID="7" Name="Index 6" Display="'Index 6'" Dmx="59~69" Update="Prism_Mac_Rot" /> <Function ID="8" Name="Index 7" Display="'Index 7'" Dmx="70~80" Update="Prism_Mac_Rot" /> <Function ID="9" Name="Spin 1" Display="'Spin 1'" Dmx="81~91" Update="Prism_Mac_Rot" /> <Function ID="10" Name="Spin 2" Display="'Spin 2'" Dmx="92~102" Update="Prism_Mac_Rot" /> <Function ID="11" Name="Spin 3" Display="'Spin 3'" Dmx="103~113" Update="Prism_Mac_Rot" /> <Function ID="12" Name="Spin 4" Display="'Spin 4'" Dmx="114~124" Update="Prism_Mac_Rot" /> <Function ID="13" Name="Spin 5" Display="'Spin 5'" Dmx="125~135" Update="Prism_Mac_Rot" /> <Function ID="14" Name="Spin 6" Display="'Spin 6'" Dmx="136~146" Update="Prism_Mac_Rot" /> <Function ID="15" Name="Spin 7" Display="'Spin 7'" Dmx="147~157" Update="Prism_Mac_Rot" /> <Function ID="16" Name="Spin 8" Display="'Spin 8'" Dmx="158~168" Update="Prism_Mac_Rot" /> <Function ID="17" Name="Spin 9" Display="'Spin 9'" Dmx="169~179" Update="Prism_Mac_Rot" /> <Function ID="18" Name="Spin 10" Display="'Spin 10'" Dmx="180~190" Update="Prism_Mac_Rot" /> </Attribute> <Attribute ID="Prism_Mac_Rot" Name="Prism Mac Rot" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Index" ID="2" If="'Prism_Macro'>1&&'Prism_Macro'<9" /> <Condition Name="Spin" ID="3,4,5,6" If="'Prism_Macro'>8" /> <Else ID="1" /> <Function ID="1" Name="No Function" Display="''" Dmx="0~0" /> <Function ID="2" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="4" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="1~127" /> <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="128~128" /> <Function ID="6" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="128~255" /> </Attribute> <Attribute ID="Frost_Func" Name="Frost Func" Description="" Group="B" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Update="Frost" /> <Function ID="2" Name="Light Frost" Display="'Light Frost'" Dmx="0~0" Update="Frost" /> <Function ID="3" Name="Medium Frost" Display="'Medium Frost'" Dmx="0~0" Update="Frost" /> <Function ID="4" Name="Combined Frost" Display="'Combined Frost'" Dmx="0~0" Update="Frost" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Frost" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Condition Name="No Frost" ID="1" If="'Frost_Func'==1" /> <Condition Name="Light" ID="2,3,4,5,6,7" If="'Frost_Func'==2" /> <Condition Name="Medium" ID="8,9,10,11,12,13" If="'Frost_Func'==3" /> <Condition Name="Combined" ID="14,15,16,17,18,19" If="'Frost_Func'==4" /> <Else ID="20" /> <Function ID="1" Name="Open" Display="''" Dmx="0~0" WheelPosition="0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" /> <Function ID="3" Name="Frost" Display="'Frost %.f%%',0~100" Dmx="1~53" WheelPosition="1" /> <Function