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Elation Fuze Spot (Elation_Fuze Spot.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Fuze Spot" ShortName="Fuze Spot" Company="Elation"> <Copyright Notice="© Avolites Ltd. 2019" /> <Thumbnail>be2a79ef-3d13-4635-a731-fb40f4a00e5a</Thumbnail> <History Date="26-04-19" Author="Nic Morris" Comment="Created (charts only. missing product image, pan/tilt ranges, fixed colour ranges, blade calibration and gobo images)" /> <History Date="27-04-19" Author="Nic Morris" Comment="Added Atlabase ID's." /> <History Date="08-10-19" Author="Nic Morris" Comment="Created from Elation Fuze Profile" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="37382c71-5ec1-4ee0-a87c-8ca2b629005e" /> <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="CTO" Name="CTO" 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="2400-10000K" Display="'%.fK',2400~8500" Dmx="24~85" Colour="255,240,200" /> <Function ID="3" Name="8500K" Display="'8500K'" Dmx="101~255" 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" If="'Colour1Func'==1" /> <Condition Name="Scroll" ID="62,63,64,65" If="'Colour1Func'==2" /> <Condition Name="Random" ID="66,67,68" If="'Colour1Func'==3" /> <Else ID="69" /> <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="230~234" Colour="255,255,255" /> <Function ID="63" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="180~201" Colour="0,0,0" /> <Function ID="64" Name="No Scroll" Display="'No Scroll'" Dmx="202~207" Colour="0,0,0" /> <Function ID="65" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="208~229" Colour="0,0,0" /> <Function ID="66" Name="Rand Slow" Display="'Rand Slow'" Dmx="245~249" Colour="255,255,255" /> <Function ID="67" Name="Rand Med" Display="'Rand Med'" Dmx="240~244" Colour="255,255,255" /> <Function ID="68" Name="Rand Fast" Display="'Rand Fast'" Dmx="235~239" Colour="255,255,255" /> <Function ID="69" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </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="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>ffd929d0-f4c4-4067-8381-2a6a5de1428e</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~19" WheelPosition="1"> <Swatch>9db4f737-da98-40c3-9d2c-f4ecf48760ac</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~29" WheelPosition="2"> <Swatch>f9fd3a9b-6fb5-4de5-adfc-4014526daf94</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="30~39" WheelPosition="3"> <Swatch>2ed9af1c-9ee4-46b5-a2a7-b2611bc60786</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="40~49" WheelPosition="4"> <Swatch>fc426e14-e0e2-4cc8-8ba9-85b53163851a</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~59" WheelPosition="5"> <Swatch>c8e314bb-7895-44a9-948f-ba242ad5c882</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="60~69" WheelPosition="6"> <Swatch>91419ca5-b24e-42d7-ad28-50da582bffbe</Swatch> </Function> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>ffd929d0-f4c4-4067-8381-2a6a5de1428e</Swatch> </Function> <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="70~89" WheelPosition="1"> <Swatch>9db4f737-da98-40c3-9d2c-f4ecf48760ac</Swatch> </Function> <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="90~109" WheelPosition="2"> <Swatch>f9fd3a9b-6fb5-4de5-adfc-4014526daf94</Swatch> </Function> <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="110~129" WheelPosition="3"> <Swatch>2ed9af1c-9ee4-46b5-a2a7-b2611bc60786</Swatch> </Function> <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="130~149" WheelPosition="4"> <Swatch>fc426e14-e0e2-4cc8-8ba9-85b53163851a</Swatch> </Function> <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="150~169" WheelPosition="5"> <Swatch>c8e314bb-7895-44a9-948f-ba242ad5c882</Swatch> </Function> <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="170~189" WheelPosition="6"> <Swatch>91419ca5-b24e-42d7-ad28-50da582bffbe</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="1:50" PowerOn="1:50" /> <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>ffd929d0-f4c4-4067-8381-2a6a5de1428e</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~19" WheelPosition="1"> <Swatch>4dde36ed-37b9-4474-89fc-1c283139a290</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~29" WheelPosition="2"> <Swatch>ea6d1518-243d-4395-a0cc-8488d5835d7b</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="30~39" WheelPosition="3"> <Swatch>c17b26ef-eb59-4289-9541-3890b750b264</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="40~49" WheelPosition="4"> <Swatch>966369c1-37b6-4d6a-aafc-3f688922bad1</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~59" WheelPosition="5"> <Swatch>c483228d-82e9-4b41-b535-fecd72c37733</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="60~69" WheelPosition="6"> <Swatch>1b8d6e39-752b-4e33-b375-d699b927f7bb</Swatch> </Function> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>ffd929d0-f4c4-4067-8381-2a6a5de1428e</Swatch> </Function> <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="70~89" WheelPosition="1"> <Swatch>4dde36ed-37b9-4474-89fc-1c283139a290</Swatch> </Function> <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="90~109" WheelPosition="2"> <Swatch>ea6d1518-243d-4395-a0cc-8488d5835d7b</Swatch> </Function> <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="110~129" WheelPosition="3"> <Swatch>c17b26ef-eb59-4289-9541-3890b750b264</Swatch> </Function> <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="130~149" WheelPosition="4"> <Swatch>966369c1-37b6-4d6a-aafc-3f688922bad1</Swatch> </Function> <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="150~169" WheelPosition="5"> <Swatch>c483228d-82e9-4b41-b535-fecd72c37733</Swatch> </Function> <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="170~189" WheelPosition="6"> <Swatch>1b8d6e39-752b-4e33-b375-d699b927f7bb</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="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" Display="'Prism'" Dmx="64~95" /> <Function