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Elation Fuze Teatro (Elation_Fuze Teatro.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Fuze Teatro" ShortName="Fz Teatro" Company="Elation" Version="4"> <Copyright Notice="© Avolites Ltd. 2026" /> <Thumbnail>9ae5213a-08c7-430f-9f38-4425aad712c3</Thumbnail> <History Date="28-01-26" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="29-01-26" Author="Nic Morris" Comment="Corrected name from Fuze Theatro to Fuze Teatro." Version="4" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="8870" ModelID="43" /> </RDM> <AtlaBase TypeID="9c07104f-4427-4e9d-bdd1-6e50f7518bcc" /> <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="Red" Name="Red" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" /> </Attribute> <Attribute ID="Green" Name="Green" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" /> </Attribute> <Attribute ID="Blue" Name="Blue" Description="" Group="C" Size="2"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" /> <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" /> </Attribute> <Attribute ID="Lime" Name="Mint" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Mint C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="100,255,100" /> </Attribute> <Attribute ID="Amber" Name="Amber" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Amber C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,100,0" /> </Attribute> <Attribute ID="Cyan" Name="Cyan" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,255" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,0" /> </Attribute> <Attribute ID="CCT_Preset" Name="CCT Preset" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="6000K" Display="'6000K'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="CCT C-Mix" Display="'%.fK',2400~8500" Dmx="24~85" Colour="255,240,200" /> <Function ID="3" Name="8500K" Display="'8500K'" Dmx="86~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Variable_CCT" Name="Variable CCT" Description="" Group="C" Size="2"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="6000K" Display="'6000K'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="CCT C-Mix" Display="'%.2fK',2400.00~8500.00" Dmx="6168~65535" Colour="255,240,200" /> </Attribute> <Attribute ID="Green_Shift" Name="Green Shift" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="- Green" Display="'- Green %.1f%%',-100.0~0.0" Dmx="1~127" Colour="255,255,255" /> <Function ID="3" Name="Neutral" Display="'Neutral'" Dmx="128~128" Colour="255,255,255" /> <Function ID="4" Name="+ Green" Display="'+ Green %.1f%%',0.0~100.0" Dmx="129~255" Colour="255,255,255" /> </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="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Random" Display="'Random'" 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"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62" If="'Colour1Func'==1" /> <Condition Name="Scroll" ID="63,64,65,66" If="'Colour1Func'==2" /> <Condition Name="Random" ID="67,68,69,70" If="'Colour1Func'==3" /> <Else ID="71" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="7 (Pale Yellow)" Display="'7 (Pale Yellow)'" Dmx="1~1" Colour="255,255,128" /> <Function ID="3" Name="103 (Straw)" Display="'103 (Straw)'" Dmx="2~2" Colour="255,250,230" /> <Function ID="4" Name="151 (Gold Tint)" Display="'151 (Gold Tint)'" Dmx="3~3" Colour="255,250,230" /> <Function ID="5" Name="100 (Spring Yellow)" Display="'100 (Spring Yellow)'" Dmx="4~4" Colour="255,255,0" /> <Function ID="6" Name="10 (Medium Yellow)" Display="'10 (Medium Yellow)'" Dmx="5~5" Colour="255,255,0" /> <Function ID="7" Name="101 (Yellow)" Display="'101 (Yellow)'" Dmx="6~6" Colour="255,255,0" /> <Function ID="8" Name="104 (Deep Amber)" Display="'104 (Deep Amber)'" Dmx="7~7" Colour="255,255,0" /> <Function ID="9" Name="15 (Deep Straw)" Display="'15 (Deep Straw)'" Dmx="8~8" Colour="255,255,0" /> <Function ID="10" Name="179 (Loving Amber)" Display="'179 (Loving Amber)'" Dmx="9~9" Colour="255,255,0" /> <Function ID="11" Name="21 (Gold Amber)" Display="'21 (Gold Amber)'" Dmx="10~10" Colour="255,100,0" /> <Function ID="12" Name="105 (Orange)" Display="'105 (Orange)'" Dmx="11~11" Colour="255,100,0" /> <Function ID="13" Name="158 (Deep Orange)" Display="'158 (Deep Orange)'" Dmx="12~12" Colour="255,128,0" /> <Function ID="14" Name="22 (Dark Amber)" Display="'22 (Dark Amber)'" Dmx="13~13" Colour="255,128,0" /> <Function ID="15" Name="778 (Millennium Gold)" Display="'778 (Millennium Gold)'" Dmx="14~14" Colour="255,128,0" /> <Function ID="16" Name="135 (Deep Golden Amber)" Display="'135 (Deep Golden Amber)'" Dmx="15~15" Colour="255,128,0" /> <Function ID="17" Name="24 (Scarlet)" Display="'24 (Scarlet)'" Dmx="16~16" Colour="255,0,0" /> <Function ID="18" Name="106 (Primary Red)" Display="'106 (Primary Red)'" Dmx="17~17" Colour="255,0,0" /> <Function ID="19" Name="26 (Bright Red)" Display="'26 (Bright Red)'" Dmx="18~18" Colour="255,0,0" /> <Function ID="20" Name="27 (Medium Red)" Display="'27 (Medium Red)'" Dmx="19~19" Colour="255,0,0" /> <Function ID="21" Name="19 (Fire)" Display="'19 (Fire)'" Dmx="20~20" Colour="255,0,0" /> <Function ID="22" Name="157 (Pink)" Display="'157 (Pink)'" Dmx="21~21" Colour="255,150,150" /> <Function ID="23" Name="36 (Medium Pink)" Display="'36 (Medium Pink)'" Dmx="22~22" Colour="255,150,150" /> <Function ID="24" Name="111 (Dark Pink)" Display="'111 (Dark Pink)'" Dmx="23~23" Colour="255,150,150" /> <Function ID="25" Name="128 (Bright Pink)" Display="'128 (Bright Pink)'" Dmx="24~24" Colour="255,0,127" /> <Function ID="26" Name="148 (Bright Rose)" Display="'148 (Bright Rose)'" Dmx="25~25" Colour="255,0,127" /> <Function ID="27" Name="332 (Special Rose Pink)" Display="'332 (Special Rose Pink)'" Dmx="26~26" Colour="255,0,127" /> <Function ID="28" Name="793 (Vanity Fair)" Display="'793 (Vanity Fair)'" Dmx="27~27" Colour="255,0,127" /> <Function ID="29" Name="113 (Magenta)" Display="'113 (Magenta)'" Dmx="28~28" Colour="255,0,255" /> <Function ID="30" Name="46 (Dark Magenta)" Display="'46 (Dark Magenta)'" Dmx="29~29" Colour="180,0,180" /> <Function ID="31" Name="48 (Rose Purple)" Display="'48 (Rose Purple)'" Dmx="30~30" Colour="180,0,180" /> <Function ID="32" Name="126 (Mauve)" Display="'126 (Mauve)'" Dmx="31~31" Colour="128,0,255" /> <Function ID="33" Name="49 (Medium Purple)" Display="'49 (Medium Purple)'" Dmx="32~32" Colour="128,0,255" /> <Function ID="34" Name="58 (Lavender)" Display="'58 (Lavender)'" Dmx="33~33" Colour="255,128,255" /> <Function ID="35" Name="199 (Palace Blue)" Display="'199 (Palace Blue)'" Dmx="34~34" Colour="0,0,255" /> <Function ID="36" Name="119 (Dark Blue)" Display="'119 (Dark Blue)'" Dmx="35~35" Colour="0,0,180" /> <Function ID="37" Name="132 (Medium Blue)" Display="'132 (Medium Blue)'" Dmx="36~36" Colour="0,0,180" /> <Function ID="38" Name="120 (Deep Blue)" Display="'120 (Deep Blue)'" Dmx="37~37" Colour="0,0,180" /> <Function ID="39" Name="165 (Daylight Blue)" Display="'165 (Daylight Blue)'" Dmx="38~38" Colour="0,0,255" /> <Function ID="40" Name="161 (Slate Blue)" Display="'161 (Slate Blue)'" Dmx="39~39" Colour="220,240,255" /> <Function ID="41" Name="118 (Light Blue)" Display="'118 (Light Blue)'" Dmx="40~40" Colour="0,128,255" /> <Function ID="42" Name="68 (Sky Blue)" Display="'68 (Sky Blue)'" Dmx="41~41" Colour="0,128,255" /> <Function ID="43" Name="143 (Pale Navy Blue)" Display="'143 (Pale Navy Blue)'" Dmx="42~42" Colour="0,128,255" /> <Function ID="44" Name="131 (Marine Blue)" Display="'131 (Marine Blue)'" Dmx="43~43" Colour="0,255,200" /> <Function ID="45" Name="115 (Peacock Blue)" Display="'115 (Peacock Blue)'" Dmx="44~44" Colour="0,255,200" /> <Function ID="46" Name="172 (Lagoon Blue)" Display="'172 (Lagoon Blue)'" Dmx="45~45" Colour="0,255,200" /> <Function ID="47" Name="116 (Medium Blue Green)" Display="'116 (Medium Blue Green)'" Dmx="46~46" Colour="0,255,200" /> <Function ID="48" Name="90 (Dark Yellow Green)" Display="'90 (Dark Yellow Green)'" Dmx="47~47" Colour="180,180,0" /> <Function ID="49" Name="139 (Primary Green)" Display="'139 (Primary Green)'" Dmx="48~48" Colour="0,255,0" /> <Function ID="50" Name="122 (Fern Green)" Display="'122 (Fern Green)'" Dmx="49~49" Colour="0,255,0" /> <Function ID="51" Name="89 (Moss Green)" Display="'89 (Moss Green)'" Dmx="50~50" Colour="0,180,0" /> <Function ID="52" Name="124 (Dark Green)" Display="'124 (Dark Green)'" Dmx="51~51" Colour="0,180,0" /> <Function ID="53" Name="88 (Lime Green)" Display="'88 (Lime Green)'" Dmx="52~52" Colour="128,255,0" /> <Function ID="54" Name="138 (Pale Green)" Display="'138 (Pale Green)'" Dmx="53~53" Colour="128,255,0" /> <Function ID="55" Name="203 (1/4 CTB)" Display="'203 (1/4 CTB)'" Dmx="54~54" Colour="230,230,255" /> <Function ID="56" Name="202 (1/2 CTB)" Display="'202 (1/2 CTB)'" Dmx="55~55" Colour="230,230,255" /> <Function ID="57" Name="201 (Full CTB)" Display="'201 (Full CTB)'" Dmx="56~56" Colour="230,230,255" /> <Function ID="58" Name="200 (Double CTB)" Display="'200 (Double CTB)'" Dmx="57~57" Colour="230,230,255" /> <Function ID="59" Name="206 (1/4 CTO)" Display="'206 (1/4 CTO)'" Dmx="58~58" Colour="255,240,200" /> <Function ID="60" Name="205 (1/2 CTO)" Display="'205 (1/2 CTO)'" Dmx="59~59" Colour="255,240,200" /> <Function ID="61" Name="204 (Full CTO)" Display="'204 (Full CTO)'" Dmx="60~60" Colour="255,240,200" /> <Function ID="62" Name="Open" Display="'Open'" Dmx="61~179" Colour="255,255,255" /> <Function ID="63" Name="Open" Display="'Open'" Dmx="230~234" Colour="255,255,255" /> <Function ID="64" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="180~201" Colour="0,0,0" /> <Function ID="65" Name="No Scroll" Display="'No Scroll'" Dmx="202~207" Colour="0,0,0" /> <Function ID="66" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="208~229" Colour="0,0,0" /> <Function ID="67" Name="Open" Display="'Open'" Dmx="250~255" Colour="255,255,255" /> <Function ID="68" Name="Rand Slow" Display="'Rand Slow'" Dmx="245~249" Colour="255,255,255" /> <Function ID="69" Name="Rand Med" Display="'Rand Med'" Dmx="240~244" Colour="255,255,255" /> <Function ID="70" Name="Rand Fast" Display="'Rand Fast'" Dmx="235~239" Colour="255,255,255" /> <Function ID="71" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" 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 Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> </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" If="'Gobo1Func'==1||'Gobo1Func'==2" /> <Condition Name="Shake" ID="8,9,10,11,12,13,14" If="'Gobo1Func'==3||'Gobo1Func'==4" /> <Condition Name="Scroll" ID="15,16,17,18" If="'Gobo1Func'==5||'Gobo1Func'==6" /> <Else ID="19" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>68019e61-7009-4f0d-ada7-1837aae98659</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~19" WheelPosition="1"> <Swatch>9a0989d4-815f-4bd7-b579-83866c38dbcd</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~29" WheelPosition="2"> <Swatch>2cc79791-9fac-44ed-b536-ffc19fee2b8d</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="30~39" WheelPosition="3"> <Swatch>e018d3fa-c40b-44cb-837c-0465686bdaa7</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="40~49" WheelPosition="4"> <Swatch>e048b3a9-b86a-4d7d-8cab-f23e4654c50b</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~59" WheelPosition="5"> <Swatch>5ad48ec3-49c9-452f-aad0-5f6015c09795</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="60~69" WheelPosition="6"> <Swatch>81cea09f-0b03-4f3c-b483-5570c02688e0</Swatch> </Function> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>68019e61-7009-4f0d-ada7-1837aae98659</Swatch> </Function> <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="70~89" WheelPosition="1"> <Swatch>9a0989d4-815f-4bd7-b579-83866c38dbcd</Swatch> </Function> <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="90~109" WheelPosition="2"> <Swatch>2cc79791-9fac-44ed-b536-ffc19fee2b8d</Swatch> </Function> <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="110~129" WheelPosition="3"> <Swatch>e018d3fa-c40b-44cb-837c-0465686bdaa7</Swatch> </Function> <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="130~149" WheelPosition="4"> <Swatch>e048b3a9-b86a-4d7d-8cab-f23e4654c50b</Swatch> </Function> <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="150~169" WheelPosition="5"> <Swatch>5ad48ec3-49c9-452f-aad0-5f6015c09795</Swatch> </Function> <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="170~189" WheelPosition="6"> <Swatch>81cea09f-0b03-4f3c-b483-5570c02688e0</Swatch> </Function> <Function