View Personality

LightSky Aurora (S600BSW) (LightSky_Aurora (S600BSW).d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Aurora (S600BSW)" ShortName="Aurora" Company="LightSky" Version="4"> <Copyright Notice="© Avolites Ltd. 2025" /> <Thumbnail>fc6f29a1-e4e4-49f8-880f-a9786de8cce1</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="27-03-25" Author="Nic Morris" Comment="Added gobo 2 swatches (gobo 1 has 13 images but there are 14 slots in the DMX)" Version="4" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="3215a00b-018a-41b3-a295-950690d62ad4" /> <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+)/ CMY Uniformity" Display="'High CRI (CRI=90+)/ CMY Uniformity'" Dmx="30~34" /> <Function ID="5" Name="Standard CRI (CRI=80)/ CMY Standard" Display="'Standard CRI (CRI=80)/ CMY Standard'" Dmx="35~39" /> <Function ID="6" Name="Fan Auto" Display="'Fan Auto'" Dmx="60~64" /> <Function ID="7" Name="Fan High" Display="'Fan High'" Dmx="65~69" /> <Function ID="8" Name="Lamp On" Display="'Lamp On'" Dmx="130~139" /> <Function ID="9" Name="Reset P/T" Display="'Reset P/T'" Dmx="140~149" /> <Function ID="10" Name="Reset Colour" Display="'Reset Colour'" Dmx="150~159" /> <Function ID="11" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="160~169" /> <Function ID="12" Name="Reset Int" Display="'Reset Int'" Dmx="170~179" /> <Function ID="13" Name="Reset Beam" Display="'Reset Beam'" Dmx="180~189" /> <Function ID="14" Name="Reset Effect" Display="'Reset Effect'" Dmx="190~199" /> <Function ID="15" Name="Reset All" Display="'Reset All'" Dmx="200~209" /> <Function ID="16" Name="Lamp Off" Display="'Lamp Off'" Dmx="230~239" /> </Attribute> <Attribute ID="Cyan" Name="Cyan" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,255" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,0" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="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" /> <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="Effect" Name="Effect" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="20~127" /> <Function ID="3" Name="Op-Full" Display="'Op-Full %.1f%%',0.0~100.0" Dmx="170~128" /> <Function ID="4" Name="Op-Half" Display="'Op-Half %.1f%%',0.0~100.0" Dmx="213~171" /> <Function ID="5" Name="Half-Full" Display="'Half-Full %.1f%%',0.0~100.0" Dmx="255~214" /> </Attribute> <Attribute ID="Effect_Rot" Name="Effect Rot" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="1~127" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~128" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="129~255" /> </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>7a4d2e62-8cd4-446c-8da0-f25f2649a634</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="88~95" WheelPosition="0"> <Swatch>7a4d2e62-8cd4-446c-8da0-f25f2649a634</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>7a4d2e62-8cd4-446c-8da0-f25f2649a634</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>784efba6-ca67-4bae-98d9-852018921f1f</Swatch> </Function> <Function