ID="3" Name="Macro 1" Display="'Macro 1'" Dmx="128~135" /> <Function ID="4" Name="Macro 2" Display="'Macro 2'" Dmx="136~143" /> <Function ID="5" Name="Macro 3" Display="'Macro 3'" Dmx="144~151" /> <Function ID="6" Name="Macro 4" Display="'Macro 4'" Dmx="152~159" /> <Function ID="7" Name="Macro 5" Display="'Macro 5'" Dmx="160~167" /> <Function ID="8" Name="Macro 6" Display="'Macro 6'" Dmx="168~175" /> <Function ID="9" Name="Macro 7" Display="'Macro 7'" Dmx="176~183" /> <Function ID="10" Name="Macro 8" Display="'Macro 8'" Dmx="184~191" /> <Function ID="11" Name="Macro 9" Display="'Macro 9'" Dmx="192~199" /> <Function ID="12" Name="Macro 10" Display="'Macro 10'" Dmx="200~207" /> <Function ID="13" Name="Macro 11" Display="'Macro 11'" Dmx="208~215" /> <Function ID="14" Name="Macro 12" Display="'Macro 12'" Dmx="216~223" /> <Function ID="15" Name="Macro 13" Display="'Macro 13'" Dmx="224~231" /> <Function ID="16" Name="Macro 14" Display="'Macro 14'" Dmx="232~239" /> <Function ID="17" Name="Macro 15" Display="'Macro 15'" Dmx="240~247" /> <Function ID="18" Name="Macro 16" Display="'Macro 16'" Dmx="248~255" /> </Attribute> <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <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="Delay 0s" Display="'Delay 0s'" Dmx="121~121" /> <Function ID="8" Name="Delay 0.1s" Display="'Delay 0.1s'" Dmx="122~122" /> <Function ID="9" Name="Delay 0.2s" Display="'Delay 0.2s'" Dmx="123~123" /> <Function ID="10" Name="Delay 0.3s" Display="'Delay 0.3s'" Dmx="124~124" /> <Function ID="11" Name="Delay 0.4s" Display="'Delay 0.4s'" Dmx="125~125" /> <Function ID="12" Name="Delay 0.5s" Display="'Delay 0.5s'" Dmx="126~126" /> <Function ID="13" Name="Delay 0.6s" Display="'Delay 0.6s'" Dmx="127~127" /> <Function ID="14" Name="Delay 0.7s" Display="'Delay 0.7s'" Dmx="128~128" /> <Function ID="15" Name="Delay 0.8s" Display="'Delay 0.8s'" Dmx="129~129" /> <Function ID="16" Name="Delay 0.9s" Display="'Delay 0.9s'" Dmx="130~130" /> <Function ID="17" Name="Delay 1.0s" Display="'Delay 1.0s'" Dmx="131~131" /> <Function ID="18" Name="Delay 1.5s" Display="'Delay 1.5s'" Dmx="132~132" /> <Function ID="19" Name="Delay 2.0s" Display="'Delay 2.0s'" Dmx="133~133" /> <Function ID="20" Name="Delay 3.0s" Display="'Delay 3.0s'" Dmx="134~134" /> <Function ID="21" Name="Delay 4.0s" Display="'Delay 4.0s'" Dmx="135~135" /> <Function ID="22" Name="Delay 5.0s" Display="'Delay 5.0s'" Dmx="136~136" /> <Function ID="23" Name="Delay 6.0s" Display="'Delay 6.0s'" Dmx="137~137" /> <Function ID="24" Name="Delay 7.0s" Display="'Delay 7.0s'" Dmx="138~138" /> <Function ID="25" Name="Delay 8.0s" Display="'Delay 8.0s'" Dmx="139~139" /> <Function ID="26" Name="Delay 9.0s" Display="'Delay 9.0s'" Dmx="140~140" /> <Function ID="27" Name="Delay 10s" Display="'Delay 10s'" Dmx="141~141" /> </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" Name="Frost" 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="1:0" PowerOn="1:0" /> <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="P/T/C_Speed" Name="P/T/C 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="All in Dark" Display="'All in Dark'" Dmx="236~245" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Col Fixed" Display="'Col Fixed'" Dmx="0~0" /> <Function ID="2" Name="Col Index" Display="'Col Index'" Dmx="20~29" /> <Function ID="3" Name="Col/Gobo Index" Display="'Col/Gobo Index'" Dmx="30~39" /> <Function ID="4" Name="Fan Low" Display="'Fan Low'" Dmx="40~59" /> <Function ID="5" Name="Fan High" Display="'Fan High'" Dmx="60~69" /> <Function ID="6" Name="Fan Auto" Display="'Fan Auto'" Dmx="70~79" /> <Function ID="7" Name="Reset All" Display="'Reset All'" Dmx="80~84" /> <Function ID="8" Name="Reset P/T" Display="'Reset P/T'" Dmx="85~87" /> <Function ID="9" Name="Reset Colour" Display="'Reset Colour'" Dmx="88~90" /> <Function ID="10" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="91~93" /> <Function ID="11" Name="Reset Focus/Zoom" Display="'Reset Focus/Zoom'" Dmx="94~96" /> <Function ID="12" Name="Reset Other" Display="'Reset Other'" Dmx="97~99" /> <Function ID="13" Name="900 Hz" Display="'900 Hz'" Dmx="100~100" /> <Function ID="14" Name="910 Hz" Display="'910 Hz'" Dmx="101~101" /> <Function ID="15" Name="920 Hz" Display="'920 Hz'" Dmx="102~102" /> <Function ID="16" Name="930 Hz" Display="'930 Hz'" Dmx="103~103" /> <Function ID="17" Name="940 Hz" Display="'940 Hz'" Dmx="104~104" /> <Function ID="18" Name="950 Hz" Display="'950 Hz'" Dmx="105~105" /> <Function ID="19" Name="960 Hz" Display="'960 Hz'" Dmx="106~106" /> <Function ID="20" Name="970 Hz" Display="'970 