ID="4" Name="Close Pulse" Display="'Close Pulse %.f%%',100~100" Dmx="63~54" WheelPosition="2" /> <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="73~64" WheelPosition="3" /> <Function ID="6" Name="Pulse" Display="'Pulse %.f%%',100~0" Dmx="74~83" WheelPosition="4" /> <Function ID="7" Name="Open" Display="'Open'" Dmx="84~86" WheelPosition="5" /> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" /> <Function ID="9" Name="Frost" Display="'Frost %.f%%',0~100" Dmx="87~139" WheelPosition="1" /> <Function ID="10" Name="Close Pulse" Display="'Close Pulse %.f%%',100~0" Dmx="149~140" WheelPosition="2" /> <Function ID="11" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="159~150" WheelPosition="3" /> <Function ID="12" Name="Pulse" Display="'Pulse %.f%%',100~0" Dmx="160~169" WheelPosition="4" /> <Function ID="13" Name="Open" Display="'Open'" Dmx="170~172" WheelPosition="5" /> <Function ID="14" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" /> <Function ID="15" Name="Frost" Display="'Frost %.f%%',0~100" Dmx="173~225" WheelPosition="1" /> <Function ID="16" Name="Close Pulse" Display="'Close Pulse %.f%%',100~0" Dmx="235~226" WheelPosition="2" /> <Function ID="17" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="245~236" WheelPosition="3" /> <Function ID="18" Name="Pulse" Display="'Pulse %.f%%',100~0" Dmx="246~255" WheelPosition="4" /> <Function ID="19" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" /> <Function ID="20" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="65535~0" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="AutoFocus_Adj" Name="AutoFocus Adj" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Adjust" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="AutoFocus" Name="AutoFocus" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" /> <Function ID="2" Name="10m" Display="'10m'" Dmx="16~55" /> <Function ID="3" Name="15m" Display="'15m'" Dmx="56~95" /> <Function ID="4" Name="20m" Display="'20m'" Dmx="96~135" /> <Function ID="5" Name="30m" Display="'30m'" Dmx="136~175" /> <Function ID="6" Name="40m" Display="'40m'" Dmx="176~215" /> <Function ID="7" Name="50m" Display="'50m'" Dmx="216~255" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" /> <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="128~143" /> <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',100~0" Dmx="144~159" /> </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" /> </Attribute> <Attribute ID="HotSpot" Name="HotSpot" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Uniformity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> </Control> <Mode Name="28 