ID="15" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="16" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="190~221" /> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="18" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="224~255" /> <Function ID="19" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo 1 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </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="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll 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" If="'Gobo2Func'==1||'Gobo2Func'==2" /> <Condition Name="Shake" ID="8,9,10,11,12,13,14" If="'Gobo2Func'==3||'Gobo2Func'==4" /> <Condition Name="Scroll" ID="15,16,17,18" If="'Gobo2Func'==5||'Gobo2Func'==6" /> <Else ID="19" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>68019e61-7009-4f0d-ada7-1837aae98659</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~19" WheelPosition="1"> <Swatch>a82cd047-0924-4583-a911-9a44ce19a7e9</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~29" WheelPosition="2"> <Swatch>dcfc02f6-9d3f-4231-97b4-4488484e69af</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="30~39" WheelPosition="3"> <Swatch>d7773924-e4f4-440d-a765-c9c3c4b953b7</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="40~49" WheelPosition="4"> <Swatch>f2db7002-4d29-4f31-bead-e65cf8c56b4c</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~59" WheelPosition="5"> <Swatch>ecdd52c0-7bef-4a39-9d38-886d78ad8fe9</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="60~69" WheelPosition="6"> <Swatch>499cea73-0851-4a2a-beb9-55fffb1998ce</Swatch> </Function> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>68019e61-7009-4f0d-ada7-1837aae98659</Swatch> </Function> <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="70~89" WheelPosition="1"> <Swatch>a82cd047-0924-4583-a911-9a44ce19a7e9</Swatch> </Function> <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="90~109" WheelPosition="2"> <Swatch>dcfc02f6-9d3f-4231-97b4-4488484e69af</Swatch> </Function> <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="110~129" WheelPosition="3"> <Swatch>d7773924-e4f4-440d-a765-c9c3c4b953b7</Swatch> </Function> <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="130~149" WheelPosition="4"> <Swatch>f2db7002-4d29-4f31-bead-e65cf8c56b4c</Swatch> </Function> <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="150~169" WheelPosition="5"> <Swatch>ecdd52c0-7bef-4a39-9d38-886d78ad8fe9</Swatch> </Function> <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="170~189" WheelPosition="6"> <Swatch>499cea73-0851-4a2a-beb9-55fffb1998ce</Swatch> </Function> <Function ID="15" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="16" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="190~221" /> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="18" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="224~255" /> <Function ID="19" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G" Size="2"> <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="'%.2f%%',0.00~100.00" Dmx="0~32639" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Prism" Name="Prism" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Prism 1" Display="'Prism 1'" Dmx="6~31" /> <Function ID="3" Name="Prism 2" Display="'Prism 2'" Dmx="32~127" /> </Attribute> <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="0~32639" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" /> </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="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="0~65535" /> </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="50~50" /> <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="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" /> </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="Dim_Mode" Name="Dim Mode" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" /> <Function ID="2" Name="Stage" Display="'Stage'" Dmx="21~40" /> <Function ID="3" Name="TV" Display="'TV'" Dmx="41~60" /> <Function ID="4" Name="Architectural" Display="'Architectural'" Dmx="61~80" /> <Function ID="5" Name="Theatre" Display="'Theatre'" Dmx="81~100" /> <Function ID="6" Name="Stage 2" Display="'Stage 2'" Dmx="101~120" /> <Function ID="7" Name="Dimmer Time 0s" Display="'Dimmer Time 0s'" Dmx="121~121" /> <Function ID="8" Name="Dimmer Time 0.1s" Display="'Dimmer Time 0.1s'" Dmx="122~122" /> <Function ID="9" Name="Dimmer Time 0.2s" Display="'Dimmer Time 0.2s'" Dmx="123~123" /> <Function ID="10" Name="Dimmer Time 0.3s" Display="'Dimmer Time 0.3s'" Dmx="124~124" /> <Function ID="11" Name="Dimmer Time 0.4s" Display="'Dimmer Time 0.4s'" Dmx="125~125" /> <Function ID="12" Name="Dimmer Time 0.5s" Display="'Dimmer Time 0.5s'" Dmx="126~126" /> <Function ID="13" Name="Dimmer Time 0.6s" Display="'Dimmer Time 0.6s'" Dmx="127~127" /> <Function ID="14" Name="Dimmer Time 0.7s" Display="'Dimmer Time 0.7s'" Dmx="128~128" /> <Function ID="15" Name="Dimmer Time 0.8s" Display="'Dimmer Time 0.8s'" Dmx="129~129" /> <Function ID="16" Name="Dimmer Time 0.9s" Display="'Dimmer Time 0.9s'" Dmx="130~130" /> <Function ID="17" Name="Dimmer Time 1.0s" Display="'Dimmer Time 1.0s'" Dmx="131~131" /> <Function ID="18" Name="Dimmer Time 1.5s" Display="'Dimmer Time 1.5s'" Dmx="132~132" /> <Function ID="19" Name="Dimmer Time 2.0s" Display="'Dimmer Time 2.0s'" Dmx="133~133" /> <Function ID="20" Name="Dimmer Time 3.0s" Display="'Dimmer Time 3.0s'" Dmx="134~134" /> <Function ID="21" Name="Dimmer Time 4.0s" Display="'Dimmer Time 4.0s'" Dmx="135~135" /> <Function ID="22" Name="Dimmer Time 5.0s" Display="'Dimmer Time 5.0s'" Dmx="136~136" /> <Function ID="23" Name="Dimmer Time 6.0s" Display="'Dimmer Time 6.0s'" Dmx="137~137" /> <Function ID="24" Name="Dimmer Time 7.0s" Display="'Dimmer Time 7.0s'" Dmx="138~138" /> <Function ID="25" Name="Dimmer Time 8.0s" Display="'Dimmer Time 8.0s'" Dmx="139~139" /> <Function ID="26" Name="Dimmer Time 9.0s" Display="'Dimmer Time 9.0s'" Dmx="140~140" /> <Function ID="27" Name="Dimmer Time 10s" Display="'Dimmer Time 10s'" Dmx="141~141" /> <Function ID="28" Name="DTW On" Display="'DTW On'" Dmx="150~154" /> <Function