ID="4" Name="Gobo 2" Display="'Gobo 2'" Dmx="17~28" WheelPosition="3"> <Swatch>6376f2a8-9e7e-440d-b9d1-35a953544db3</Swatch> </Function> <Function ID="5" Name="Gobo 3" Display="'Gobo 3'" Dmx="29~40" WheelPosition="4"> <Swatch>de39d499-eba3-4b06-b9ed-65f6d416d2cc</Swatch> </Function> <Function ID="6" Name="Gobo 4" Display="'Gobo 4'" Dmx="41~52" WheelPosition="5"> <Swatch>a53d1cf9-b4eb-478a-9cc3-806c3a33c919</Swatch> </Function> <Function ID="7" Name="Gobo 5" Display="'Gobo 5'" Dmx="53~64" WheelPosition="6"> <Swatch>2c4be31c-a00e-4da9-ab9f-7080ef4156e4</Swatch> </Function> <Function ID="8" Name="Gobo 6" Display="'Gobo 6'" Dmx="65~76" WheelPosition="7"> <Swatch>10ef62c1-0d64-4caf-b013-56306106bcf9</Swatch> </Function> <Function ID="9" Name="Gobo 7" Display="'Gobo 7'" Dmx="77~88" WheelPosition="8"> <Swatch>8c3e6ef4-8031-4b32-8f08-c80a910dc4ca</Swatch> </Function> <Function ID="10" Name="Gobo 8" Display="'Gobo 8'" Dmx="89~100" WheelPosition="9"> <Swatch>4fe1c621-5ea8-417d-901c-bad420319d86</Swatch> </Function> <Function ID="11" Name="Gobo 9" Display="'Gobo 9'" Dmx="101~112" WheelPosition="10"> <Swatch>f67f56de-8e7a-4c25-8759-9de2fcc8179c</Swatch> </Function> <Function ID="12" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>7a4d2e62-8cd4-446c-8da0-f25f2649a634</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>784efba6-ca67-4bae-98d9-852018921f1f</Swatch> </Function> <Function ID="15" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="125~136" WheelPosition="3"> <Swatch>6376f2a8-9e7e-440d-b9d1-35a953544db3</Swatch> </Function> <Function ID="16" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="137~148" WheelPosition="4"> <Swatch>de39d499-eba3-4b06-b9ed-65f6d416d2cc</Swatch> </Function> <Function ID="17" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="149~160" WheelPosition="5"> <Swatch>a53d1cf9-b4eb-478a-9cc3-806c3a33c919</Swatch> </Function> <Function ID="18" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="161~172" WheelPosition="6"> <Swatch>2c4be31c-a00e-4da9-ab9f-7080ef4156e4</Swatch> </Function> <Function ID="19" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="173~184" WheelPosition="7"> <Swatch>10ef62c1-0d64-4caf-b013-56306106bcf9</Swatch> </Function> <Function ID="20" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="185~196" WheelPosition="8"> <Swatch>8c3e6ef4-8031-4b32-8f08-c80a910dc4ca</Swatch> </Function> <Function ID="21" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="197~208" WheelPosition="9"> <Swatch>4fe1c621-5ea8-417d-901c-bad420319d86</Swatch> </Function> <Function ID="22" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="209~220" WheelPosition="10"> <Swatch>f67f56de-8e7a-4c25-8759-9de2fcc8179c</Swatch> </Function> <Function ID="23" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>7a4d2e62-8cd4-446c-8da0-f25f2649a634</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="129~255" /> <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="129~255" /> <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="129~255" /> </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="33 