Hz'" Dmx="107~107" /> <Function ID="21" Name="980 Hz" Display="'980 Hz'" Dmx="108~108" /> <Function ID="22" Name="990 Hz" Display="'990 Hz'" Dmx="109~109" /> <Function ID="23" Name="1000 Hz" Display="'1000 Hz'" Dmx="110~110" /> <Function ID="24" Name="1010 Hz" Display="'1010 Hz'" Dmx="111~111" /> <Function ID="25" Name="1020 Hz" Display="'1020 Hz'" Dmx="112~112" /> <Function ID="26" Name="1030 Hz" Display="'1030 Hz'" Dmx="113~113" /> <Function ID="27" Name="1040 Hz" Display="'1040 Hz'" Dmx="114~114" /> <Function ID="28" Name="1050 Hz" Display="'1050 Hz'" Dmx="115~115" /> <Function ID="29" Name="1060 Hz" Display="'1060 Hz'" Dmx="116~116" /> <Function ID="30" Name="1070 Hz" Display="'1070 Hz'" Dmx="117~117" /> <Function ID="31" Name="1080 Hz" Display="'1080 Hz'" Dmx="118~118" /> <Function ID="32" Name="1090 Hz" Display="'1090 Hz'" Dmx="119~119" /> <Function ID="33" Name="1100 Hz" Display="'1100 Hz'" Dmx="120~120" /> <Function ID="34" Name="1110 Hz" Display="'1110 Hz'" Dmx="121~121" /> <Function ID="35" Name="1120 Hz" Display="'1120 Hz'" Dmx="122~122" /> <Function ID="36" Name="1130 Hz" Display="'1130 Hz'" Dmx="123~123" /> <Function ID="37" Name="1140 Hz" Display="'1140 Hz'" Dmx="124~124" /> <Function ID="38" Name="1150 Hz" Display="'1150 Hz'" Dmx="125~125" /> <Function ID="39" Name="1160 Hz" Display="'1160 Hz'" Dmx="126~126" /> <Function ID="40" Name="1170 Hz" Display="'1170 Hz'" Dmx="127~127" /> <Function ID="41" Name="1180 Hz" Display="'1180 Hz'" Dmx="128~128" /> <Function ID="42" Name="1190 Hz" Display="'1190 Hz'" Dmx="129~129" /> <Function ID="43" Name="1200 Hz" Display="'1200 Hz'" Dmx="130~130" /> <Function ID="44" Name="1210 Hz" Display="'1210 Hz'" Dmx="131~131" /> <Function ID="45" Name="1220 Hz" Display="'1220 Hz'" Dmx="132~132" /> <Function ID="46" Name="1230 Hz" Display="'1230 Hz'" Dmx="133~133" /> <Function ID="47" Name="1240 Hz" Display="'1240 Hz'" Dmx="134~134" /> <Function ID="48" Name="1250 Hz" Display="'1250 Hz'" Dmx="135~135" /> <Function ID="49" Name="1260 Hz" Display="'1260 Hz'" Dmx="136~136" /> <Function ID="50" Name="1270 Hz" Display="'1270 Hz'" Dmx="137~137" /> <Function ID="51" Name="1280 Hz" Display="'1280 Hz'" Dmx="138~138" /> <Function ID="52" Name="1290 Hz" Display="'1290 Hz'" Dmx="139~139" /> <Function ID="53" Name="1300 Hz" Display="'1300 Hz'" Dmx="140~140" /> <Function ID="54" Name="1310 Hz" Display="'1310 Hz'" Dmx="141~141" /> <Function ID="55" Name="1320 Hz" Display="'1320 Hz'" Dmx="142~142" /> <Function ID="56" Name="1330 Hz" Display="'1330 Hz'" Dmx="143~143" /> <Function ID="57" Name="1340 Hz" Display="'1340 Hz'" Dmx="144~144" /> <Function ID="58" Name="1350 Hz" Display="'1350 Hz'" Dmx="145~145" /> <Function ID="59" Name="1360 Hz" Display="'1360 Hz'" Dmx="146~146" /> <Function ID="60" Name="1370 Hz" Display="'1370 Hz'" Dmx="147~147" /> <Function ID="61" Name="1380 Hz" Display="'1380 Hz'" Dmx="148~148" /> <Function ID="62" Name="1390 Hz" Display="'1390 Hz'" Dmx="149~149" /> <Function ID="63" Name="1400 Hz" Display="'1400 Hz'" Dmx="150~150" /> <Function ID="64" Name="1410 Hz" Display="'1410 Hz'" Dmx="151~151" /> <Function ID="65" Name="1420 Hz" Display="'1420 Hz'" Dmx="152~152" /> <Function ID="66" Name="1430 Hz" Display="'1430 Hz'" Dmx="153~153" /> <Function ID="67" Name="1440 Hz" Display="'1440 Hz'" Dmx="154~154" /> <Function ID="68" Name="1450 Hz" Display="'1450 Hz'" Dmx="155~155" /> <Function ID="69" Name="1460 Hz" Display="'1460 Hz'" Dmx="156~156" /> <Function ID="70" Name="1470 Hz" Display="'1470 Hz'" Dmx="157~157" /> <Function ID="71" Name="1480 Hz" Display="'1480 Hz'" Dmx="158~158" /> <Function ID="72" Name="1490 Hz" Display="'1490 Hz'" Dmx="159~159" /> <Function ID="73" Name="1500 Hz" Display="'1500 Hz'" Dmx="160~160" /> <Function ID="74" Name="2500 Hz" Display="'2500 Hz'" Dmx="161~161" /> <Function ID="75" Name="4000 Hz" Display="'4000 Hz'" Dmx="162~162" /> <Function ID="76" Name="5000 Hz" Display="'5000 Hz'" Dmx="163~163" /> <Function ID="77" Name="6000 Hz" Display="'6000 Hz'" Dmx="164~164" /> <Function ID="78" Name="10000 Hz" Display="'10000 Hz'" Dmx="165~165" /> <Function ID="79" Name="15000 Hz" Display="'15000 Hz'" Dmx="166~166" /> <Function ID="80" Name="20000 Hz" Display="'20000 Hz'" Dmx="167~167" /> <Function ID="81" Name="25000 Hz" Display="'25000 Hz'" Dmx="168~168" /> <Function ID="82" Name="Dim Linear" Display="'Dim Linear'" Dmx="201~210" /> <Function ID="83" Name="Dim Square" Display="'Dim Square'" Dmx="211~220" /> <Function ID="84" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="221~230" /> <Function ID="85" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="231~240" /> <Function ID="86" Name="Program 1" Display="'Program 1'" Dmx="241~241" /> <Function ID="87" Name="Program 2" Display="'Program 2'" Dmx="242~242" /> <Function ID="88" Name="Program 3" Display="'Program 3'" Dmx="243~243" /> <Function ID="89" Name="Program 4" Display="'Program 4'" Dmx="244~244" /> <Function ID="90" Name="Program 5" Display="'Program 5'" Dmx="245~245" /> <Function ID="91" Name="Program 6" Display="'Program 6'" Dmx="246~246" /> <Function ID="92" Name="Program 7" Display="'Program 7'" Dmx="247~247" /> </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="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <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> </Control> <Mode