ID="29" Name="DTW Off" Display="'DTW Off'" Dmx="155~159" /> </Attribute> <Attribute ID="Iris" Name="Iris" Description="" Group="B" Size="2"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Iris" Display="'Iris %.2f%%',0.00~100.00" Dmx="49087~0" /> <Function ID="2" Name="Open Pulse" Display="'Open Pulse %.2f%%',100.00~0.00" Dmx="49344~57311" /> <Function ID="3" Name="Close Pulse" Display="'Close Pulse %.2f%%',0.00~100.00" Dmx="57568~65535" /> </Attribute> <Attribute ID="Frost_(Light)" Name="Frost (Light)" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Frost_(Wash)" Name="Frost (Wash)" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Animation" Name="Animation" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="8~255" /> </Attribute> <Attribute ID="Animation_Rot" Name="Animation Rot" Description="" Group="E"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~189" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="190~193" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="194~255" /> </Attribute> <Attribute ID="Blade_TL" Name="Blade 1 A" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_TR" Name="Blade 1 B" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_RT" Name="Blade 2 A" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_RB" Name="Blade 2 B" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_BR" Name="Blade 3 A" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_BL" Name="Blade 3 B" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_LB" Name="Blade 4 A" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_LT" Name="Blade 4 B" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_All_Rot" Name="Blade All Rot" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="225~0" /> <Function ID="2" Name="Move in Dark" Display="'Move in Dark'" Dmx="226~235" /> <Function ID="3" Name="Wheel in Dark" Display="'Wheel in Dark'" Dmx="236~245" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Wheel Snap" Display="'Wheel Snap'" Dmx="0~0" /> <Function ID="2" Name="Wheel Fade" Display="'Wheel Fade'" Dmx="20~39" /> <Function ID="3" Name="Performance Mode Ultra Quiet" Display="'Performance Mode Ultra Quiet'" Dmx="40~44" /> <Function ID="4" Name="Performance Mode Best Speed" Display="'Performance Mode Best Speed'" Dmx="45~49" /> <Function ID="5" Name="Reset All" Display="'Reset All'" Dmx="80~84" /> <Function ID="6" Name="Reset P/T" Display="'Reset P/T'" Dmx="85~87" /> <Function ID="7" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="88~90" /> <Function ID="8" Name="Reset Focus/Zoom" Display="'Reset Focus/Zoom'" Dmx="91~93" /> <Function ID="9" Name="Reset Other" Display="'Reset Other'" Dmx="94~96" /> <Function ID="10" Name="Refresh Rate 900Hz" Display="'Refresh Rate 900Hz'" Dmx="100~100" /> <Function ID="11" Name="Refresh Rate 910Hz" Display="'Refresh Rate 910Hz'" Dmx="101~101" /> <Function ID="12" Name="Refresh Rate 920Hz" Display="'Refresh Rate 920Hz'" Dmx="102~102" /> <Function ID="13" Name="Refresh Rate 930Hz" Display="'Refresh Rate 930Hz'" Dmx="103~103" /> <Function ID="14" Name="Refresh Rate 940Hz" Display="'Refresh Rate 940Hz'" Dmx="104~104" /> <Function ID="15" Name="Refresh Rate 950Hz" Display="'Refresh Rate 950Hz'" Dmx="105~105" /> <Function ID="16" Name="Refresh Rate 960Hz" Display="'Refresh Rate 960Hz'" Dmx="106~106" /> <Function ID="17" Name="Refresh Rate 970Hz" Display="'Refresh Rate 970Hz'" Dmx="107~107" /> <Function ID="18" Name="Refresh Rate 980Hz" Display="'Refresh Rate 980Hz'" Dmx="108~108" /> <Function ID="19" Name="Refresh Rate 990Hz" Display="'Refresh Rate 990Hz'" Dmx="109~109" /> <Function ID="20" Name="Refresh Rate 1000Hz" Display="'Refresh Rate 1000Hz'" Dmx="110~110" /> <Function ID="21" Name="Refresh Rate 1010Hz" Display="'Refresh Rate 1010Hz'" Dmx="111~111" /> <Function ID="22" Name="Refresh Rate 1020Hz" Display="'Refresh Rate 1020Hz'" Dmx="112~112" /> <Function ID="23" Name="Refresh Rate 1030Hz" Display="'Refresh Rate 1030Hz'" Dmx="113~113" /> <Function ID="24" Name="Refresh Rate 1040Hz" Display="'Refresh Rate 1040Hz'" Dmx="114~114" /> <Function ID="25" Name="Refresh Rate 1050Hz" Display="'Refresh Rate 1050Hz'" Dmx="115~115" /> <Function ID="26" Name="Refresh Rate 1060Hz" Display="'Refresh Rate 1060Hz'" Dmx="116~116" /> <Function ID="27" Name="Refresh Rate 1070Hz" Display="'Refresh Rate 1070Hz'" Dmx="117~117" /> <Function ID="28" Name="Refresh Rate 1080Hz" Display="'Refresh Rate 1080Hz'" Dmx="118~118" /> <Function ID="29" Name="Refresh Rate 1090Hz" Display="'Refresh Rate 1090Hz'" Dmx="119~119" /> <Function ID="30" Name="Refresh Rate 1100Hz" Display="'Refresh Rate 1100Hz'" Dmx="120~120" /> <Function ID="31" Name="Refresh Rate 1110Hz" Display="'Refresh Rate 1110Hz'" Dmx="121~121" /> <Function ID="32" Name="Refresh Rate 1120Hz" Display="'Refresh Rate 1120Hz'" Dmx="122~122" /> <Function ID="33" Name="Refresh Rate 1130Hz" Display="'Refresh Rate 1130Hz'" Dmx="123~123" /> <Function ID="34" Name="Refresh Rate 1140Hz" Display="'Refresh Rate 1140Hz'" Dmx="124~124" /> <Function ID="35" Name="Refresh Rate 1150Hz" Display="'Refresh Rate 1150Hz'" Dmx="125~125" /> <Function ID="36" Name="Refresh Rate 1160Hz" Display="'Refresh Rate 1160Hz'" Dmx="126~126" /> <Function ID="37" Name="Refresh Rate 1170Hz" Display="'Refresh Rate 1170Hz'" Dmx="127~127" /> <Function ID="38" Name="Refresh Rate 1180Hz" Display="'Refresh Rate 1180Hz'" Dmx="128~128" /> <Function ID="39" Name="Refresh Rate 1190Hz" Display="'Refresh Rate 1190Hz'" Dmx="129~129" /> <Function ID="40" Name="Refresh Rate 1200Hz" Display="'Refresh Rate 1200Hz'" Dmx="130~130" /> <Function ID="41" Name="Refresh Rate 1210Hz" Display="'Refresh Rate 1210Hz'" Dmx="131~131" /> <Function ID="42" Name="Refresh Rate 1220Hz" Display="'Refresh Rate 1220Hz'" Dmx="132~132" /> <Function ID="43" Name="Refresh Rate 1230Hz" Display="'Refresh Rate 1230Hz'" Dmx="133~133" /> <Function ID="44" Name="Refresh Rate 1240Hz" Display="'Refresh Rate 1240Hz'" Dmx="134~134" /> <Function ID="45" Name="Refresh Rate 1250Hz" Display="'Refresh Rate 1250Hz'" Dmx="135~135" /> <Function ID="46" Name="Refresh Rate 1260Hz" Display="'Refresh Rate 1260Hz'" Dmx="136~136" /> <Function ID="47" Name="Refresh Rate 1270Hz" Display="'Refresh Rate 1270Hz'" Dmx="137~137" /> <Function ID="48" Name="Refresh Rate 1280Hz" Display="'Refresh Rate 1280Hz'" Dmx="138~138" /> <Function ID="49" Name="Refresh Rate 1290Hz" Display="'Refresh Rate 1290Hz'" Dmx="139~139" /> <Function ID="50" Name="Refresh Rate 1300Hz" Display="'Refresh Rate 1300Hz'" Dmx="140~140" /> <Function ID="51" Name="Refresh Rate 1310Hz" Display="'Refresh Rate 1310Hz'" Dmx="141~141" /> <Function ID="52" Name="Refresh Rate 1320Hz" Display="'Refresh Rate 1320Hz'" Dmx="142~142" /> <Function ID="53" Name="Refresh Rate 1330Hz" Display="'Refresh Rate 1330Hz'" Dmx="143~143" /> <Function ID="54" Name="Refresh Rate 1340Hz" Display="'Refresh Rate 1340Hz'" Dmx="144~144" /> <Function ID="55" Name="Refresh Rate 1350Hz" Display="'Refresh Rate 1350Hz'" Dmx="145~145" /> <Function ID="56" Name="Refresh Rate 1360Hz" Display="'Refresh Rate 1360Hz'" Dmx="146~146" /> <Function ID="57" Name="Refresh Rate 1370Hz" Display="'Refresh Rate 1370Hz'" Dmx="147~147" /> <Function ID="58" Name="Refresh Rate 1380Hz" Display="'Refresh Rate 1380Hz'" Dmx="148~148" /> <Function ID="59" Name="Refresh Rate 1390Hz" Display="'Refresh Rate 1390Hz'" Dmx="149~149" /> <Function ID="60" Name="Refresh Rate 1400Hz" Display="'Refresh Rate 1400Hz'" Dmx="150~150" /> <Function ID="61" Name="Refresh Rate 1410Hz" Display="'Refresh Rate 1410Hz'" Dmx="151~151" /> <Function ID="62" Name="Refresh Rate 1420Hz" Display="'Refresh Rate 1420Hz'" Dmx="152~152" /> <Function ID="63" Name="Refresh Rate 1430Hz" Display="'Refresh Rate 1430Hz'" Dmx="153~153" /> <Function ID="64" Name="Refresh Rate 1440Hz" Display="'Refresh Rate 1440Hz'" Dmx="154~154" /> <Function ID="65" Name="Refresh Rate 1450Hz" Display="'Refresh Rate 1450Hz'" Dmx="155~155" /> <Function ID="66" Name="Refresh Rate 1460Hz" Display="'Refresh Rate 1460Hz'" Dmx="156~156" /> <Function ID="67" Name="Refresh Rate 1470Hz" Display="'Refresh Rate 1470Hz'" Dmx="157~157" /> <Function ID="68" Name="Refresh Rate 1480Hz" Display="'Refresh Rate 1480Hz'" Dmx="158~158" /> <Function ID="69" Name="Refresh Rate 1490Hz" Display="'Refresh Rate 1490Hz'" Dmx="159~159" /> <Function ID="70" Name="Refresh Rate 1500Hz" Display="'Refresh Rate 1500Hz'" Dmx="160~160" /> <Function ID="71" Name="Refresh Rate 2500Hz" Display="'Refresh Rate 2500Hz'" Dmx="161~161" /> <Function ID="72" Name="Refresh Rate 4000Hz" Display="'Refresh Rate 4000Hz'" Dmx="162~162" /> <Function ID="73" Name="Refresh Rate 5000Hz" Display="'Refresh Rate 5000Hz'" Dmx="163~163" /> <Function ID="74" Name="Refresh Rate 6000Hz" Display="'Refresh Rate 6000Hz'" Dmx="164~164" /> <Function ID="75" Name="Refresh Rate 10000Hz" Display="'Refresh Rate 10000Hz'" Dmx="165~165" /> <Function ID="76" Name="Refresh Rate 15000Hz" Display="'Refresh Rate 15000Hz'" Dmx="166~166" /> <Function ID="77" Name="Refresh Rate 20000Hz" Display="'Refresh Rate 20000Hz'" Dmx="167~167" /> <Function ID="78" Name="Refresh Rate 25000Hz" Display="'Refresh Rate 25000Hz'" Dmx="168~168" /> <Function ID="79" Name="Colour Tuning Highest Fidelity" Display="'Colour Tuning Highest Fidelity'" Dmx="175~176" /> <Function ID="80" Name="Colour Tuning Balanced Output+Fidelity" Display="'Colour Tuning Balanced Output+Fidelity'" Dmx="177~178" /> <Function ID="81" Name="Colour Tuning Highest Output" Display="'Colour Tuning Highest Output'" Dmx="179~180" /> <Function ID="82" Name="Output Balance Bright (Highest Output)" Display="'Output Balance Bright (Highest Output)'" Dmx="181~182" /> <Function ID="83" Name="Output Balance Uniform (Elation Full Spectrum Match)" Display="'Output Balance Uniform (Elation Full Spectrum Match)'" Dmx="183~184" /> <Function ID="84" Name="Dim Linear" Display="'Dim Linear'" Dmx="201~210" /> <Function ID="85" Name="Dim Square" Display="'Dim Square'" Dmx="211~220" /> <Function ID="86" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="221~230" /> <Function ID="87" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="231~240" /> </Attribute> </Control> <Mode Name="Standard, 42 DMX" Channels="42" Id="91035dc7-4c9e-4cd9-8d46-136774171917"> <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="31494e42-1ca7-428d-bf2e-a6c6a14a2c06" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Red" ChannelOffset="5" Wheel="10" /> <Attribute ID="Green" ChannelOffset="6" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="7" Wheel="12" /> <Attribute ID="Lime" ChannelOffset="8" Wheel="40" /> <Attribute ID="Amber" ChannelOffset="9" Wheel="41" /> <Attribute ID="CCT_Preset" ChannelOffset="10" Wheel="9" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="11" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="12" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="13,14" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="15" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="16,17" Wheel="18" /> <Attribute ID="Prism" ChannelOffset="18" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="19,20" Wheel="24" /> <Attribute ID="Focus" ChannelOffset="21" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="22,23" Wheel="19" /> <Attribute ID="Shutter" ChannelOffset="24" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="25,26" Wheel="1" /> <Attribute ID="Dim_Mode" ChannelOffset="27" Wheel="26" /> <Attribute ID="Iris" ChannelOffset="28" Wheel="21" /> <Attribute ID="Frost_(Light)" ChannelOffset="29" Wheel="139" /> <Attribute ID="Frost_(Wash)" ChannelOffset="30" Wheel="140" /> <Attribute ID="Animation" ChannelOffset="31" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="32" Wheel="54" /> <Attribute ID="Blade_TL" ChannelOffset="33" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="34" Wheel="50" /> <Attribute ID="Blade_RT" ChannelOffset="35" Wheel="51" /> <Attribute ID="Blade_RB" ChannelOffset="36" Wheel="79" /> <Attribute ID="Blade_BR" ChannelOffset="37" Wheel="80" /> <Attribute ID="Blade_BL" ChannelOffset="38" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="39" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="40" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="41" Wheel="111" /> <Attribute ID="Control" ChannelOffset="42" Wheel="28" /> </Include> </Mode> <Mode Name="Extended, 61 