DMX" Channels="28"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="265" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="9e53ba17-42c3-41d2-a693-40627829f723" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="Control" ChannelOffset="6" Wheel="28" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="7,8" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="9" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="10" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="11" Wheel="18" /> <Attribute ID="Prism_1" ChannelOffset="12" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="13" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="14" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="15" Wheel="54" /> <Attribute ID="Prism_Macro" ChannelOffset="16" Wheel="83" /> <Attribute ID="Prism_Mac_Rot" ChannelOffset="17" Wheel="84" /> <Attribute ID="Frost_Func" Wheel="50" /> <Attribute ID="Frost" ChannelOffset="18" Wheel="51" /> <Attribute ID="Zoom" ChannelOffset="19,20" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="21,22" Wheel="20" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="23" Wheel="49" /> <Attribute ID="AutoFocus" ChannelOffset="24" Wheel="21" /> <Attribute ID="Shutter" ChannelOffset="25" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="26,27" Wheel="1" /> <Attribute ID="HotSpot" ChannelOffset="28" Wheel="26" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Int"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Beam"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Effect"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp On"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp Off"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="High CRI (CRI=90+)"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Standard CRI (CRI=80)"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1" /> <Palette ID="2" Name="Deep Red" Number="2" Page="1" SetControl="Colour1:2,Colour1Func:1" /> <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:3,Colour1Func:1" /> <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:9,Colour1Func:1" /> <Palette ID="5" Name="Light Green" Number="0" Page="1" SetControl="Colour1:6,Colour1Func:1" /> <Palette ID="6" Name="Dark Green" Number="5" Page="1" SetControl="Colour1:5,Colour1Func:1" /> <Palette ID="7" Name="Aquamarine" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Colour1:11,Colour1Func:1" /> <Palette ID="9" Name="Aquamarine" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" /> <Palette ID="10" Name="Dark Blue" Number="7" Page="1" SetControl="Colour1:14,Colour1Func:1" /> <Palette ID="11" Name="Magenta" Number="9" Page="1" SetControl="Colour1:10,Colour1Func:1" /> <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:10,Colour1Func:1" /> <Palette