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Elation Fuze Profile (Elation_Fuze Profile.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Fuze Profile" ShortName="Fuze Pro" Company="Elation" Version="3"> <Copyright Notice="© Avolites Ltd. 2020" /> <Thumbnail>8c412ecd-d3eb-42d6-8e00-b10af47f562c</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)" Version="1" /> <History Date="27-04-19" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" /> <History Date="10-12-20" Author="Nic Morris" Comment="Added Atlabase ID's. Added product thumbnail" Version="3" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="9a9784d2-c5aa-4d95-a8a8-33781f2486b8" /> <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',2400~10000" Dmx="24~100" Colour="255,240,200" /> <Function ID="3" Name="10000K" Display="'10000K'" 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" If="'Colour1Func'==1" /> <Condition Name="Scroll" ID="4,5,6,7" If="'Colour1Func'==2" /> <Condition Name="Random" ID="8,9,10,11" If="'Colour1Func'==3" /> <Else ID="12" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Colour" Display="'Colour %.f%%',0~100" Dmx="1~60" Colour="255,255,255" /> <Function ID="3" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="4" Name="Open" Display="'Open'" Dmx="230~234" Colour="255,255,255" /> <Function ID="5" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="180~201" Colour="0,0,0" /> <Function ID="6" Name="No Scroll" Display="'No Scroll'" Dmx="202~207" Colour="0,0,0" /> <Function ID="7" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="208~229" Colour="0,0,0" /> <Function ID="8" Name="Open" Display="'Open'" Dmx="250~255" Colour="255,255,255" /> <Function ID="9" Name="Rand Slow" Display="'Rand Slow'" Dmx="245~249" Colour="255,255,255" /> <Function ID="10" Name="Rand Med" Display="'Rand Med'" Dmx="240~244" Colour="255,255,255" /> <Function ID="11" Name="Rand Fast" Display="'Rand Fast'" Dmx="235~239" Colour="255,255,255" /> <Function ID="12" 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>c101264b-4190-4fc1-b6cf-762f45138fb8</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~19" WheelPosition="1"> <Swatch>aefd3531-82ae-466f-b250-320dd8c1b0d3</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~29" WheelPosition="2"> <Swatch>e0740692-a50d-4150-9b15-4c5db7121991</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="30~39" WheelPosition="3"> <Swatch>a47122ab-5c00-47c3-b125-fd2821ad920e</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="40~49" WheelPosition="4"> <Swatch>22f1fd2a-ff02-47bb-b075-344d2625ba43</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~59" WheelPosition="5"> <Swatch>38fc68a6-de12-4483-abf0-a14f71152803</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="60~69" WheelPosition="6"> <Swatch>396aeb3d-4aca-49e9-875b-c42c103a6c5d</Swatch> </Function> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>c101264b-4190-4fc1-b6cf-762f45138fb8</Swatch> </Function> <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="70~89" WheelPosition="1"> <Swatch>aefd3531-82ae-466f-b250-320dd8c1b0d3</Swatch> </Function> <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="90~109" WheelPosition="2"> <Swatch>e0740692-a50d-4150-9b15-4c5db7121991</Swatch> </Function> <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="110~129" WheelPosition="3"> <Swatch>a47122ab-5c00-47c3-b125-fd2821ad920e</Swatch> </Function> <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="130~149" WheelPosition="4"> <Swatch>22f1fd2a-ff02-47bb-b075-344d2625ba43</Swatch> </Function> <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="150~169" WheelPosition="5"> <Swatch>38fc68a6-de12-4483-abf0-a14f71152803</Swatch> </Function> <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="170~189" WheelPosition="6"> <Swatch>396aeb3d-4aca-49e9-875b-c42c103a6c5d</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" Display="'Fixed'" Dmx="0~0" Update="Gobo2" /> <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo2" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo2" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo2Func'==1" /> <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo2Func'==2" /> <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo2Func'==3" /> <Else ID="21" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>c101264b-4190-4fc1-b6cf-762f45138fb8</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~19" WheelPosition="1"> <Swatch>8a8ea5ac-9ede-4aa4-ad38-54edc09aee50</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~29" WheelPosition="2"> <Swatch>f516d768-b823-490e-ae1a-dd9a8361fc6f</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="30~39" WheelPosition="3"> <Swatch>6eba884a-3376-44db-b6c2-b4c446b38294</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="40~49" WheelPosition="4"> <Swatch>214e8b24-c5f8-427d-a1ec-1f89d893aef4</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~59" WheelPosition="5"> <Swatch>55047e3c-3444-425e-915e-0c79f18a5bd0</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="60~69" WheelPosition="6"> <Swatch>947472c8-7309-483a-b0eb-0dfd95261b4b</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="70~77" WheelPosition="7"> <Swatch>c9d03485-3d8c-47a5-baeb-de47946e909b</