DMX" Channels="61" Id="21012a61-c55c-4713-982f-96590f4bf8d2"> <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="204ef1f3-916b-4732-82f1-583c851c99c9" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Red" ChannelOffset="5,6" Wheel="10" /> <Attribute ID="Green" ChannelOffset="7,8" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="9,10" Wheel="12" /> <Attribute ID="Lime" ChannelOffset="11,12" Wheel="40" /> <Attribute ID="Amber" ChannelOffset="13,14" Wheel="41" /> <Attribute ID="Variable_CCT" ChannelOffset="15,16" Wheel="37" /> <Attribute ID="Green_Shift" ChannelOffset="17" Wheel="38" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="18" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="19" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="20,21" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="22" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="23,24" Wheel="18" /> <Attribute ID="Prism" ChannelOffset="25" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="26,27" Wheel="24" /> <Attribute ID="Focus" ChannelOffset="28,29" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="30,31" Wheel="19" /> <Attribute ID="Shutter" ChannelOffset="32" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="33,34" Wheel="1" /> <Attribute ID="Dim_Mode" ChannelOffset="35" Wheel="26" /> <Attribute ID="Iris" ChannelOffset="36,37" Wheel="21" /> <Attribute ID="Frost_(Light)" ChannelOffset="38" Wheel="139" /> <Attribute ID="Frost_(Wash)" ChannelOffset="39" Wheel="140" /> <Attribute ID="Animation" ChannelOffset="40" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="41" Wheel="54" /> <Attribute ID="Blade_TL" ChannelOffset="42,43" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="44,45" Wheel="50" /> <Attribute ID="Blade_RT" ChannelOffset="46,47" Wheel="51" /> <Attribute ID="Blade_RB" ChannelOffset="48,49" Wheel="79" /> <Attribute ID="Blade_BR" ChannelOffset="50,51" Wheel="80" /> <Attribute ID="Blade_BL" ChannelOffset="52,53" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="54,55" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="56,57" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="58,59" Wheel="111" /> <Attribute ID="PT_Speed" ChannelOffset="60" Wheel="25" /> <Attribute ID="Control" ChannelOffset="61" Wheel="28" /> </Include> </Mode> <Mode Name="RGB, 40 DMX" Channels="40" Id="ed547662-8b27-45df-9cbb-e7dd21d61d91"> <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="6375cae1-a11b-484c-96f9-3ff20ec35f60" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Red" ChannelOffset="5" Wheel="10" /> <Attribute ID="Green" ChannelOffset="6" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="7" Wheel="12" /> <Attribute ID="CCT_Preset" ChannelOffset="8" Wheel="9" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="9" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="10" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="11,12" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="13" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="14,15" Wheel="18" /> <Attribute ID="Prism" ChannelOffset="16" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="17,18" Wheel="24" /> <Attribute ID="Focus" ChannelOffset="19" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="20,21" Wheel="19" /> <Attribute ID="Shutter" ChannelOffset="22" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="23,24" Wheel="1" /> <Attribute ID="Dim_Mode" ChannelOffset="25" Wheel="26" /> <Attribute ID="Iris" ChannelOffset="26" Wheel="21" /> <Attribute ID="Frost_(Light)" ChannelOffset="27" Wheel="139" /> <Attribute ID="Frost_(Wash)" ChannelOffset="28" Wheel="140" /> <Attribute ID="Animation" ChannelOffset="29" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="30" Wheel="54" /> <Attribute ID="Blade_TL" ChannelOffset="31" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="32" Wheel="50" /> <Attribute ID="Blade_RT" ChannelOffset="33" Wheel="51" /> <Attribute ID="Blade_RB" ChannelOffset="34" Wheel="79" /> <Attribute ID="Blade_BR" ChannelOffset="35" Wheel="80" /> <Attribute ID="Blade_BL" ChannelOffset="36" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="37" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="38" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="39" Wheel="111" /> <Attribute ID="Control" ChannelOffset="40" Wheel="28" /> </Include> </Mode> <Mode Name="RGB Extended, 57 DMX" Channels="57" Id="8db833eb-7e1c-464b-9f14-c7b530490f44"> <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="6d777139-801c-465a-b2e2-018a8dfb7ba9" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Red" ChannelOffset="5,6" Wheel="10" /> <Attribute ID="Green" ChannelOffset="7,8" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="9,10" Wheel="12" /> <Attribute ID="Variable_CCT" ChannelOffset="11,12" Wheel="37" /> <Attribute ID="Green_Shift" ChannelOffset="13" Wheel="38" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="14" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="15" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="16,17" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="18" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="19,20" Wheel="18" /> <Attribute ID="Prism" ChannelOffset="21" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="22,23" Wheel="24" /> <Attribute ID="Focus" ChannelOffset="24,25" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="26,27" Wheel="19" /> <Attribute ID="Shutter" ChannelOffset="28" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="29,30" Wheel="1" /> <Attribute ID="Dim_Mode" ChannelOffset="31" Wheel="26" /> <Attribute ID="Iris" ChannelOffset="32,33" Wheel="21" /> <Attribute ID="Frost_(Light)" ChannelOffset="34" Wheel="139" /> <Attribute ID="Frost_(Wash)" ChannelOffset="35" Wheel="140" /> <Attribute ID="Animation" ChannelOffset="36" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="37" Wheel="54" /> <Attribute ID="Blade_TL" ChannelOffset="38,39" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="40,41" Wheel="50" /> <Attribute ID="Blade_RT" ChannelOffset="42,43" Wheel="51" /> <Attribute ID="Blade_RB" ChannelOffset="44,45" Wheel="79" /> <Attribute ID="Blade_BR" ChannelOffset="46,47" Wheel="80" /> <Attribute ID="Blade_BL" ChannelOffset="48,49" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="50,51" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="52,53" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="54,55" Wheel="111" /> <Attribute