ID="13" Name="Magenta" Number="0" Page="1" SetControl="Colour1:10,Colour1Func:1" /> <Palette ID="14" Name="Lavender" Number="8" Page="1" SetControl="Colour1:7,Colour1Func:1" /> <Palette ID="15" Name="Dark Blue" Number="0" Page="1" SetControl="Colour1:14,Colour1Func:1" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="10" Name="Gobo 9" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="11" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo1:11,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="12" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo1:12,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="13" Name="Gobo 12" Number="0" Page="1" SetControl="Gobo1:13,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="14" Name="Gobo 13" Number="0" Page="1" SetControl="Gobo1:14,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="15" Name="Gobo 14" Number="0" Page="1" SetControl="Gobo1:15,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="16" Name="Hole" Number="0" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="17" Name="Gobo 1" Number="0" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="18" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="19" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="20" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="21" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="22" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="23" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:9,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="24" Name="Gobo 8" Number="0" Page="1" SetControl="Gobo2:10,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="25" Name="Gobo 9" Number="0" Page="1" SetControl="Gobo2:11,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> </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="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" /> <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" /> <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette ID="8" Name="Closed" 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" /> <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1,Frost_Func:1" /> <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:3:100,Frost_Func:2" /> </Group> </Palettes> <swatchLibrary> <Swatch id="1e700b18-da8e-46f6-833a-f9843fc66178">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</Swatch> <Swatch id="9604bfba-1787-40a2-b3f4-199f6c442b91">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</Swatch> <Swatch id="b42a8fa3-2a72-4d82-a6b6-362a370b3f06">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</Swatch> <Swatch