Name="Standard, 31 DMX" Channels="31"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="46ea4797-9134-4fd1-bf11-5aa0c2ef735a" /> <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="CTO" 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="Prism" ChannelOffset="18" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="19" Wheel="24" /> <Attribute ID="Focus" ChannelOffset="20,21" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="22,23" Wheel="19" /> <Attribute ID="Shutter" ChannelOffset="24" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="25,26" Wheel="1" /> <Attribute ID="Iris" ChannelOffset="27" Wheel="21" /> <Attribute ID="Frost" ChannelOffset="28" Wheel="49" /> <Attribute ID="Animation" ChannelOffset="29" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="30" Wheel="54" /> <Attribute ID="Control" ChannelOffset="31" Wheel="28" /> <Attribute ID="Gobo2Rot" ChannelOffset="16,17" Wheel="18" /> </Include> </Mode> <Mode Name="Extended, 41 DMX" Channels="41"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="06fda452-5316-42c9-89fd-c52798360757" /> <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="CTO" ChannelOffset="15" Wheel="9" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="16" Wheel="8" /> <Attribute ID="Green_Shift" ChannelOffset="17" Wheel="37" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="18" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="19,20" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="21" Wheel="17" /> <Attribute ID="Prism" ChannelOffset="24" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="25,26" Wheel="24" /> <Attribute ID="Focus" ChannelOffset="27,28" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="29,30" Wheel="19" /> <Attribute ID="Shutter" ChannelOffset="31" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="32,33" Wheel="1" /> <Attribute ID="Dim_Mode" ChannelOffset="34" Wheel="26" /> <Attribute ID="Iris" ChannelOffset="35,36" Wheel="21" /> <Attribute ID="Frost" ChannelOffset="37" Wheel="49" /> <Attribute ID="Animation" ChannelOffset="38" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="39" Wheel="54" /> <Attribute ID="Control" ChannelOffset="41" Wheel="28" /> <Attribute ID="P/T/C_Speed" ChannelOffset="40" Wheel="25" /> <Attribute ID="Gobo2Rot" ChannelOffset="22,23" Wheel="18" /> </Include> </Mode> <Mode Name="CMY, 29 DMX" Channels="29"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="57eb7298-7556-4cf2-844d-5a56edfe470c" /> <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="CTO" 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="Prism" ChannelOffset="16" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="17" Wheel="24" /> <Attribute ID="Focus" ChannelOffset="18,19" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="20,21" Wheel="19" /> <Attribute ID="Shutter" ChannelOffset="22" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="23,24" Wheel="1" /> <Attribute ID="Iris" ChannelOffset="25" Wheel="21" /> <Attribute ID="Frost" ChannelOffset="26" Wheel="49" /> <Attribute ID="Animation" ChannelOffset="27" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="28" Wheel="54" /> <Attribute ID="Control" ChannelOffset="29" Wheel="28" /> <Attribute ID="Gobo2Rot" ChannelOffset="14,15" Wheel="18" /> </Include> </Mode> <Mode Name="CMY Extended, 37 DMX" Channels="37"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="5b727ea4-1e85-4d84-adc4-5bfeeac03460" /> <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="CTO" ChannelOffset="11" Wheel="9" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="12" Wheel="8" /> <Attribute ID="Green_Shift" ChannelOffset="13" Wheel="37" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="14" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="15,16" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="17" Wheel="17" /> <Attribute ID="Prism" ChannelOffset="20" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="21,22" Wheel="24" /> <Attribute ID="Focus" ChannelOffset="23,24" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="25,26" Wheel="19" /> <Attribute ID="Shutter" ChannelOffset="27" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="28,29" Wheel="1" /> <Attribute ID="Dim_Mode" ChannelOffset="30" Wheel="26" /> <Attribute ID="Iris" ChannelOffset="31,32" Wheel="21" /> <Attribute ID="Frost" ChannelOffset="33" Wheel="49" /> <Attribute ID="Animation" ChannelOffset="34" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="35" Wheel="54" /> <Attribute ID="Control" ChannelOffset="37" Wheel="28" /> <Attribute ID="P/T/C_Speed" ChannelOffset="36" Wheel="25" /> <Attribute ID="Gobo2Rot" ChannelOffset="18,19" Wheel="18" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Focus/Zoom"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Other"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Low"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan High"> <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="Col Index"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col/Gobo Index"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="900 Hz"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="910 Hz"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="920 