DMX" Channels="33" Id="c430873a-249f-4f9a-ae2a-5525804488d3"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="250" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="96473e33-6958-47bf-9daa-e3b86e9f12a2" /> <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="Cyan" ChannelOffset="7" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="8" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="9" Wheel="12" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="10,11" Wheel="8" /> <Attribute ID="Effect" ChannelOffset="12" Wheel="113" /> <Attribute ID="Effect_Rot" ChannelOffset="13" Wheel="114" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="14" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="15" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="16" Wheel="18" /> <Attribute ID="Prism_1" ChannelOffset="17" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="18" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="19" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="20" Wheel="54" /> <Attribute ID="Prism_Macro" ChannelOffset="21" Wheel="83" /> <Attribute ID="Prism_Mac_Rot" ChannelOffset="22" Wheel="84" /> <Attribute ID="Frost_Func" Wheel="50" /> <Attribute ID="Frost" ChannelOffset="23" Wheel="51" /> <Attribute ID="Zoom" ChannelOffset="24,25" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="26,27" Wheel="20" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="28" Wheel="49" /> <Attribute ID="AutoFocus" ChannelOffset="29" Wheel="21" /> <Attribute ID="Shutter" ChannelOffset="30" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="31,32" Wheel="1" /> <Attribute ID="HotSpot" ChannelOffset="33" Wheel="26" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Int"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Beam"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Effect"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp On"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp Off"> <Set Channel="Control:16" 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+)/ CMY Uniformity"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Standard CRI (CRI=80)/ CMY Standard"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan High"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" /> </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 Pulse" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" /> </Group> <Group Name="Beam"> <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" /> <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" /> <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch id="fc6f29a1-e4e4-49f8-880f-a9786de8cce1">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</Swatch> <Swatch id="7a4d2e62-8cd4-446c-8da0-f25f2649a634">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</Swatch> <Swatch id="784efba6-ca67-4bae-98d9-852018921f1f">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</Swatch> <Swatch