id="f02c928b-09a8-4f4b-b6f9-cad31b69e67b">iVBORw0KGgoAAAANSUhEUgAAAJgAAACYCAYAAAAYwiAhAAAACXBIWXMAABdgAAAXYAE8fGXsAAAVLUlEQVR4nO2de2xU153H73hnrNASdWlRwIOXsWFbtjSp1LSOE0+CYzzjwa6iBCkxCaFmIPsPKUq1gKmNAb/wYyGwUkXgn4YAtaF1WrVdJBszYwhNZ7zELZWqxBGVSDzUPByxpRHZTeRhPXu+4zlmPJ7HfZx777kz9yPZ87733HO+9/f73d859xxrJBIRcpVQKPSA3W5f2dvbW2SZshQJFqFoyH/OEREsD46MXHFYBGF+ePL2Qxk284k1f+FnJSUrQhYhcpfUZshVWTUWyYuMeTyescnJyVGHw/GFFsfDI1a9C6AV4+Pj82w2W+nAwEDpeZ/vUUGwfDMYCHyLfJSncNMP3SMiHA7cXkbfGA4Eo4/7WlrxMFXmdH4gCJEPV7vdl6urqy+Fw+FLhYWFnyvcryHIWoGNjo7mL1iw4DHf4OAav8/nCgaCRFSCTYei5BEhP0IeHyFlqI2JLlzmLLvscrv9bo/n7J07d95buXLlpA5lU52sEtjExMSX67dtW0Oe1o6M/MVF3NtX9S5TCmxEbKX4a2tpbbLlL/xbSck3/C6Xq89TU3N20aJF/6N3AVlheIFdvHjROnZ1rHpo6NwGIqpqIqoH9S6TVHAiBAO3a2HhurqO3CViG6isrOopWl40UF5efk/v8inBsAK7efPmUuL+XunqeMMbDt9eqnd5WIEThIrNZlt4rbHph8eJG32zoKDgmt5lk4PhBEbcYAlxgztIA6wV9ImpNAMnDnGhe8lfI4nZfn3g0KHXifsc0btcUjCMwG7durVq5/btzURYq/Uuiw4gZqt1lj5eS4R2fv/Bg62LFy/+nd6FEgP3AstxYc0B9fDk40+sNorQuBXYjRs3VjTU7zxELvFr9C4Lj9wXmrO/+8D+bXa7/YreZUoGdwILhUL/ePHChVYSd2wRsjzGYgFOwFVlTvfeluaj5RUVzQ6H4+96lykebgSWl5dneeunbz3f3X34sIjuGZPZ2MgJ+Zqt840Xv/vdFVtP/eLUL6emprjoA+RCYOPj40s2vLT+aHtbyzN6l8XI4MT8r+HbfaQuz5A63VJYWHhd7zLpLrATx068SKzWEVI5C/QuS7ZA3OYz7tVrn2xo2Prqxs0bf65nWXQT2Mcff/yV5t17fkIq4wfkpUWvcmQrOGGJRzg1NOSrbt3X/lpxcfGnepRDF4Fdv3792zWe2j5SCSv02H8OYSEncB2p61L/hd/ULlmy5M9aF0BzgcVc4ptEXF/Set+5Ck5kV8Vzw8RlvqK1y9RMYLhKPH7s2IH2ttbtWu3T5D44oYnLPG3Ji3zPu3lzvVZXmZoIDGOzyJVND7mUfkGL/ZmkhrTBdtIWS0mbbNBiDJrqAkPitKujc3A4EHhM7X2ZiIPEZS+QNnHs6+zwqJ2YVVVgN27c+Kc9jU39w8HAw2rux0Q6OOFJ27zb/fr+Grvd/le19qOawCCuyqefvUB8/3K19mGijCA58dFGQ+/8tkItkakiMFNcxgFtpKbImAvMFJfxUFNkTAWGgB4xlyku44E2a9ixs7+9q+MploE/M4EhFRG9WjQDesOCmGz3rqbBxqZdT7FKYTARGJKoyHOZqQjjgzbs7ujs6Tl9ah2LZCwTgSFDbyZRswfkyUib4i6mHUq3pVhg6Fs0u3+yD2T8I1OWPyjtu1QkMIyKQMe1km2Y8Ava1uVxjSoZhSFbYBjPFRtyw3RUhC1/Ia5oWG7SRCZoW1fFc339g32lcseTyRYYBguyHs8FcZWUYJMrhJGRK6bQRIA6A9P1Fo2fmG4fbYy2Ptnbs1HO72UJDHFXbCQqM6i4Dhw6GH09OHBW8Pt8ptDSQOvM5XYLnuo10TpTo77Q1qTNB+TEY5IFhhs0MIZeYDzMmVbUokWLoq/rvBtnKs0U2mwShUXrDM+n60pgXVcWtHllVeW7Um8kkSSwWL7rKOsbNFBhqCyIKh5UXKLQWLsAI5FKWBS8hgeo37ad1BPbkxFtvuvHDUd7Tp96Vkp+TJLAcN+iGreWodJQYamgQosn14RW5nTOPE+si0QgQJVc5TPr161/njx9W+xvRAsM/Yy4KVZWydJArVfi2ZiMeGsGcsFtZrJaieBz6ipZWzHwxz9eOUy04BPbXylaYHsam1rVuOM6k/VKJJnbzEahSRVWPPiuWlYMGsDUDnVe74/EfF+UwDARSTAY2KKsaHORYr0SoWcq/hBzqBDY6kbiFbWc+lEx4EeWf4urquqImAlXRAkMs9wIjCciQSU27tqaMZ5IByp+YmJi5mzNJuSeeBRqxf70/nIisJMMSxbFBk2c7O35fqYvZhQY5udSYwolmhhkAc7UbLFeAMeCY5LqGhOZDj3OCl2d7HtHoAloI9P8ZBkFhsnf2BVrmlRpCanAetHkYqr98E6qhscx4diUWng1A35o42Rvb2W676QV2LT1Yj+zoNTAPh3prJd1Xo2Q9w9fY7IfNZj6v/8m//uTlp+VFVMz4Ic2MlmxtAJT03opqTQA6zUd3GdX7BUPjs1VdUTwn3tVsavUy4qlFBhmc+bZeqnV78YTOLaSkqtMXCVOasA6QQ2NQCupZr9OKTBMFc60JAJb65VtgX0qqIVmEfCjztQYDgWtECu2LtlnSQWGRQ5i89AzBWkJltYrF4AYkMtia8WYx2JroZlki0UkFRhW0BAY571oX5rW