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>c101264b-4190-4fc1-b6cf-762f45138fb8</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="78~93" WheelPosition="1"> <Swatch>8a8ea5ac-9ede-4aa4-ad38-54edc09aee50</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="94~109" WheelPosition="2"> <Swatch>f516d768-b823-490e-ae1a-dd9a8361fc6f</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="110~125" WheelPosition="3"> <Swatch>6eba884a-3376-44db-b6c2-b4c446b38294</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="126~141" WheelPosition="4"> <Swatch>214e8b24-c5f8-427d-a1ec-1f89d893aef4</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="142~157" WheelPosition="5"> <Swatch>55047e3c-3444-425e-915e-0c79f18a5bd0</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="158~173" WheelPosition="6"> <Swatch>947472c8-7309-483a-b0eb-0dfd95261b4b</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="174~189" WheelPosition="7"> <Swatch>c9d03485-3d8c-47a5-baeb-de47946e909b</Swatch> </Function> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="190~221" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="224~255" /> <Function ID="21" 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="Blade_TL" Name="Blade 1A" 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 1B" 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 2A" 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 2B" 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 3A" 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 3B" 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 4A" 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 4B" 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="Blade_Speed" Name="Blade Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <Attribute ID="Blade_Macro" Name="Blade Macro" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" /> <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="8~15" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="16~23" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="24~31" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="32~39" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="40~47" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="48~55" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="56~63" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="64~71" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="72~79" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="80~87" /> <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="88~95" /> <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="96~103" /> <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="104~111" /> <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="112~119" /> <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="120~127" /> <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="128~135" /> <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="136~143" /> <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="144~151" /> <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="152~159" /> <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="160~167" /> <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="168~175" /> <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="176~183" /> <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="184~191" /> <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="192~199" /> <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="200~207" /> <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="208~215" /> <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="216~223" /> <Function ID="29" Name="Macro 28" Display="'Macro 28'" Dmx="224~231" /> <Function ID="30" Name="Macro 29" Display="'Macro 29'" Dmx="232~239" /> <Function ID="31" Name="Macro 30" Display="'Macro 30'" Dmx="240~247" /> <Function ID="32" Name="Macro 31" Display="'Macro 31'" Dmx="248~255" /> </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> </Control> <Mode Name="Compact, 38 DMX" Channels="38"> <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="a6b3c968-cf28-4bd4-854c-76a764c9cbe1" /> <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="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="140" /> <Attribute ID="Animation" ChannelOffset="27" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="28" Wheel="54" /> <Attribute ID="Blade_TL" ChannelOffset="29" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="30" Wheel="50" /> <Attribute ID="Blade_RT" ChannelOffset="31" Wheel="51" /> <Attribute ID="Blade_RB" ChannelOffset="32" Wheel="79" /> <Attribute ID="Blade_BR" ChannelOffset="33" Wheel="80" /> <Attribute ID="Blade_BL" ChannelOffset="34" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="35" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="36" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="37" Wheel="111" /> <Attribute ID="Control" ChannelOffset="38" Wheel="28" /> </Include> </Mode> <Mode Name="Extended, 59 DMX" Channels="59"> <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="861ad35d-91fa-4959-8f76-0544339f673c" /> <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="22" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="23,24" Wheel="24" /> <Attribute