ID="PT_Speed" ChannelOffset="56" Wheel="25" /> <Attribute ID="Control" ChannelOffset="57" Wheel="28" /> </Include> </Mode> <Mode Name="CMY, 40 DMX" Channels="40" Id="ed2e3494-e4d2-4a47-a264-27bf5d90db1e"> <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="f713ae10-c3ca-4487-be11-6eaa55a74818" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Cyan" ChannelOffset="5" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="6" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="7" Wheel="12" /> <Attribute ID="CCT_Preset" ChannelOffset="8" Wheel="9" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="9" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="10" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="11,12" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="13" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="14,15" Wheel="18" /> <Attribute ID="Prism" ChannelOffset="16" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="17,18" Wheel="24" /> <Attribute ID="Focus" ChannelOffset="19" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="20,21" Wheel="19" /> <Attribute ID="Shutter" ChannelOffset="22" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="23,24" Wheel="1" /> <Attribute ID="Dim_Mode" ChannelOffset="25" Wheel="26" /> <Attribute ID="Iris" ChannelOffset="26" Wheel="21" /> <Attribute ID="Frost_(Light)" ChannelOffset="27" Wheel="139" /> <Attribute ID="Frost_(Wash)" ChannelOffset="28" Wheel="140" /> <Attribute ID="Animation" ChannelOffset="29" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="30" Wheel="54" /> <Attribute ID="Blade_TL" ChannelOffset="31" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="32" Wheel="50" /> <Attribute ID="Blade_RT" ChannelOffset="33" Wheel="51" /> <Attribute ID="Blade_RB" ChannelOffset="34" Wheel="79" /> <Attribute ID="Blade_BR" ChannelOffset="35" Wheel="80" /> <Attribute ID="Blade_BL" ChannelOffset="36" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="37" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="38" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="39" Wheel="111" /> <Attribute ID="Control" ChannelOffset="40" Wheel="28" /> </Include> </Mode> <Mode Name="CMY Extended, 57 DMX" Channels="57" Id="fad5dc10-6667-467a-8af0-c9c823333317"> <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="7ae00580-d6d6-4ed1-8c7f-4c09afa76a8b" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Cyan" ChannelOffset="5,6" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="7,8" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="9,10" Wheel="12" /> <Attribute ID="Variable_CCT" ChannelOffset="11,12" Wheel="37" /> <Attribute ID="Green_Shift" ChannelOffset="13" Wheel="38" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="14" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="15" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="16,17" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="18" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="19,20" Wheel="18" /> <Attribute ID="Prism" ChannelOffset="21" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="22,23" Wheel="24" /> <Attribute ID="Focus" ChannelOffset="24,25" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="26,27" Wheel="19" /> <Attribute ID="Shutter" ChannelOffset="28" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="29,30" Wheel="1" /> <Attribute ID="Dim_Mode" ChannelOffset="31" Wheel="26" /> <Attribute ID="Iris" ChannelOffset="32,33" Wheel="21" /> <Attribute ID="Frost_(Light)" ChannelOffset="34" Wheel="139" /> <Attribute ID="Frost_(Wash)" ChannelOffset="35" Wheel="140" /> <Attribute ID="Animation" ChannelOffset="36" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="37" Wheel="54" /> <Attribute ID="Blade_TL" ChannelOffset="38,39" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="40,41" Wheel="50" /> <Attribute ID="Blade_RT" ChannelOffset="42,43" Wheel="51" /> <Attribute ID="Blade_RB" ChannelOffset="44,45" Wheel="79" /> <Attribute ID="Blade_BR" ChannelOffset="46,47" Wheel="80" /> <Attribute ID="Blade_BL" ChannelOffset="48,49" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="50,51" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="52,53" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="54,55" Wheel="111" /> <Attribute ID="PT_Speed" ChannelOffset="56" Wheel="25" /> <Attribute ID="Control" ChannelOffset="57" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Focus/Zoom"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Other"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Performance Mode Ultra Quiet"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Performance Mode Best Speed"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Colour Tuning Highest Fidelity"> <Set Channel="Control:79" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Colour Tuning Balanced Output+Fidelity"> <Set Channel="Control:80" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Colour Tuning Highest Output"> <Set Channel="Control:81" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output Balance Bright (Highest Output)"> <Set Channel="Control:82" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Output Balance Uniform (Elation Full Spectrum Match)"> <Set Channel="Control:83" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Linear"> <Set Channel="Control:84" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Square"> <Set Channel="Control:85" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Inv Square"> <Set Channel="Control:86" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim S-Curve"> <Set Channel="Control:87" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 900Hz"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 910Hz"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 920Hz"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 930Hz"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 940Hz"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 950Hz"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 960Hz"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 970Hz"> <Set