1guBNM+BvpjjYJm2OPAfHxErxjy0sEEzdV7vnJh9jsCw9g+WZ2G6d43SEsngWVxArMtilbbABUP9tqvMrRg04ygubk9cW2mOwEIffVTDeu0flmmJrs7DORF7JcJ72gKagXaE8vL/jH9/jsD8fv/LzPYqsE9L5DLUirEK+FlbMWinbtOm1ALDeotYEo/lTpHsNNMSbMCxI4ZC9w+LgJ91fUI70FD8epezBDbY37+G5XqLCOxd7mVmWoIh9z7vJ3WxgpkVYznaAtqBhogV+xV9b5bAiImrZbKnGHQsk1JyKS2RCd7TFtBQUoFh8hIsQ8xqR7BeSs8yYFqv5LAbbcF2ZDA0BC3RyVNmBIYF1Fmtcc1Tf2M25MGS/YZaMSUio6ODWQb80BC0RJ7+Hq9nBOYbHGSTRxD462+cHrXAJ3K7buLTFkphHfBDS3Ve72yBkcIycY889TciIOYdJccHUcDCY2g1T2kLaIkIbDeeRwU2Pj4+LxgIPspi4zz1N2Z73KZOwK98tAW0BE0VFhZ+HhWYzWYrFRj0PSKwV9odBMzAXjxsh1czC/htMU29ExXYwMBAqdItApwFEIeSA6X9jbl2Y60SWPVTAsTPLFwlNOX1eqcFdt7nU+weWaUlAM5IE/HwaMWgKSKwWJAfsTyiZGM0sFeKab3kw91NIjFNWUOh0APBYED2PWT0JlEW1gsVhNESJtKhVkxpDMyqnxKagras+fn5K8nrPCWF4iUtketAFCePn+BltEUetGUdHBwsUrIV1klVE/ng5KQegIfRFtCW1TJlKZK9Bbohhb7ftF5sURrwoz1YAG1Z/UPnipRsJD4gl3NQZmDPFiXJV9oWzGYssgjEggmCQ9lWpkWGAqFgcqYbMtMS7JFixajFohdZrDzJkP+cwxoRLEwGGKJQCArj7+MD6Q7QtF7qIGW0RbzVYt0O0JaVCEKxBYsHB9fW0iLKmilJS8RPbJKNsZvS46NpC5DMVTJ3h0mAtqz3Jm/PZ75l4b7bxBjy+n9bNkdoNLCXCq34WRObfPazrBRZ/vwfRIcaWedNjwyReoyof8wP5qm+332XKCygVt2R8Gs+MvnMp8WkoOCY/AzzUyVaNKljvZIKKwbeU2GSNd3AseKYAD1WvJYqtOnv9ZO6XjYTsrCOszLs/yFVF4WP29Gs+AxISUvQCk83MjVblqBJdazxQoNogJS7woEe89lqIjBKfCJQzEGms1rx4DNa8dkgsnTgWKnrFCs0Gq7oUTeaCgywFFY8PI+7F4sYS01JFFqmetXrxNNcYJmQUsmJ5IoVi4dab7kXAmrDlcCUiAsY2YopOfbE+IwnkXElMKBUJDxWsliMfIKkgjuBKb2PkboMI6Ut4tMSSuDSRZKD+0SNJWLkQPM2CF6VYpS0hdKwgMLjvZ/QljUiCJ8JKiZb5cDKihnVVcqBR+sFbVlLSlaEhgO3l+ldGAq1YkrPaiPEM9lsvQC0ZbUIkbt6F0QteLdiLOIuiItH6wWgLWulqyoUDAT1LsssWFoxXkVGk8ksLC1vx0aBtqzEUY7pXZBksAz4eYSVa+R6/g2iLWskLzKmdznSkY0BP6tFunh1jRRoy/ryyy+P7Wtp1bssSaHDfeZ9pS5rAn7WgT3P6RiPxzNmvXHjxih5PiUovDdSLVid7bxZMSXwHNjHMTU5OTlqdTgcX5Q5nR8EAwFF0weoRTalLVhZL8C5uDBXyQfQVqyrKPIh+celwACrgF9vK5YTgf0MUU1N90WudrsvBwNBpjNMqwGLgD8qUh3G8LNy9TgG3q0XgKbwGBVYdXX1JV4DfQorK6ZX1ju3rNe0pvAYFVg4HMaLsMB4hTU1MGLaguXa4UawXkJUUuH7AsNcmmXOMrhJJjMdqoURk68s0xJGsV7QEjSF5zPjwVxut593gQGIzGogKxYt7zxl2zBIWmIGaIk+nxGY2+M529bS2qRPkaSByjZC2iKX0hLxQEv0+YzA7ty58x6pkL+xWu1DTYyStsg11wigIWipoKAg+npGYFhbpqTkG8RN3uY+XUHhOeDPwcA+CjRE1ykCs8bku1yuPiPkwwCrDL9a5KL1itEX/2KWwDw1NWe7uo7cZblmJO+oYcVYWC+jBfaAHPfdA4cOnY1/b5bAsFIpMXEDRnGTPFoxloG90YB24le7BXNuWyNustcobhKwSAOwtmKsXKORrBeAdhLfmyMwx7Jl/TbbwmtYRV6bYikDFoNV2kLp/ZSs7m8ERhMXNAPtJL4/R2Dl5eX3Gpt+eLytpXWvNkVTxv2GyI77KQ0a2AvQDLST+H7SO7vdHs+bRGCNggH6JuNRkrZg5ZaUWlMjukZCGJpJ9kFSgRUUFFwrc5b92mixmJyAP95iKG3YeGuaOEOh2LIYEWgFmkn2Wcq5Kcjl5uvO0scNIzCp0MZUw2JQsQMpgjeo9YpqJdVnKQVGLjdHiDLPEyu2Wp1isUesFdPiKi3emgExZTIi0Ai0kurztLPr7D94sPXJx58wjMBAurQFS3copTzTpHabRk1LAGgk3edpBbZ48eLfGc2KgcRAW013KBZ6C16qRKwRxQVtQCPpvpNxfrBjJ060/ss/f91QAkt0lTxZh2TxmRHTEiCT9QIZBWa1WokVc/YHAwE2GUSNoBaDRxLjM17ELwVoIpP1AqJmOOw+sH/bqjIn1kw2VF6Md4worBhhaELMF0UJzG63X9nb0ny0raX1