id="6376f2a8-9e7e-440d-b9d1-35a953544db3">iVBORw0KGgoAAAANSUhEUgAAAJgAAACYCAYAAAAYwiAhAAAACXBIWXMAABdgAAAXYAE8fGXsAAAU10lEQVR4nO2df2wU55nHZ51dK7REPTjhgM/HmnKnXGl9qlCDcYFde23HXlouqkRIpGDjCOl0VBFIBWIMdNdrDIaSVCKKglSJ2MbQViRVpaNlccBrzzqSIVQoKhdH+SOKl7rml0qL4I5o13jv/dr7usOyP2Zn3nfnnfV8pJX3x3jmnff9vs/7zDPvPK89Ho9Lc5VIJPJ0aWnpitOnT5c/ZbOVD4YGy0l1OCWb9MzIyDWnTYrPj0X/WpJlN7ftxQsfVFVVRKS4dP/KJ0sjrTuXjz2Kx8caGhrGotHoqNPp/CovJyQgdqMLkC/Gx8fnORyOyg+DwcpQaGilTZK+FQ7L3yY/Fencdclk9G7JsCx/k34R8M/87WwP4M+Uy+X+lHTjzzye6qsveL2XY7HY5bKysoc6j2sKClZgo6OjxYsWLVoVDAYbhwZCdWFZXkm+dhhQlCIi5Aryt2I4LG8KzIgu5nK7r1bXei56vd7zd+7c+XjFihVRA8rGnYIS2K1bt76+Z/fuRtKmmy5dulYXi95daHSZ0uAggq/Eq8Pn3+coXnh39eqKizV1njNkWD3/7LPP/q/RBWSF6QUmy7J9bGzMOzQwuJmIyktE9YzRZcoVdARYN7y6Oo/dJ2ILVtfWnCovLw+63e5Jo8unB9MK7MaNG0svXLiwtevAsZZY7O5So8vDCnQQKjaHY+H1tp/u6Kmvrz+xZMmS60aXTQumExgZBp/fs7t1F2mAH0nG+FR5Ax2HDKE+8mpb53L/9vDRI2+S4fOK0eXKBdMI7ObNm669ra3+sBz2GF0WA3DAoq2pXL3J5XaFDh05Eli8eHHY6EKpQXiBzXFhPQHqYe3qKo9ZhCaswCYmJp7b39b2c1Kh640ui4gohHaus6vrJ6WlpZ8bXaZUCCewSCTyD+TKMED8jm1SgftYLEAHdH1/Tb2vI3CcXHH6nU7n34wukxJhBFZUVGTr7u7eePjgsXdU3J6xeBwH6ZDbHcULXqmqqni9p6/vg6mpKSHuAQohsPHx8X9qaWo6fsDfvsHospgZdExi0c6QujxL6nRbWVnZn40uk+EC6+3tfeXwwbffjUXvLjC6LIUCEdmGes+La/fs2/7jLVu2/NrIshgmsC+//PIbHf7A2+Tyu4l8tBlVjkIFHZaMCL8cGhj0+gL+7cuWLbtnRDkMEdjt27f/fX3DxjOkEp4z4vhzCBvpwM2krivlj4KbSkpK/pjvAuRdYIkh8QQR19fyfey5Cjqye613hAyZW/M9ZOZNYLhK7OnpOUrM9s58HdPi76BDk7r/lc1m+15LS8vufF1l5kVgmJtFrmxOkUvpl/JxPIv0kDbYSdpiKWmTzfmYg8ZdYAicHj3ys/5hObyK97Es1EGuMl+KSzZne0eggXdglqvAJiYm/jng858bluXv8DyORe6QNllF2ma4s+vQ+tLS0j/xOg43gUFctdUbBsnYv5zXMSz0ESYdH200MHS2hpfIuAjMEpd5QBvxFBlzgVniMh88RcZUYHDo4XNZ4jIfaLP9bXvP+TsC61g6/swEhlDEzNWi5dCbFfhk7T5//+7WN9axCmEwERiCqIhzWaEI84OrS5sUP9XT1/cyi2AsE4EhQm8FUQsHxMlIm+Ippl1696VbYLi3aN3+KTwQ8Y/H43/Qe+9Sl8AwKwI3rvXsw0Jc0LZer3dUzywMzQLDfK7ElBvmsyIcxQulqqoKaWTkGq5uWO++4KD1BYijzmy/aFv3Wu+Zc/0fVGqdT6ZZYJgsyGs+FyrryJtHp9976t6RJh/+zhJaCiAs+7wfSm/sXC41er3S+WCQeadEG6Otu0/2bNHy/5oEBr8rMROVOag0iGvRokXTn0MXXycVt1waHAhZFk2By+2Wamo908KiddXU3MylntDWpM2DWvyxnAWGBzQwh17iMM0Z4tq7f8dshQG8R8XRHooKZDkMmA1aR0phKUHnbN21m3Ud2dDmtbW1w7k+SJKTwBLxruO8HtDA0IiKS0Wy0A51HptT1oz6WbBaqId0oJ6wDYehcoFv377jPX19L+YSH8tJYHhukdejZahAVEyqXqkEv1MRzoVhUymsdFYrGWzHw9LjaSViYDaSt++r/R/VAsN9RjwUq6lkKshkvZJJNWwWotBS+Vlq4GXFANnnO0QLF9Ter1QtsHafL8DriWu11isZpdDgdxSKyKjVUl7s5AovKwYNILVDc3PzDjXbqxIYEpEMy+Ft+oqWHlRmJr8iG8oeWyho6XBKeFox5A2pq6t7V03CFVUCQ5YbiVMiknnfaCY99XVd+7hz5850by0E6wVwHjifXIfGZHiFLQgOaOK93t4fZNswq8CQn4tnCiUECfVUIqABxnRgyBGZVI2PoQ3npceyA05hi+msPtBGtvxkWQWG5G/sivU4cGLVOvbpUGO9EO0ueuofdR2HF9EHvWl/QyhGrxXjOVRCG8SK1WbaJqPAEtaLS2ZBrY59Mtmsl+hA/LHoyZS/QRCwPnqcfcAxbOHJZsUyCoyn9colLJGOQvO9UoHOo3eoNNKKpRUYsjmLbL0gLh6+hWiwcvh5WjFoJV3267QCQ6pwpiVJQO+l6XVezT405gIrK8bL4YdWuk/2vJzqt5QCwyIHiTz0zLGGxtxhZcV4DZXQCjSTarGIlALDChoSh7iXEY696CEKtVe3rMIWnIZKBzTT3Nz8hM/+hMCw9g+WZ2F5dIoR1gvb2efpOiRXph79RfW2IoctoBmn03kgeW2lJwQWiUTW81j7xwpL6EfksAU0A+2Qt/+t/P4JgQ1eDL3K7KgKLN+LDSKHLaAdMkymFxjWW8SSeMyOmCB5GrQWIC5UbKGHJbIhctgC2oGGlOtdPiaw/v7+RtbrLaaaBq0FOovVQtywBbQDDREr9hv63WMCIyZuE5MjKbCGRvaIHLaAhlIKDMlLsAwxk6MksBz77OCRPC3A6ojo8END0BJNnjIrMCygznqNa70TCSl6rBeNg6ULByAOlSlUwPt3PZYDnQ4ie6+3R/M+AEsrBg1BS+TtR/g8K7BgMNioe+8KqPXSS9/Jk7qsFyot3WwFs0MFARdCqxWjD9GwtGLQEhkmHxfY0ECI6fDIyveaa4+n5YqIYQtoiQhsP95PC2x8fHweUe9K3XtOwCosAfNviSszLKdXg4BP/wwtaAmaKisrezgtMIfDUSkxuvfIMixRqI49a1hYMQCR/uytL6SH93S7FI6EpoamBfZhMFipd48UKyyRf1iGLfCMxKHOhbrrHppqammZEVgoNMRkeLTCEsYhWtgCmiICm/HBRi5dq9C1twSW9TIWkRx+qil7JBJ5epJBni9W1msmH5hlvbQg0n1KaArashcXF68gn4s07ykBC+uFmJeVbE4fLK2YzmGyCNqy9/f3l+vZC4X6AFqSdQBraGQD6k/PxEQ6a4XFxAJoy/6UzVaue08JIDL0IAglWx6rZCzHni25WjEqLJYRfWjLfuStL8qZ7C0BepBSaGquaizrxZZcrJhSWMwnIIYGy+3Pf/e6czhjdgFtUKG51jRmTPkI9FgvejO7EMWp59zUTK9WDoc86i8el5x2ySYxnWCYDO1NdNhMFppW60UrfzbvxIPeghIZzSCNc7M/+oumi590Dj+P4TAlRFt2UggnvyPMkDxsKv0zmjguF5SVT8FnSSqcK1Dl+U2LjHzG01G5CC05bMFzOEwFtGWfjN6dz/UoCpRCo+TSg1IJi0IboRCm5qR6lpOec64diT5PCfKdatQmxecjks8lLWYmcIK4a6/2oVgqLJDtQVVsa3YrlindFL4vnr8lp2GT1nW+6wXpNrkuCp+9ANlPOJPVSqYQrBjOV+255iI0ozqdoQLLRC7CUoLtzWrFlJZaLbRTYdgEop23kAJD3lY9GQnN7PBrOW9qzWbm/ot13kIKTC+ipsvMhBbrZQaEFBh8CvRIPZjNirHKIyva+QopsOmMOMTc66lwMzn8ah37TEwlnH3REFJgAJUlcnZoVrAaGkWd5mR3FC+4zWuJGD3MVJa+oRLixAWDqJVPYWG9RATasscl2wPJgGCrWqYYDJWiUujWC9qyV1VVRIZl+ZtGFyYVLKwYENXhZ+ECoAOKdl4UaMtOZHbf6IJkolAdfla5Y0V07Gch2rLbbFLE6HJkg5XDL1KEv9CtF4C27DWemjHRswaySOQrkhUr5LCEEmjL/igeHzO6IGpgYcVEuU9ZyI69EmjL/uqrr451tgeMLktWWDr8RloxVtbLDDQ0NIzZJyYmRsn7KYnBs5H5gEXYwigrVuhhiSSmotHoqN3pdH7lcrk/DYdlJukDeGL2sMVccOwp0BS0NX2rKC5Jn5E/wgsMmDVswSIsYQbHnpLQ1My9SI+n+upwWGaeYZoXZgxbFOpsiXR4iKbwd1pgL3i9lwMmcPQprO5T5suKzZWwhBJoCn+nBRaLxfAhJnFYYY0nZnH455BjT4klNDUjMOTSdLndV8OyzCzTIW/MErZgZb1MJC4JWoKm8H52Plh1reeimQQGUOnFDPbDy4phv3o7gNmGRgAt0fezAvN6vec7fP59xhRJO9EHvUx8MR5hC1Zz7M1kvQC0RN/PCuzOnTsfkx53l/VqH7wRNWwxFx17AA1BSzT/yKzAsLbM6tUVF80UrqCIGLaYg479NNAQXacIPDYnv6bOc8aMAhMtbDGX7jc+ydQZ5afHBNbQ0HC+q/PYfdZrRuYLEcIWc+x+42OQc79/+OjR88rvHhMYViolJi44V60YYGHF5lpYggLtKFe7BU88tkaGydNmFBhg4fCLgNkcewq0k/zdEwJzOp3nHI6F17GKfH6KxRatDj+rK7Zpy/OgV/NFh1mtFzQD7SR//4TA3G73ZNtPd/R0+Py+/BSNLVqmV09pTFGZqQwYZnPNEGTGsAQFmoF2kr9P+WR3fX39CSKwNslk9yYpaq0Ya2ElQ/1CtcnzzOjYJ4hBM6l+SCmwJUuWXF/ncv/WzL5YJoeft7CSy6LGmpk3LCFJ0Ao0k+q3tLkpDh898uaaytWmFBglOWxBPxthKbIJzcTWa1or6X5LKzByuXnF5XaFwnJY/8LbBpBsxfJptdSUC1ChmdWxB9AItJLu94zZdQ4dORJYu7rKlAID9Ipu9r0g/L0s5nTolUAjmX7PKLDFixeHzWzFgEjCSkbksqkB2oBGMm2TNT/YL06cCPzbv/yraQVmwY9s1gtkFZjdbocVO0es2Ho2xbIoBKCJbNYLqMpw2NnV9RPX99fUSyaNi1kwJwZNqNlQlcBKS0s/93UEjnf4/Nv1lcuiEIAWoAk126rO0ep2u/2O4gWviJhuMxuscnHxwkzOPtJiQgtqt1ctMKfT+bc9+3a8fsDffib71uIAcWG9SlHhvqQeY6ABaEHt9jllmX7ttdc+aGlqOksc/g25F804tK5fnQ8gMLNAHPuz0MCWLern3OUksKmpqfj4+Pi2es+La4lZX5BzCQ2gqsoUKTeEh4wEf+04eHDbe7298Vz+L+c8+WVlZX/es2/7j8lQ+UsJSwIKzpVPuK+3qgvRy5cgjjZH2+f6j5oWYiAm8tdDA4Pe4bCsfll7g3j+u2KnoEX5woK7YOtc7j60uZb/1bzShy/g376+YWMlGSqf07oPC/EhQ+PnaGut/69ZYMuWLbsnfxTc5F7rHSEi+5rW/ViICxHX/6GNS0pK7mndh661isiB/0jG5q3EH/uVnv1YiAnaFm2sZx+6F8PC2Gyz2b7X4fPv1LsvC3HwdQTeam5u1uR3KWGy2lpLS8vulqampWE5/BKL/VkYi8vteh9tSgSme19MBIb42Ojo6Oa4ZHMOy/IqFvu0MIZ1bvfHu1rf2JxrvCsdzNaLRMKL9o5Aww//48Tww3t932G1X72IHmcSqXwut/t//KQNnU5nNPvW6mC6ICnuUfUH/2t9bfXvB8mV5XKW+9aKFQdTB7li/KKz69D60tJS1fcZ1cB8xVtSwD8NDJ2tqa3eIIzILDIDcaHN0Has981lSWWRRDYycs3IwwsPT3EBbmt2U5Htb9t7LizLhvlkmGvlWtM4e9MbPk+mYTPfvxvZAeBzJYZFLuICXBeFR8GJ07iu3efvN/LqEiJTzrnK5vMY/Xs+wNUiHHrWPlcyXAUG4Pjvbn1jnU2Kn7LiZGKAOBdCESyvFtPBXWAAIYyevr6Xe3p6rlsRf2NBhB5BVFZxrmzkRWAAwVjyZ1c8Hv/D4YNvn7BukOcX3LjGvUXc/mERoVdL3gRGwb1Lr9c76l7rPWNN9ckPmHKTmBWh68a1FvIuMIATPdf/QWWHP/D2cFhukkwwM9akxDFZEPO59Ey50YMhAgOYT9Z9smdLb29vkAyZ75pljr9ZwBx6THPWOhOVFYYJjIIKqK2tHfbt23fcbE8riQqe/sEDGlrm0LPGcIEBVAS5ynyxu7t74+GDx94x48O9IoCHYvHcIh4ty9dVYjaEEBhIXGW+X11dfUGW5UCHz79NsnJhqCW2zu063t7R4UfcMZfnFnkjjMAoqCByGb2jrq7u3f1tbT+3svpkBllukIhEba6IfCOcwCioMGLmfzA5Oen6z61b/WZOgscDJH9Dfi41KZSMRFiBUZCfjAit9ubNm669ra1zXmhmERZFeIFRUKEQ2q1bt57fs7t113BY/pE0d3y0GFKFI5tzpoS7ImIagVFQwd0ne16+cePG0gsXLmztOnCsxazL3mQDy7NgBQ0scpAuD73omE5gFFQ4uRjAVdOBsbEx79DA4OZLl655zboUIQVL4mHVsuramlPl5eXBVMuzmAnTCoyCBiCvs+TS/CwZPr/e39/fOHgxtImIrc4sy0NjGWKsFIsFYbFmZ/KSeGbG9AJTgoYhVu03eI2OjhYvWrRoVTAYbBwaCNWFZXmlJI7PFnO53Veraz0XsYA61rhWLkNcSBSUwJQkGuwjIja89o+Pj89zOByVHwaDlaHQ0EqbJH0rHJa/TbYp4lyUKZfL/Wlckj7zeKqvvuD1Xo7FYpfLysoe0g1ETY7HgoIVWDKJBh1qamnBa/q7SCTydGlp6YrTp0+XP2WzlQ+GBsvjcckp2aRnRkauOW1SfL6K21a37cULH1RVVUSkuHT/yidLI607l489isfHyHA3Fo1GR4mf+BXv8xOV/wdrP3YNXd5U9wAAAABJRU5ErkJggg==</Swatch> <Swatch id="de39d499-eba3-4b06-b9ed-65f6d416d2cc">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</Swatch> <Swatch id="a53d1cf9-b4eb-478a-9cc3-806c3a33c919">iVBORw0KGgoAAAANSUhEUgAAAJgAAACYCAYAAAAYwiAhAAAACXBIWXMAABdgAAAXYAE8fGXsAAAUO0lEQVR4nO2deXAUxR7HG0TkFPDA48mh/IEgoCJHURyKgEAwIgoBy3BoypJDURFUDILg7QNKFKE8opScAooSDUEQPFAEFI96ieXxIEA9tVA5BOSUvN+3tweGzc7uztE9Mzv9qeqaTbI709n5bM9s969/XaW8vJxFlUqVKlWjTXMqjU2lEZXaYluLSv0Uu9lJZT+VbVT2iW2ZqZTSe3zI25qHhyp+V0AVJFN12rQXpTWVZlQuo1LZ5a7ri3KJxd+P07FLaPs9lc1UNqCQdAddHjcUZKxgdFKr0qYdlV5UurOYVKf7UBUI3FKUHPG7o1Q/yLaaSjGVjSTcER/qJp2MEoxOWk0WEwonElKd5W+NLIHoRmuaT2UX1R2yLaZSTLId8LNyXhJ6wejE4H/oTSVXbGv7WyNH4IOQI8o++p9W0HYelRUk2zFfa+aS0ApGJ6EhbfKoDKPS0N/aeAo+IIZs2+n/nEPbAhJtu6+1ckjoBKM3vC1txlLpx/y5p1IJPjgTqYyn/3sZbaeSaJt8rpMtQiMYvcFdaDOJyrV+18UH8EHirRq9D2toO5lE+8TnOqVF4AWLuFiJwPtwbVhEC6xg9AY2pc10Kll+1yWgGKIV0XYMifaD3xVKROAEozesLm0mUxnBMv8eywvwAexB79ts2k4i0fb4XSEzgRGM3qBKtOlPZSZLPTyjORV8EEdTGURv4120XVoekDHAQAhGb8q/aINPYLbfdQk5+GCis7aQ3tMR5Nj//K6Q74LRGzGINrOo1PO7LhkEPqid6L0dSZIt8rMivglG/3wd2jxPZTB+9KseGQw+sAvofcboxmgSba8flfBFMPqnW7FYU97Uj+NHCHxwh1BpT+95Dkn2neoKKBdMXBILqNRQfewIgw/yenrv81RfMpUJJr4l/pvK/aqOqTkFfKAX0mloQ9txqr5lKhFMxGYhOmCAiuNpkoIPeEM6J7kqYtCkCyY6TleyWPCfJhjgg96Izk1P2R2zUgWjf6ABbTCU0ULmcTSOwAf+UzpHWSTZDlkHkSaYkGstlSayjqFxDT74a+lcdZUlmRTBtFyhAudImmSeC6blCiXSJPNUMHFDj3suLVf4wDkronPY2csbf88EE10R+Laob+jDC87dSiGZJ10YnggmOlHRz6W7IsIPzuE8OqUDveiM9aoFQw+97kTNHHAuMYtprNsduRZMjC3q4Z/M4346t1+6Hbt0JZiIiihwsw9NoCmgc1zqJgrDsWAingshN9KjIurVq8dGjhzJ1q1bxz7++GPZh9OcBOd2MZ3r9k7jydy0YAgWlB7PBblWrlzJ2rZty/755x92++23szfeeEP2YTUnwTnGuR7q5MWOBBP3XYOdvNYOZ5xxBnvnnXe4XOC0005jr732Gn+sJVPKYOTLcHI/ZlswMUEDMfRSw5wh19KlS1mXLl1O+T0ke/3111nDhg3Z448/LrMKmpPgXM+ic/+p3YkktgQT/V2Y/SN1ggYO8+qrr7Lrr78+4d8rV67MHnvsMYZumieeeEJmVTQnwTmfTeemr53+MbstGOYtSp1aBrlmz57NcnNzUz4XLVjdunXZgw8+yI4fPy6zWpoYOPdwYEm6L0hbMDHOONNBpWwxYcIEduedd6b9/LFjx7I6deqw4cOHa8nUMJNcWJXueKWdFgzT+aXOuB4/fjybMmWK7dfdcccd/LI5atQodvjwYQk105iAA3DhnnSenJZgIhHJCBeVSgm6H5588knHr8/Ly2MXXHABu+mmm7Rk8hlBTsxKJ+FKui0YstxIS0QyePBg9vLLL7veT1ZWFnv77bfZzTffzA4dimzmcBXABTjRJ9UTUwom8nNJS6HUrVs3VlBQwLsfvACSrVmzhvXp04ft3r3bk31qEpIFN1LlJ0unBZvkUYUqALmWL1/OTj/d28axQ4cO7IMPPmDXXXedlkwucKNbsickFUy0XlIyC7Zq1Yq9+eabrEYNOUOZbdq0YatWreKXy23btkk5hoYnwEvaiqVqwaS0XpdeeilbvXo1O/vss2Xs/gRXXXUVW7t2LevatauWTB5JWzFLwUQ2Zymt13PPPcfOPfdcGbuuwMUXX8wlw7fLb775RskxIwZasbZW2a+TtWCuoxmtKCkpYT179pS1+wpAMrSYPXr0YF9//bWy40YIuDIw0R8SCiYWOegnqzYPPPAAq1+/flrDQV6ByzHuybKzs9n69euVHTci9IMziRaLsGrBsIKGtH4vxHUNGzaM/fbbb3yoRxWQ7MMPP2T9+vXjMWYaz4ArcKbCPXsFwcTaP8Nk1wiSjRs3jh05coQ9/PDDsg93gurVq7Nly5ZpybxnGLnzWPzaSolaMHSqKlv7Jz8/n+3cuZNNnz6djyeqAJK9//777LbbbmNz585VcswIAGfgznLzLxMJdquS6piYMWMGH9qZNWuWMskwcjBnzhxWpUoVHsCo8QS4Yy2YWG+xt8oaGbz00kvs4MGDfEwS0awqgMwIbMQWw1Ua1/SGQ+b1LuNbMCzm6dt6i4iz37VrFw+VVi3ZRRddxCZPnqzkmBkM3IFDbxm/iBcsh/nMe++9x/r378+WLFnCqlWrpuy4jz76KN9qyVwDhyoKJpKXdPejRvFAMiP0BiHRqoBk6Mq49957dXSsc7rDJSN5irkFQ9KLwKxxjeEdREMgKkKlZHfffTerWbMmj5LVkjkCDsGldfjBLFgvX6qThE2bNrGOHTvyHvgLL7xQ2XERXfvnn3/yEQeNI+BSBcECcXmMp7S0lHXu3Jm3aJgLqYoWLXSaMxfApQl4wAWja2Z12rT2s0bJ2LJlCw+5KSwsZM2bN5d+vLKyMj6BROOY1nCK7sMOGi1YexbwxT8h2dVXX80vl1dccYW046CbBEGKW7dulXaMCACX4NRHZsECzx9//MFDbjCG2Lq19w0u5MIXi82bN3u+7whyimCBvTzGA8k6derE3n33XS6bVxhyffXVV5bPqVq1Kv9meezYMcvnaE7AnTIEa+ljRWyDIaW+ffvyqAgvAhf379/PI16TyYUWE52/iP7AsX/88UfXx81wuFNV6GYM3eWhW7cRkqEzFumchg51lLqKg0H2nJycpInt8MUC935nnRXrJkTAYqrWTsOawi20YPhapiaEwWNwucKMbuBEMsiFlmvFihWWz0G4NUJ7DLkAHhvT4rRklsCp5hCssc8VcQUCFyHZjh07eOKUdIGct9xyS1K5GjduzCfxYhsPJENKz1SCRpzGoRcMQLJHHnmE5wvDNhWQCxl8kD3RigYNGvDO3URyGWAwHuOlWjJLMkMwg4kTJ/KbcEREWAUuGnIhRMcKtE6QL5lcBoZkSFKsAxcrwAVr5HctvARJ6TCZBAGM8ZKlKxdu6O30s0Ey7BNRssn2HUEaQTDfAgxlYZxkhGCb815AvmQCIGrDrlwGkBlSI9znmWeesV/pzKR2xrVgBhBp7969PEoWLQxyuk6aZJ0JAc9ZuHChqxECSPb000/zcB9crjWxFqyW37WQBTpGMZP7nHPOYV988YXl8yAXOm179fImYglfNNAa3nffffwLSISpBcGkpsX0m59//pkXK7yWywCBi2eeeSbvQomwZPWlLgofdIwJH17LZYDO3/POO493Y2DkIYpEVjDI9corr7Bbb5U7DRTyYmAe45dRlCyygj300EM8NFoFiPpASk9Mx4sakRUsnU5Ur0Ao0Oeff67seEEisoKhBUMGRBmBi2aMOLNffvlF6nGCSmQFw4nHpctpx2o6oB8u6hEXkRUMQDJMJkEyYq+/SSIUaMCAAZGWC0CwnSzD+8KS8ddff/FcYV72hRlxZmgdrUAuDEzuRfqoZP10IWcnBNvPIiwYgBCQDMNKaHXc7itV+A6+YBihQOiQRdg3JhlnIPshGPJ7X+J3TfwGYgwaNIjt27fPcfcFojWGDBmSMkLWHMRoLBmN4McMzLi4DYLt87sWQQGC4LIF7EpmhAJh/NOK888/P2GELCRDZyyyCiHxSwaxz2jBNAIjzn/79u0nUjql85p04swQ22/V/2YsIY3kyIsW2V4aO6jwFqzM71oEESNPWCrJvAxihGQLFizgC6witiwDKNOCJQGSoSsDK5NYhWBjzfBkckEWO31txpLSiClDYuSQowVLxQsvvMAn5hq5XM0giDFZYCFCgXC5s9uRC8mmTZvG49hUpniXABeslAoyrYVybqQKMJnj6NGjPEExUqCDdORy27eGJaYR5w/JQhhTBqdKq5SXlx+iT0wJC1n6ANXMmzePjyciJBriPPXUU5bP9TKIEUnwkHwPN/8hk6wEbhlDRd8zLVhK0MXQrl27pM8x4sy8HHoy1nQKmWRw6sRYJPIV+Z5hOuwYcslY5Av7xLdRjDT8/fffnu9fAjwHliHYBh8rkhEYcskMYkSyFyxBfcMNN4RBMu6UWbCjLOBZDoMM5lyqiJA11jlHRiB0oQQUuHRSMOTSpBt9NGmhyHQYNNA7j298qoBkWGAVg+S///67suPaYDOcwgNzPNhqpgVzxK+//so2btyY8guAl1x55