Hz"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="930 Hz"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="940 Hz"> <Set Channel="Control:17" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="950 Hz"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="960 Hz"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="970 Hz"> <Set Channel="Control:20" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="980 Hz"> <Set Channel="Control:21" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="990 Hz"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1000 Hz"> <Set Channel="Control:23" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1010 Hz"> <Set Channel="Control:24" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1020 Hz"> <Set Channel="Control:25" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1030 Hz"> <Set Channel="Control:26" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1040 Hz"> <Set Channel="Control:27" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1050 Hz"> <Set Channel="Control:28" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1060 Hz"> <Set Channel="Control:29" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1070 Hz"> <Set Channel="Control:30" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1080 Hz"> <Set Channel="Control:31" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1090 Hz"> <Set Channel="Control:32" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1100 Hz"> <Set Channel="Control:33" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1110 Hz"> <Set Channel="Control:34" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1120 Hz"> <Set Channel="Control:35" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1130 Hz"> <Set Channel="Control:36" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1140 Hz"> <Set Channel="Control:37" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1150 Hz"> <Set Channel="Control:38" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1160 Hz"> <Set Channel="Control:39" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1170 Hz"> <Set Channel="Control:40" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1180 Hz"> <Set Channel="Control:41" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1190 Hz"> <Set Channel="Control:42" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1200 Hz"> <Set Channel="Control:43" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1210 Hz"> <Set Channel="Control:44" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1220 Hz"> <Set Channel="Control:45" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1230 Hz"> <Set Channel="Control:46" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1240 Hz"> <Set Channel="Control:47" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1250 Hz"> <Set Channel="Control:48" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1260 Hz"> <Set Channel="Control:49" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1270 Hz"> <Set Channel="Control:50" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1280 Hz"> <Set Channel="Control:51" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1290 Hz"> <Set Channel="Control:52" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1300 Hz"> <Set Channel="Control:53" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1310 Hz"> <Set Channel="Control:54" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1320 Hz"> <Set Channel="Control:55" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1330 Hz"> <Set Channel="Control:56" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1340 Hz"> <Set Channel="Control:57" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1350 Hz"> <Set Channel="Control:58" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1360 Hz"> <Set Channel="Control:59" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1370 Hz"> <Set Channel="Control:60" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1380 Hz"> <Set Channel="Control:61" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1390 Hz"> <Set Channel="Control:62" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1400 Hz"> <Set Channel="Control:63" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1410 Hz"> <Set Channel="Control:64" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1420 Hz"> <Set Channel="Control:65" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1430 Hz"> <Set Channel="Control:66" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1440 Hz"> <Set Channel="Control:67" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1450 Hz"> <Set Channel="Control:68" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1460 Hz"> <Set Channel="Control:69" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1470 Hz"> <Set Channel="Control:70" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1480 Hz"> <Set Channel="Control:71" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1490 Hz"> <Set Channel="Control:72" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1500 Hz"> <Set Channel="Control:73" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="2500 Hz"> <Set Channel="Control:74" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="4000 Hz"> <Set Channel="Control:75" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="5000 Hz"> <Set