NWXlMskGoAVoQsx3Rc/RWl5R0WzrfONFXqbbNNEHTIsJLYj9vmiBORyOvzc0bN3a3tbSl/nbJtkKNAAtiP2+pFmmN/3rpl9ueGn9GRLwPyO9aCZGhwT2Z6CBjZvFr6QrSWBTU1OR8fHxLe7Va58krnKB5BJqDHJOWLSeV9ReTo8lpC7vdP5795aTvT0RKb+TPE9+YWHhdWImXyWu8pQQXRKQX6i4Dhw6OPMelhKMX/Rcz9dYWg+LtxqACNocbS/1h7IWYiAm8udDQ75q4irr5PxeK1KtuMvTa+J2uF9SmpTxZ2hzOb+VvdJH677212o8taXEvPPrg0wUQ1zjFbS13N/LFlhxcfGn/gu/qXVVPDdMRPYludsx4Rcirv9FGy9ZsuRTudtQtFYR2fGfiW9+hcRjp5Vsx4RP0LZoYyXbULwYFnyzJS/yvbaW1u1Kt2XCD3tbmg/WeeXFXfEwWW3Nu3lz/YaX1i8lweoLLLZnoi8kqH8bbVrn9SreFhOBIT82Ojq6oauj0zEcCDzGYpsm+vCE0/leQ9OuDVLzXalgtl4kJrzY19nh2dPY9G4wGHiY1XaVkpgi4I0/vb+c/OcjTVFW5ny/nbShw+GYzPxtcTBdkBR9VN2v76+pfPrZC+TKcjnLbcsFSU2eRfadh68KQQ70Ra4Yr6Lt7Ha76H5GMTBf8ZYU8K9D7/y2gieRmaQH4kKboe1Yb1uVJZVNkRkHNcUFVFuzm4qsYcfOfp5iMpP7IOaKuUVVxAVUXRQeBW/v6nhq966mQfPqki9wtYiAnnXMlYiqAgMI/Bubdj3V3dHZo3WezO/zRR/R4c0rdMiOliDPhVQEy6vFVKguMIAURs/pU+uOHzt2TcuMP208KjST6Qw9kqis8lyZ0ERgAMlY8rAjMmX5Q3f34Te16CDHQL6RkfQD+jJN16T251qBjmv0LaL7h0WGXiyaCYyCvkuXxzXqqniuT4uhPpkaV+/PtQBDbmKjIhR1XMtBc4EBHGj/YF9p8+49PyFxGWaN43pkrIGJYLAgxnMpGXKjBF0EBjCejMQBG08cOzFAXOYRI4zxNxIYQ49hznJHorJCN4FRUAGVVZXv7vpxw1HzbiU24O4f3KAhZww9a3QXGEBFkKvMZ9/66VvPE2t22Ly5Vx64KRb3LeLWMq2uEjPBhcBA7Crz7acrn/ZdvHChta2ldYtgzoUhlnBZmfNoe1dHM/KOUu5bVBtuBEZBBZHL6B+5qqqONNTvPGS0WX20BrPcYCISsXNFaA13AqOgwoiZ//69e/dWbd64sdlok+CpDSZ/w/xcYqZQ0hNuBUbB/GQne3srb926tWrn9u05LzSjCIvCvcAoqFAIbWJioqR+27YdRGhrhdyJ0cKYKhyzOaebcJdHDCMwCiqYCG3dzZs3l/oGB1/p6njDa5Rlb6SC5VmwggYWOUg1Dz3vGE5gFFQ4uRhodhQXt49dHaseGjq3YWTkL9VGX4oQS+Jh1bLKyqqeouVFA8mWZzEShhUYBQ1A/s6QS/MzxH1+ebC/f43f768lYnMZYXlogGWIsVIsFoTFmp2JS+IZGcMLLB40TN2mTb/C3+joaP6CBQseI250jd/nc5GY7VGBn5gNMdVll9vtxwLqWOM6fhnibCKrBBZPrMF+T9wo/naPj4/Ps9lspQMDA6XnfT4iNss3g4HAt8h38lQuylSZ0/mBIEQ+XO12X66urr4UDocvFRYWfk6/QBdQz0ayVmCJxBr0Ha/Xi7/oe6FQ6AG73b6yt7e3yDJlKRIsQtGQ/5wjIlgeHBm54rAIwnwR3VafWPMXflZSsiJkESJ3I2SzrsqqsUheZMzj8YxNTk6OOhyOL1Q+PG75f6aFuxvsxzFKAAAAAElFTkSuQmCC</Swatch> <Swatch id="7ce22f4f-f4d0-42e2-b95d-f1bac01a4705">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</Swatch> <Swatch id="60cfbfd3-067f-46f5-af5a-b1b214a5314e">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</Swatch> <Swatch id="97b2e05f-3c9b-43d5-a86d-81809ba5add5">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</Swatch> <Swatch id="f7201974-a047-41b4-8e5f-086b1142045f">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</Swatch> <Swatch id="28aa598f-95c8-4db1-bf98-1b04d858a606">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</Swatch> <Swatch id="1c5b5d7b-3676-4280-b5a5-a6c9251634c2">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</Swatch> <Swatch id="fe4207a1-a05b-4f79-b0ed-7f7ed3926e83">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</Swatch> </swatchLibrary> </Fixture>