ZV87UvIFkDJVhsPzIIVU8lXX5fwc/jwYf6tETnD2rRpo+y4LVu25InzcE8WsJiyYuOBWbCNVHBRD8xqH2Fi9+7dPDwa/V/Ihq2KZs2a8dgyROYGRDI4tNH44YRgWFuG7sPQtOnuCodAMtwXIZ0TvvGpAtGxkAzhPhs2+N4hsNpYpwjEx+QvZlowV+ByiYhWPyRDwCIE91myxeYf4gXDtRMBiBmX0kklkAwzuZE+yghgVAEiNyAZwr/RovkA3Ck2/+IUwbBSKV0mEe+rWzGXIJf+8OHD+WPVkhUXF/N+MkTJKmaFebVbkGja2nymBfMEBCNCMnQjqAy7wYIRixcv5h2/8+fPV3ZcFnPnFBIJVkRlO4utIq9xCSTLz8/niU8Q4qMKSIYwI7RouFQrAM4Uxf+ygmDUxB2jy+QceqhT9HkIhpIwfvjss8/yGC8VIH3ozJkz+fEQOCmZOXAn/pdWM7sLqGDsQ49NeghCoLHWElYnUSUZomNnzJjBMy5KbEEx9liQ6A8JBSMTt1PFljF9L+Y5mNyL6NiCgoIT0bGygWRTpkxhP/30k6wZS8vgTKI/JMtNMZVpwaSAZMO48UdUhCrJAGL8JTHV6g+WgpGRm8j8NfTwWilVijiIhsAYIibqqlj0HhN6X3zxRRm7XgNXrP6YKrsOJgdqwSQBya655hq+ldi6cLkwjISldiQwOdkfkwpGFfpEt2Jy+fbbb1n37t2lSYaefciF0QUJoPX6JNkT0skPplsxyUAytGRImoJFuLzis88+4+OikuQCSVsvkFIw0YqhA03dyG0EKSkpYR07duRjiE2aNHG9P6SDys7Olhm7X5Sq9QLpZjgcQwULZOt+MYlgzUvEdRUWFrLLL7/c8X4gF2LT9uzZ42HtTgH9XmPSeWJagpGpP1ArNpsejnZTK01qIBnuyZCJx0kINpbOkSwXmA0n0nminRytWElqEIt4NkQVoLcfcV1FRUWsQ4cOab8OHamI0ZcsF1KuWq8qFkfagpGxe6gVu4vFBZRp5ABJkAUb/WS9e/dO+fwtW7bwlg9RtZK5Cy6k+2S7WaaxVEUhlWybr9M44MCBA+zGG2/kielww24F5MK9G5LmSQbn3tZyJbYEI3PLqRUbQQ87Ualn57UaZ2CJaKQLQI4yI4DRjEK50DSOKLfZW2s7Tz7t/38k2Uh6uIBKJbuv19gH/VijRo3ij82S4V4Nl0UFckGqkTj3dl/oaCEGOtAikgw3BkOcvF5jHwQuQjLcY2EWOQbL8W1x69atKg4/F+fcyQvdrPSBLgvMBG/qYh8aG0AyhF7jxr+srEzFDT1Ad4Tj7inHgpHRe6kVQzjPeio1nO5HYx/0dSkCwwA5ONdOd+BqrSI68HckWR49XOhmP5rAkodz7GYHrhfDEvdjSMhwv9t9aQLFNKf3XWa8Wm1tHIvNQnK30I8mKGC5knFe7MgTwUT/GPJGNqKiLoeRRgZIXJJrt7/LCs/WixTJU3rSw0+ptPBqvxql/IdKT3PyErd4uiCpGK9E3BgSI7gPatKo5L9UsuyMM6aD5yveUgV3kGRdmZYsTECurjh3Xu9YypLKWrJQIU0uIG3NbpNkCLfW92TBBPdcWbLkAlIXhReSdaaHWMpVf7sMFvi22NPre654pAoGxI0/JJvHdD9ZUEA/V66X3xatkC4YEF0YA1ksxY/u8feXaVTGedXPlQolggHxD40l0b5ksUwseoBcLRi4zvNi+McOygQzEGOXWKMSsf061EcNCLnJcTtw7QTlggERhYFYsuepDGY6MlYWuGrMpTLaTciNG3wRDIh/eKhIOowcjzrG31sQjThS9SUxHt8EMxCXTIxfYmKvnq3kDZj9M8JJDL3X+C4YEBNJ+tLD/lRmMj251ymYFIu5q0tVfUtMRSAEA+INWUKirWKxrC2YHqdzYaQHckXgCjBJdsepXQIjmIF4g+4h0XBfNp3prD6pwFDcmHRzRagmcIIZiDesD4nWhcVyIegcZaeCxICT00mh5CeBFcxAvIHdtGgnCIVYBoEXzMAkWlvajqXSj0XnHg33WEgrPzVZwt0gEhrBDMQbPJBEwyQTTJkbxjJ32RuM3c6hUmCVhz7ohE4wA/GGTyLRsHwF0hjkim3YlyLEknjofEb0yYpEy7OEidAKZiBOADoWC0m2mrTtxWILSHRn4VkeGssQY7VhjM8Wxy+JF2ZCL5gZcWLeQiHZqrJYkCOEg2ytWXDu2XBPtZnFpMICnhtVxGb5QUYJZkacsHWiTCDhsGZLe1EgWzMql1GpLLkqx6mUUPmexaTCescbqH4HJR83EGSsYPGIE/qRKBySrhptmlNpbCqYPFxbbGux1MNWGJ7ZT2Ubi90/YVtmKqV07ENe/A9h5P9fQ7Cw7IRZngAAAABJRU5ErkJggg==</Swatch> <Swatch id="2c4be31c-a00e-4da9-ab9f-7080ef4156e4">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</Swatch> <Swatch id="10ef62c1-0d64-4caf-b013-56306106bcf9">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</Swatch> <Swatch id="8c3e6ef4-8031-4b32-8f08-c80a910dc4ca">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</Swatch> <Swatch id="4fe1c621-5ea8-417d-901c-bad420319d86">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</Swatch> <Swatch id="f67f56de-8e7a-4c25-8759-9de2fcc8179c">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</Swatch> </swatchLibrary> </Fixture>