Channel="Control:17" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 980Hz"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 990Hz"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1000Hz"> <Set Channel="Control:20" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1010Hz"> <Set Channel="Control:21" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1020Hz"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1030Hz"> <Set Channel="Control:23" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1040Hz"> <Set Channel="Control:24" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1050Hz"> <Set Channel="Control:25" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1060Hz"> <Set Channel="Control:26" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1070Hz"> <Set Channel="Control:27" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1080Hz"> <Set Channel="Control:28" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1090Hz"> <Set Channel="Control:29" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1100Hz"> <Set Channel="Control:30" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1110Hz"> <Set Channel="Control:31" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1120Hz"> <Set Channel="Control:32" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1130Hz"> <Set Channel="Control:33" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1140Hz"> <Set Channel="Control:34" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1150Hz"> <Set Channel="Control:35" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1160Hz"> <Set Channel="Control:36" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1170Hz"> <Set Channel="Control:37" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1180Hz"> <Set Channel="Control:38" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1190Hz"> <Set Channel="Control:39" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1200Hz"> <Set Channel="Control:40" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1210Hz"> <Set Channel="Control:41" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1220Hz"> <Set Channel="Control:42" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1230Hz"> <Set Channel="Control:43" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1240Hz"> <Set Channel="Control:44" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1250Hz"> <Set Channel="Control:45" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1260Hz"> <Set Channel="Control:46" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1270Hz"> <Set Channel="Control:47" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1280Hz"> <Set Channel="Control:48" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1290Hz"> <Set Channel="Control:49" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1300Hz"> <Set Channel="Control:50" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1310Hz"> <Set Channel="Control:51" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1320Hz"> <Set Channel="Control:52" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1330Hz"> <Set Channel="Control:53" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1340Hz"> <Set Channel="Control:54" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1350Hz"> <Set Channel="Control:55" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1360Hz"> <Set Channel="Control:56" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1370Hz"> <Set Channel="Control:57" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1380Hz"> <Set Channel="Control:58" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1390Hz"> <Set Channel="Control:59" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1400Hz"> <Set Channel="Control:60" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1410Hz"> <Set Channel="Control:61" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1420Hz"> <Set Channel="Control:62" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1430Hz"> <Set Channel="Control:63" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1440Hz"> <Set Channel="Control:64" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1450Hz"> <Set Channel="Control:65" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1460Hz"> <Set Channel="Control:66" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1470Hz"> <Set Channel="Control:67" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1480Hz"> <Set Channel="Control:68" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1490Hz"> <Set Channel="Control:69" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1500Hz"> <Set Channel="Control:70" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 2500Hz"> <Set Channel="Control:71" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 4000Hz"> <Set Channel="Control:72" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 5000Hz"> <Set Channel="Control:73" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 6000Hz"> <Set Channel="Control:74" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 10000Hz"> <Set Channel="Control:75" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 15000Hz"> <Set Channel="Control:76" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 20000Hz"> <Set Channel="Control:77" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 25000Hz"> <Set Channel="Control:78" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" /> </Group> <Group Name="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:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="8" Name="Gobo 1" Number="18" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="9" Name="Gobo 2" Number="19" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="10" Name="Gobo 3" Number="20" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="11" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="12" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="13" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> </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="4" Name="Iris Small" Number="44" Page="1" SetControl="Iris:1:0" /> <Palette ID="5" Name="Iris Medium" Legend="Iris Med" Number="45" Page="1" SetControl="Iris:1:50" /> <Palette ID="6" Name="Iris Large" Number="46" Page="1" SetControl="Iris:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> </swatchLibrary> </Fixture>