Channel="Control:76" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="6000 Hz"> <Set Channel="Control:77" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="10000 Hz"> <Set Channel="Control:78" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="15000 Hz"> <Set Channel="Control:79" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="20000 Hz"> <Set Channel="Control:80" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="25000 Hz"> <Set Channel="Control:81" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Linear"> <Set Channel="Control:82" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Square"> <Set Channel="Control:83" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Inv Square"> <Set Channel="Control:84" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim S-Curve"> <Set Channel="Control:85" 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: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 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" /> <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" /> <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1:0" /> <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost: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> 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</Swatch> 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</Swatch> 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9z0EEH9exJf9/qVrfqPcsSQYpdZ9Dq18Mk2NTVjBBTubpmF5CJl8UrZMBDSLJskwlRPOYxj2me+MQn9v6nDg877LDeb9k50kJSNaQVKRaTXaldUow947zssKi4QKJBZTs5j4ms4T1CBFgFcmNJAFWtJCvwXF1zFB75yEf2yAOkFcclV2I4Jwmd1S4707NEOVANUk6IxDMqC5oTcGXPtg9aCdbf5GD3aa9qpCMFCBSOWtNBnVQYyKQRskVCus3wF8XXcNHZRvp2223XSy/x3JTBABVpxAsjqC3T2VSW6gqzeQLCF22TNSAveCILEAY+dUklAykbatS9h3GPOKNSQsIOQUKqX2hDHVlA+sqUtvr+xNhI5jbP1H2GumWXGgjjpKbGwO4407ZZxCAJZgeNqeNeou/hXbGREOI5z3lO62gTy0KCAFuL6FefH9KnJpnRKUakfp/6IbEkt8XHSDapmD/+8Y+991Ut8DjN2rnyla/cC2cgcUgZqMuhM5wjgERRwcq458GS0FnaRFmOQZUT3m1AUOT0PEq4eb6f/ezpGoeUpfLlXjNcE4FyORAoW9KWTIBQ0ZyfRzziET2naA7AFZxZY7OvIVh/7599p70iOymHDHhGHtp7JFVdYKfTGekZGhxJvS96DzXJzEvUgYhMrSCa8zPiGdUxS4fHR/2QYkhFBSNYpJxgmITN5IswCbCBQCcbRGCySiSkzR8Y5vlpJ/dK/VHR7LnsacoOkGQkZYb246REoj3AfjOI67YEdirzYU4rN+1buPPEem+lNgnGXZt67x9eXj0rGqgvHaHhkSceVkEh6UNa1WuiqpCAQSSjNqjHGJ1UH3uMWmZcs59IMukbOUDqi/0mrqWjoihxWKhi0JpgkQLKsS+SgwH+vve9b2gpjTyqfKVXUtfgy+QyENxzLmA0iKh+AyRXgSC1QVRPJsng+RqQc8oA4AzuvDO/2Uaw9mL3BHYLg3bYjep80WZqsS6yow5N5jD6GbJRWMhAFrd6xStesWbaPZIJOj7oQQ9aWe80kwxhqK1wDHSA8AEPkpoFHpqCREa6Z0B0BCA9EWxY4V9bWbX8po6l8sWpgCQSr3KPw9QRiU7yujb7CLlCSgpVcEwkyHOKiI3oWXKpeE6TRcVvG2Q23M+c00u4M5hg/f0WV9eDVGBv6BQGLNEtEd1mYJJMOpsBTsK0EQ0xGOXUGMnlN+JR1J3vI02effOABzygN5pJpjaSsbmQirShlhj6OsPIJiEQ6Mgjj+xJMWoUwTyDqDyQaKRCWz2YAVXDICClebCRLI+ae7E6ndoGz+RePSfD/c53vvOKcyBMwt4K1QvsP4ODBI/vIR7HQPsLtbRBGzg/+3PQvcwYt8ShvN9lLcGUJwzdb1H+LyabSt04pDTEa0iQemp9EM2hQ9hh1772tVc+l/djqFJb3G91735jtPmNuFKOuDOe2RdsDQ1fR/x17A477NBzyak/I148CjmBfUIy6ECjnlrMqlEqKS8HEGhbssB1IMe+2Dm+m2NXNSKlRa1Sp2GjCZGQ4rlWTbwtEvsBKh2xrNfRBhJV/A8hR00snjFwB4dWMv01wfZoRuDAAw9c856GdlBvRgupECMtA2F0nsalunKyWdBUI+p8YQUkQ1hJaZ6i0RoQaiBJjXzhhoiTBcmQPYx7KZdc2UBKkXh+y3urpS9VWBPMoGlL8XD7lVFHoJMkEZ9DnEE2m0EkVocg7NAYkGxT9xW5R+3HLECSiF95ZoOCSqyNfjDgqGr2Z10GvkDg0FqC9Rcv2antFwGqJOrQ24AwyKBhGKIM7LocWYMKghLdNdFIMxIIWUgeZOC2+56RTvpESgbh2C4kkUBmkMz1VcZSCYPWQSVFjX7SuCZYGzGQqK7HZ3tJMwl8RvKZdKVKB5Xj7Lrrrr3ON/E2CiCBKneeyCIwK5wre7XMDL9hs9UwyHymzcdZoHhO2AmXYvGULMFEC4fucc2l7uLiUqHiUBpahyNGHZbIRCN12FwR9EQewUHSkiHsu9Qol1xeUroHxLRC9QbJ2FYMaNf1OZuuBrXjPHbxcI85jNA2w6jN+BerYgdFjMs1DQISvC2eRhKTzBwA1w4wBahT5+LpCiOQbiHZDDrR+hyvCwSxkHZYDG/BwCFc6lViZoKtXa22AvdfJSd1RlpwiXOtUg0eDoOcDURtaqh6sqyG1OCIxpYi/dgi7CzGLvKxnzSgES38QQKRAoD0NcnC8GdIU905SBowm0dVhSBtJK0hCCl0EPVgbasPkihst5CAbEiqLE9ACXAEEJ69GhW0vE1hmsg7el87hbeKcP4XHK7DNqS6oO46I1YGLq0h2FD1GPBAGsvB26K+qClSZ5CbzPMLhwAZNA67KEf0SUY2FLLts88+PTsDeagynUllUHlsE4STqomYme/paPYPVz5IRkUjY10PD0jlHK6VCRbeYE561+XUvECEJplD0kjtkIakUA3fMShjcogqXCXTBotQDrsqL67HBnRuHnGGEINBKsQzaMlNIY5BeckFApce448ewcposRTMYONqANhXDFoHcpFoDHBkq0ddQMdELTlphVS5sUgBwUW2mM6Xn6NyEU98jNq0+g6yCTPw4JyPZEUYdg6yIRlS6hAdFfVjGZwB13fOUJOM+dpjDGIE2KHSMbnuy++GzRKKc7ChhHl4xqSsuFyoYLlb6tIAyuEZUpWx7/nbpDEwB2gLg5jzwKRYIrbBqSI0/hoSjNs0Ve7Rg0u9OOQR5ejEhETnudU1JGlJIPEddgQi5FhTEI2a1AlGudQIlccTQyYjWvkwEjLsqTUSkvrWiaRim9cbYNOxDRE0ktfIhSy5g+ulBcTzXCfbd23rfdVQwyV8YEAZiHmhYfesDfLMplHE4kk6D4eIRxxBWebDkgmGSzj14UywztAYGkkjt4UjeFXsNYcO9vAagj1FnWUgBQMfQbjYbKNc++78DGdqlRFNDamwILmQjhRVrSAtQ6Jw80k3ZKTGhwEBdQ7C5PLnz3/+8yveqmepZ+74LK/31QXuh5fnvj1DrEsmqxCz1gOkLa8yr8oTQCLOEEJzaNi5NSTHSdhxd4WbMVYRrLN6FKogVRiuZhOfcMIJPXvCa1tBnQYSMnCIoAuysquo0Vg8BHSazkYiBGE75RACtajRjUwSzblIHi4+t16wl5qIoC3pB6NIxmusPUfnDJXJS6wlGNXaNWGMELxCg4tEj3XCSHnPoMKBwQ8qKEjjkL4ZpBVtQH0OCxXFNYVQlkyw3k0GwbYe8sVVIJEiiW30cPUdiMQm0oAIwtiuRx9jF2kcJJaRxjDXcIjnvIxU0g5JjGRqg/0V58oSTRwLoUg0ncWW8Vv5TaoXyUi0SJJ3RS7Ma0uAj1MXzyPW0cgfDgA70WDxWWQ63K/nqIklRkjlaY9Ba2ZE1sKEGF66AbcOloPqcWqTwnbDp/M6X7WKCyAGl98heCpISu2oFrAmRJ3LQzYkdGhccxR5o4xUMTA2kBomBxWlRIbNFp1EooUzQOJQJyQLScmmI9EY3RwJ5+LuLwM6OtYss9SAAcPz9vw0gcFSr6zNO5dpoFZzWi2AsKbZ0Rqelxc8ibTi3VPRDv00yIGYEFvhFgkmNLy2rmYAuqoGrjgv0OHGjS6inxOQbawAgxYxHLxGKhThSDiqVEdI/5BcjtgQwejltjOE1WCRgjqP5EFUoQpBX8azcMWCNgJdBYOPxGYrCn9Qu1RhLR3dL9vKIKNCA8IkKndDOskvjksGZDL42W9IK/BrUkpcxzVHFUaOCZy6MoJtOc6vqCU3KHeGRGI2XG7Ger0vT0AIgxHrQBQBU2QTXKUu68Zi8zCIHcIdVGiu+0I03hjJFxNtEY3UynBewUojPdQlyTDjkToUQiTUuEFC1SN73DMgHJuUZ8wZMoDlEeVhEYkWGGf7QNAXql8RSljEeUmpel3YDDG5GRMMthybYLxHoyhPegBGpdGBbNSawjb/t3k5Ro5DhSnRjmxsN6o0T24FdpUOcnAE2C8R3OVFcTBEtOvKzgxBXURm8AsNIOu85xe6V+pQwJd3LESR42kqJsStSGphkahIYeh3WScjoL2Ria1m4GvzQeU7w1BvmjojjE+wQZDiiDRHJHJJNOqO54l0RrGGiC2GgTstXeKgvjSwACTS1RUB7C6BUQeRL7DLwUAaKpadhXBts2d0ruoHxF/E5FUSgRo3kNoIgwgGDbXddfcS7ei8HAZxRgn3ttLoSTAnp6BHsC1Gfm1CEPdBvKg0BeQy8oxipEM+jec9KtehohNp2GykG5VRR/yVyTjYXcgTeUsJ41rCAmItqtqARB0mVYftu8QuQkx2EiIalI62Ep1hEEaiIZgcnCwDVijJ396LvuE4zSm9tAWCDS0wnAc8DM8wAphUHJBKKiV4qsjHbtDIYmOkGzVCQrG/cs7PZ1x8B7INszXWG4QexLWyrUTCR2ysDQjClNB+7EnSGXGQxWfMCp/NkThdselMJBg7axZLOJJKSmminCbASZBu0hFUHDe+LakMyLYMT7ELqDPSmoRGJF6j9wwIGQNkMbtcnVtIGxKIiiV5vSKQ767XZ6zQk2Dtc+U7gj0gtaLKgh5XHaBhTOOi4hBBY41juNbQ8PKOS1wPaybgQcZSBzxbRQKeTSYBsWa9k9wgUMEkJ5MkgreEBO+Ts5YzLDIqbYUCHXEeBJtqWUyxJzaVOFPbEpSgUVWEsqFCNRqRSBkjVaOL0s9pzt66QL1G/qRgBoQKJQGFOgSqw3skEUl6NhvS+ExIKcqpvJ+nwg2DWN0UBNtsat80LzE0CLxJ8SyHh82J3QzSj3pEPBIvyBj2xTpYdG2hEB8TjgmPm5lA6iDIoLTRrDFs36YumJpgbSXJk8JoHEQ+QDrXY5dIMa2DvRXnCgHWyPsayIhmkIY3aeDmZUCBfaquDEyfo/oGBcC7YNpZSVMTjLvN9hpnUY1ZhArqySTrDdSU9AvbyoDIe0XyALtkExQPxHIEk4LUaytrFwg2oH0W0xAhTxGEWLxmUkxNMN6jWqz/YTVIG0Fk8Tmdxj7K+38jncNgC7uTd8gcIKWFHsTtDNzIbngfMbss9xkY9t1FTG2bS37gf9jg+eYJINRUeGkIJ0zBWxPzE/trq/ptAzIKUfCoIyMRoQyHbEctLdmxvhOl2Zyptpnq88BGTzCiXtSbdJDcJQWU6Ky3OBFicFIctdpDPqoK6YR9eOPI50BGdlYEj33X35PkGwPaRsyRZ494yOp/xQexVNassNEQjOEqXRIN728Nz36wS4govii/mNx6I9coIB+JF/VxNYQhFCd6XkWaiEjieVUhMm6imuMgZCF04Yh5pkIf8yAYeTq3LWLGgVHM8wkCeZUy8jdvSMMIRgriKmNRrTBoXkCG3/G8llxCPDHEDyPDUe8QQoIjm6yA9qKCpZ20m4Bq13jXnPBLBJNBXijBjB6NEdWUGiPKTuryHqObqyx5jVQK77rYDxpX/ZjSHuRS60QFrBcYSCpIPJMBM6nUZXMp92lbO0NbRhFBDFZ/O0i+OmfbdYOIMfAnBBPI6rZh9RggNTygh4oHI4kQio0xKJmLUDwrDe/w0F3DGs4blbByfqowFC3m/bSXASvuKG3OlbwMbm1g/gK7ysxu3rhj0KTaccHDZz44ajA5ssRjauRVgmaEHyDYVFlqRAqjNCogHGyFQamjGjwdEkpJjhxdV0LpGNdSVm0qnYI7HSfHp5hvnL245wlGNLKzE+Uj1YnxADkjqnIFl5VKm0Pgmah99XDaggc4j/QZLaD2zpELC2aMU0OCjQWejokdPDdFb/Ve2aPAk9KIsSLhONvRsdNipzXVrbEBqAoEkyRUr+atVtggZuSoK1vWFiye0YCzLpjovPJtIQwSjWoMyUVtmhVF4plLAGJVyBbmAZW4EaEnwU4Z91eChypJu8KINWEBoYzkSWrMkcn6DtRfTFSImUUqaGs1gFgmnJBkJMWy9/dxfct/mv1kkoq5AiavkGARSBW/sgKjg2dnJR52mqUAHBwcNXHISBoueHG5SXDKRAQbZSPw6kylUmOvIUzLGlfMs9moPQsGrhUAABggSURBVDaVCSZ5QWGVFzEJtzb4g1hWmDa5AiHrOv8AZ2ORE0CAPcgWjRWCTDZGNNItB0hJdblWy4hyVKhQJeIkd+yTyZQgmTkvzrvoZ+mAyQimfANhIolqZIWEIsr9Pe6C/2I5CgqpM6XPVF9O0roeO41qaau7RyzzI3UKA9aIZ7QOIjbPUll2LBA8CXS+atxRzxr7dVtuwH1rryzN1OVTiwaNWeD1Gh3ygQ4BZYOHZGOUG4RI6hCCoUJjHurJJ5888XPNED2CmUPFR+48N1KBHNWkIcI2mEQFqQywLgQpZaZPWwkKaWnOo84RB6pBClEjJJZgJHtF3dUwA58d5/7NU5wGEu5I5hgGZcvuhzQ36zxsTlKHY2IOgXU2TMkzc76NaMC0cC0TeUkxs6oMRm3ADtaODnad75JuvFMe7BKkG06dtEkZ4X8rksJWEZ2XD4Auq8m0QeSYPWU6lzjVoAXseE+kgylfbYZtSCwNrrhOZzPyh0mtgOlhBknbBOBxwFtFFjO06902apC6Es9eSU7qHREMTMsecE54kVJAo4gWu8U5VESQaJ49HB7mBBvO4dx+z24TEuGZDluufYb4Om5FjsGQGotgXeFheZ3mBRptpl0NSm0Y6UYcm0RDtE1YELkmsaxQE8sYaDgd0qWkmgq2/GW90C/iwyB7rQ2xuQMSOOcoYovpWW7KNDsDzACJuZJsVp6mJTVJMxIpiCZjUS9vFeCRI6xViUTzqXzPmAPWTAb2rIN6di3OAnVqoM1pYkhPTEdPc8FGrjDdFQKIpBMxjlR1jVENI5saFBQdVMAoH8fzMiIjvqZx2Vp5IbiAGdXInCsadKBcm/uqVQYVGzuKjAPhBPaU8ELevGoQ1M4xC3zXqtzIFCsAkdSez4CxFkcsw0QlstOGEY00jFWMkDLmmmqHbMtGmMeBzNreoDb9D+lmKN16bn0Q7MQhX+wEMRz6X+cJHEZV5SAY7UILCGAa2qB8IrtMB2q0vEECdWJmeFu9E5WBjLGJKQh1UENIXKdEEJZ6qZdp6gKeHzKQYtTQsEJIBYiMdQY5m5MJQM3ydPNKh2wzlSGeDwmQoivRwD24J4f0GwfCIsIhpTPkMbWXg3QTeOU0IP+U6HEqE4xb1jkzalQIshLHOpLKGbYgcIDNwQ5hXwzbfQJhPWhNLFLL+2Z315BbE1dCciM0kttUso51z217ZvPwqItJYb0Ng8CCJnk9WCThmIS01D5sSp2tHRj8jH82IfVm/mcUb/oNiaqtSDjzQ2EcogHbkDnBoaFN2M7UdNs+Uu5Pio3GmZJguHQ6waylWRqfSOu00iHbh4cSRmUXUA1GK/sqx3tqSMJalI0EqhcVJumQq21lZcuIIx21YmG6vK69jjL7qW3FaddwzlGLulHREf+LTqbegBTlXJhVjkCxFR9VyPgmncDz8xqVmVNfbB/xL7YjL1kQmkT3/CHRBVMRVfjFNWMQxz0IJBs0JPMwW4pjwPZzkNg8UGSLbXQCQi55tccJ8QWc8ke2tp21E8Gwvyu5GJRGuAcbtiaEkIUGayMWQuqkvKZphhHHbvGKSDkGRPRbOkl0vG0qv+sJWIZ6tHoQW6SewUSSUGXsJJLRKj2eK4x0RHEtq0OzP3U2KY1sZgfFyjXuRbyQunYO50NKJI0FiQVUOQHhmWo35/eMbFWEC1D9YQdaaA/RRxntKl8Feh32iiJJY/cURJ1Bsn2FoZlg1nYcvWt5s0Ea8bbadDpoNNKGXdK2sUGGcyBPrQoDErHiWoOkHkPed7jrlnnKsTLJ99jOj/Fcw0DRuLHcJpBKzlETTOMLIUR6RnYCoWJLZ86JiDpPTTAUEdg0pKNwgt/Ful4i84LVDGshGx1KNeps7wkvKJwkmZAgBibCGUAcG7ngXJFCqwh9kHR+p/27bKHM3nNoPwOoi6PSAcfHH5lgLF96ZeSEOx4Lcc7NzhC78pA8tVHeiEh02Fh5sbUAQun8vM9QDbaMEUc9sgVjkwPQYOwqqo3t0RZLY4uwI2MDeQavNE5bFJyEo34zwTw/yRIEQDY5WpLEtbWBIDTJRPpaeyLq56lIpNKOfuM9BCL9fNd9ODd7EpHjnhA0pBnvOWyzgKoW7/OKrTbUlWgGlEExA+DQihe1QjB7yxQ7jGjrFK5gTBupDGcxK8amFMWopZHUHzE66X/EaAOVYZQOs9WoU0esFJ2NdEY9e4fEYdvUC9OB+7bZA0kRUX+eneqFttSPTspT6hFHnIqdFedHPhKAFNO5MZPb85LkvDqDIkIK7DPk1m48byRDJMUEVB2JwlnhbTPS2a8Ra0NGhEWkvJBwgAkTRCPRkHxBpeTvj32KoI54cs06EUwqwiiUUO6S1UcsbrdGH0QshCLRjLpBIO2oXp4f6OS8pDjiIH8s+MbmCWRDXedQSTongGCDQhUM8ahdB8Q0mHh+mcAhxdh2vD9E4nDw+niySndiDXvPSeUx1JGM7aXyhOSjRql35gODng3pfj1PrPPB1kIeqtnn9c4ggGhIjKAGpIE4Z6Ktcu9rgtGdChA7LenUFiqowfBGrGESy6jU2Bq63tUsgwpjz7C7QJkOFz8D6V3POZEw4lIIxbtEPmDD+E6oR/dGPbXtNQQ6Je90JjSgTJlxTEIFMQ02Kg7JGPnCN4hI1XMUOAEM/wgDGFDaiC3mfapenM5vmAgcEF4we9GzkXS1xDZRhKRDYoSLNf4zZFPYqqSh87nHORANd47Pb6wimJ1KiwRgyEwd1UcGD8JTGrbVL/VklAp7DIPOpYpjLQwNXO/iEeuhAuL4PiAPqacTQVUC+4uHG+klkoSEC1tH4twRLjvi1xW6fs/N1+F5A1KSB8EMBE6DgCoyC2OQ/OwntpNz6mSmBlJRwa4nrhhl3ox8K0p7HmrQPZBYbE8GfSybRZpJFyERp6XeXTggHEOSUtnidjMm2nF5t1toSwpaem9qgunM2gmowc4gbUZN4qC6YvMtYBxz/XPDaHgNpxOomKwaufBUU1yHZGOn5bAHyQE6E4QC1KEFwUhCg0YAOGxDVbSxkjbJEfancIi5j0jEzmNTxroaJC41yhHi9SKe+0JInqUcIk8ykwyhSC4SUGaDGWBQuj9tnOdZkqrifcjMDmyTZsBh0V5+i2gzmhCzZtnGNoLZvtWw3rzls85w80ZUWzk1qaWTY9eLYSD2qZXIp1EtvMKcWhJCMMJjjQUhiUha8xI5DFQE6CDXjsAjODebDWLN+kH7AUi9BMEioErFkYix8y2QWgKqUmb+jv0eSSRBTjYWCRSbRFBz3mcqtJGMLYdk2jWcDctrep+m4FlG/MvA43QxJ0gz0nkQDAJSj7caEn9C4Myx9ZtrCFZG1L9Kgx9d/hy86XQHEN0a04Nn8IRIl1HBPGqVPZTLgtg3PKw6bxnBTdAx2d2mruQtY119do1iQ0SNqV5Gs0mtMgQRziARc3VEpJ1y4p4n516oYKGETDDXJDlJQjlIElg9mNgYqSPYSpqRWv4GHijCkXpIRuqS1BGqcc9sOoRgcwGJTXrSGK6Tp68JG1GVnlk/DFrjVV/lLQ0nxNG4U785aEqw6b2q8aaatamMxIPLb7FteFx5MeBBINaNvmxHsFdIrjq+xsaLVAwSZEL6zKiPcIEaMo4EZJUQ8wt0TpCKPZaXBQ2C5X3GxaR0OtuPupPmCiIDu48UY6CTKKSFEAjVyvNlu5FYJFEk7TkfvFUqmxqXAUCcCIBqB9LS/2FTAieGAU9a59nZnoczRL163wCtIaE+5WpFAm2tU8JbCVZu6odFipnLNJUtRmRrHMSiLrus40qlUV1UUYCNQoTXk0vl9UirUJ8aN1QjCSCVQ5KE4S4+FZIp7+0YjR4qD6ih7NGGl1gvuGfkI5hEu6qFXPLDy1YQiTDCBQLLseAxKcW2lMmg9gwEsTbqzSCJ3yAZG065eORgkdRvSe7s6LBREddnpGS+f86MmrXwNEOaca6Qf0q8DWfaPhi2qIGWmNrYF4syQrpAGIH4zykjRX1GbO580DG+G8lfIzRPHNVo8psRxiBFYrN2cwaimpXUUckAeT6mzs1LR4ZKr3OwpFEkvUlHAynWWjXAEC7qvXSswWOg6HwODtuRjcTwj5icz9iEYm1sWCStE/yIiCzUtBhYro5AsCBthoFFqmo3r6YdUsEz2DfgsEEfDCRYuZnPFskggrjDtFfvAiOOfZbXUtCIjOOaXEY1uySkCfXFawqvkp3CJhLKCK9QY4ehnyeaUkUhAWO9LKStlzAI1ScsEfshQZ4uF3ss5fSWjubNKesWJEbA8FipP/dpACE/8yEMbWRnV5I0SDwIJo0YhCR5juYPM9h5s1Q6qTuDatYP4sqgD0cty6J4aq4EQyjBTwZxrrzUgYzTerEPqPez5o1FJSzySclAVlcRpzKKM8GM9kAQTKcOWtrA/TL0Q10jAvUTi8sxBzLBqDOGe+x+EtvgRNyPHSYbgnyxoVfsujGqUCCAqCSy50JkaaxBAeOAdphRqfTaAruEoQQrN/HReUsxaiFUTIbYDIlWQwqGLROIzeEDbBLBxNidDPzP0YA82YMqDm9Mg0cKhtocBl5nEMzvqLIgGDuHZM2zmoQKmAmx7Qv1Lb2k6NDAkMLhEFH77Db3NO4MbveAnAaS/OOCJhqTXoO3M2m6rQ82VykmFoZkuaLC6GurPBVYlH4JaEQSIGwIkff4Xf59lo5Zesn9haTSQWFnIVANEpWnhZQcENH4gDBDqD1qxz3xBgOkGFKFPeg+fR7T5nxGVTqvwUCi50HUFchKgi4QQ6UXjCRYX4oJ8Owy6ruTgH1FbfB+SAEeE0LUIFUYxDntZORnz1LMS3iB9JI8jt/xHgM5ep/d/LxRRJsEI6nYOghWT2KpF40TMCVJchzNvTHqY+4nqe2ZqUPeI3OADRY1akg77QK8c8axo6QXdF0a76By3KyZMi42CFI/segco7n2agQylZ7kRXRJHJ5QAIlikkfe3RZZg5TmMEblB1uKLRTI62UMsr94cmyc2pMUTSdNQwq7T6oyG9oxxS1SWO5J3lRaB6SXPKNQB2mLfIgbTso6g7jXQV2+2IlghanfKg99ZPnzwJFfnhBGce0tBqjF6Ij4riBqGKlceYY/MNRj4gRpwWYL5FIVnmbeZCBfO+rU6+R2qFDJciQICSUsgQg5CCuWVXtyBoSgLykLwjKCx6FukY9H6bocDepcAHUdrqhzJE50+eI4i3vaeHqvZsGrIbIp6lnkVE0e2RyCUGsCmUEiSegcU8tb6GXpBXk+ZuQh6+h2GO6xwUHekCsWNQlQ+9JP+byCtTxFIZUAj5dqdC4SkuqMEiIVJAonx1nJaAGQiD2k65c7E6ww9vdl1LI8RxeBzQi8qdrd5hkqVQnI9UX6hz0WQU3IuTeeYy6MzAQjifLU/5jTWec8s1uv3j9PuxPRz4a5cAnDvXZWZBdIsYj3GRixNgXwIlW6ckBAvZlYINt0neD+uND1y+OuMi0hJjC125i/GxsanorI9hBVpPGjoxnE7JqIYkvo5vpzthhJhwwIECqNDZWLB0mmnMaSARgFNmMmWIREMlRt1PckbkaSIl8AMaWuqGnSFwGFU8KmE4aJRYCXDH0/1qyQsQhWOui0IsVklrcrx/Cp21MAqZCrXm2HnZU3VNcxyAO19AKdJZlcl2BLw+Sgbt5Lm/QK2yw7FTXqnGTsHpftOpF9jkcOaQDS8TRjYJB2IvyS+waBZxEX4yWDzALJpmS6bU7ogqCYbv/Txlzobex18sv5f1I654Dyp2zx5LssDYHcGuM2g3rLOU2dn71Ff3eZPQPSORk5FWOiSHR8Pfs5B0/r+yNVSbScGQD2Y00w6hph5AEDgqQcl7ATxczYXpH051jwLMXblrDloQseoO/H/eFEGzGUC72+kEyF3l0n+f0wUA9ZfYCwhffzbB8jPLwxpS7D9sDOYJeRBBl5okfb3MxAXu6pTbpRkzXBVIGQxPVcA55xJhjwMgWelSQhrDIk8bCQtjxOnqZnXzBerc8n+eE0O30IWZgJvtUU51gFRj0juAaJlqUMtZODp4KYXRdYEwaoNyeIvcOh68rYbDCqLRv+ArwZsa1NW0m4Sg1prlyfRb1Si1GC43yS2XkVRlUXYmZtNt+cIBwxcXhqYoIVRv+hjCy9rKZl7czZMcGl557XM494d3lqGRspktlgtI9K7GbU4QnISeVhS01lW02Ygo2VwxCCv+5N/RnSquEatrsI77EuABTF1w5RKiSvSKVHGEaAVoSfSp3lXp0DIKG5h76e9ART7VVULvyVQjLJr2OmOQ9SqTCtUzRUo0BpDjTqlLwJJ+nWtRpTnjBq7wNCEXnhumEEqzMMDP3cySRWhEy6QOyslmLuEUkVU7qeAaRaJK+BJptg3sEk+coxsZ8+nuYEU2+G1bfHrl3+PHiS3zOklbLkIGUAeXIoQMmxER5ArIjgd4HofVQ0BOplirJ3WJOtnkeg1HlYrVYXKOWppZi2oBZDUouBmRMZq0uTpOM894R41qR2V8asdluzsgir947j/lBVZtv0Niomq0YjWzwo768jBjZsom6NnNwO1JtyDtujul4QZZzlqwZB2Y74V14xB0hqdWVRq8/JoYKpTxWuc97xV5Z97WoxE2AmBOvHx8zLoruuO+r7AaouZlrXIP6zajSi80If1IfY0TiQvqlRr+s6arnPjGn2bAwIOSBTPfEY0Um3GHxUMQdkTuupZli4ZO9x412DMLP9IvuLp+xc/uRKXbXLb8SVSKF6rXqSqk4U17aNkTzOkpe8vry2RCCrYCGKYRKsXowlT0yZBqa7cTTqOjTBWO0T3ukCyCWXtnNevGRazHRD0n6+Us2MuWntM1cTSCGxHmqOOhTvQTqzg2pQEWq5EMDv6jUpRoHdwlimigQtDVAxpjyxQ1ytbWnJACNediC+w9g2xW7aagf3Yg5pvZix68T6FjGRZI5Qp73LOHnGLpj5jrflBn9UiLJ905FkGtcULipC7Za4T5t9YRRTqapaeX7j7nckTjYqQKlKIkMoog6SUqmhRsXBEH4W5TQi+2JmdQqKwW9w5UreOQC5ttd3sz7xXLZUHpdkEEtwDwMJMoP1QweiXq+URM05S6grLKjdWcSjSCj2aOyyliENJozTZR+ACTA3csHc9uxOJFNu3ckmWzZM+h0FpdXZlqNuu6yx0QVsT2q8lmJUt5KdehmGGYDNtcu8yAVz3RS+TzIrb7DYO3uXy8K4m6tDm+MwKUhHnnGOcTHsTQppk2xTgre486xtrhpzJRj0DX8kUzE3dpxskRgnRBGYlScZ4DWySUXwlRkprswTUmYEca69Z+ktDsLcCQb9EMaezYYlfiaK+C8CXQhWOyCTkHIYlE6Lr7E351SWI3j40FnFuUZhIQSD/gM9pBDNAlxmyk6dIJ81hB1Goa6MEPwUP5tlZH1OkzwkrvebRfpnHCyMYIF+7lJZqtr+mZX6zALDasEC9RLnxo1QxZxTN9NCTGePaRPXk2DhBIN+FYZaMsGdfZo5VcaOA4WIbRui1lAUaL6iun3kEqiNtSTWIWgN0dsDpym5mQZLIRj0H/hu/UWHlQ3Mrca/C2Ku4yiYHDLNxlkLBF1+wKJVYo2lESzQV5mSbSb2zn220iB0mUm0EcHsn/0nqaGfNZZOMOhPJLlN+dMMU+WpC53cC9ScZTtVisZ8SjX4C1qlZlaQjVeF+OZFeYmjsC4IBv0GeVMhmnn/ZquaHjeXtTDagExRTq2y1u2Ms73ykmE6FQ1wyLwDp+Ni3RAs0G+gBxaiscvMAJnLqj7DkBfy3QggFXdQ17UiFo11R7BAv8F2LUSzQpwZqAtZynMjgoUBD+2yhNIysW4JFug34I7/I9oKNgpiBdY9wQKJaIrXLbJlScGF2WhLBhvL0oyHDVtwdz1ioyFYoN/AexaimWRiyty+zZTb3qxjyN0eXY6jBq1Dv96x0REs0G/wQwrR7GlssuPe/ddOWxGuY1jmR/BZ9clxbduzbEzYaAkW6HeAwOK7CtlsLWbyoBnnJhuOzv2sD6jJVqorP3t8vSXexoyNnmAZ/Y6xSP1bCtlsAaLIEeGQbZtm/dhsbCo7OCCVctjPLKI2axk4QxEso99hH+8fjymEs+jFtv0D2ZSiqhYcPI1oNrCep+UTv9FsIJVVS04s9/fXob86g+AMS7Aa/Q79cP/ooZDO8omWOtwyHSYPb9p/tT7UqLSV9Iw1Bcz8OLX/eko6TirXXrvL/H8J/h9qOkrTQY1ZNQAAAABJRU5ErkJggg==</Swatch> 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</Swatch> </swatchLibrary> </Fixture>