ID="Focus" ChannelOffset="25,26" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="27,28" Wheel="19" /> <Attribute ID="Shutter" ChannelOffset="29" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="30,31" Wheel="1" /> <Attribute ID="Dim_Mode" ChannelOffset="32" Wheel="26" /> <Attribute ID="Iris" ChannelOffset="33,34" Wheel="21" /> <Attribute ID="Frost" 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="Blade_Speed" ChannelOffset="56" Wheel="27" /> <Attribute ID="Blade_Macro" ChannelOffset="57" Wheel="139" /> <Attribute ID="P/T/C_Speed" ChannelOffset="58" Wheel="25" /> <Attribute ID="Control" ChannelOffset="59" Wheel="28" /> </Include> </Mode> <Mode Name="CMY Compact, 36 DMX" Channels="36"> <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="c8a10a19-a357-466d-85af-f7b324a777eb" /> <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="14" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="15" Wheel="24" /> <Attribute ID="Focus" ChannelOffset="16,17" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="18,19" Wheel="19" /> <Attribute ID="Shutter" ChannelOffset="20" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="21,22" Wheel="1" /> <Attribute ID="Iris" ChannelOffset="23" Wheel="21" /> <Attribute ID="Frost" ChannelOffset="24" Wheel="140" /> <Attribute ID="Animation" ChannelOffset="25" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="26" Wheel="54" /> <Attribute ID="Blade_TL" ChannelOffset="27" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="28" Wheel="50" /> <Attribute ID="Blade_RT" ChannelOffset="29" Wheel="51" /> <Attribute ID="Blade_RB" ChannelOffset="30" Wheel="79" /> <Attribute ID="Blade_BR" ChannelOffset="31" Wheel="80" /> <Attribute ID="Blade_BL" ChannelOffset="32" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="33" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="34" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="35" Wheel="111" /> <Attribute ID="Control" ChannelOffset="36" Wheel="28" /> </Include> </Mode> <Mode Name="CMY Extended, 55 DMX" Channels="55"> <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="76228e5a-27bd-4e53-8183-7b4bfc7b02b6" /> <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="18" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="19,20" Wheel="24" /> <Attribute ID="Focus" ChannelOffset="21,22" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="23,24" Wheel="19" /> <Attribute ID="Shutter" ChannelOffset="25" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="26,27" Wheel="1" /> <Attribute ID="Dim_Mode" ChannelOffset="28" Wheel="26" /> <Attribute ID="Iris" ChannelOffset="29,30" Wheel="21" /> <Attribute ID="Frost" ChannelOffset="31" Wheel="140" /> <Attribute ID="Animation" ChannelOffset="32" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="33" Wheel="54" /> <Attribute ID="Blade_TL" ChannelOffset="34,35" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="36,37" Wheel="50" /> <Attribute ID="Blade_RT" ChannelOffset="38,39" Wheel="51" /> <Attribute ID="Blade_RB" ChannelOffset="40,41" Wheel="79" /> <Attribute ID="Blade_BR" ChannelOffset="42,43" Wheel="80" /> <Attribute ID="Blade_BL" ChannelOffset="44,45" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="46,47" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="48,49" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="50,51" Wheel="111" /> <Attribute ID="Blade_Speed" ChannelOffset="52" Wheel="27" /> <Attribute ID="Blade_Macro" ChannelOffset="53" Wheel="139" /> <Attribute ID="P/T/C_Speed" ChannelOffset="54" Wheel="25" /> <Attribute ID="Control" ChannelOffset="55" Wheel="28" /> </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:1" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="8" Name="Gobo 1" Number="18" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="9" Name="Gobo 2" Number="19" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="10" Name="Gobo 3" Number="20" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="11" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="12" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="13" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="14" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:1,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> <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> </Palettes> <swatchLibrary> <Swatch 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</Swatch> 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Vk0Uij0Q8DIYBdlMyCw2egVQC4BKduMwnWOCCXeWEBUxgrMbRl+CQugR030VXDmAQ6BUpldtVgui9CsKSVNxJyVuj4ZAw4s3WBgEFDlblLfVEzuhCsJaZHKWK1wRSDI5sGpoe8BINYBx10UOLfGP1MM+ik8vQj+9vf/hZJh5jOCTDjE9rAl6R5St6Fjr3xg2C11VaLdHBpwKrRoKUFEHFKCLZJgyfSCRfB8qBIUxSsndkSygQ9JyAzUw2rxRNOOCGaqm0QEiDO993vfrezfvLWW2+Ngqs2mNI4P/6eBTY9lY6OPsDClyFYwCk24lRv/YYMudJ9vnBKiQ4TqjDjUlgCLAsrobRt8NDXJwUrXSBnZvZr4LPz5tLSujSLk8xFZmV67bXXRqs0shNSPoZfiMP/+9//vsv/0u0miWAA7XsegkFELHYecI5UQBFuMf8/C4RmWHT89Kc/7fI88mtcEUi6aNGiXOeQgkFwi2+CvqZX1quzwKhn2U80HyccklERg9KSoCQETCMYN8bsifqHP/wheh+i6WaFN+9LlJ1VJPlOhHKAm8LKM8vXgYT25lYC9PSki0yQU4RgXHimuXvuuSeKvSUBx5uGwCxWbOBX5QmG2lb86quvjo4ZM2Z06dOBjp4VJqpWfC5ZUZMLziqGOeaYYyKfDn9N5NiQi8HEChaSBiAYnBoMwQaWfqdevaI9fQC+DSsnYj9ML7LPj/RZdcF23inFojwLx3/WrFmRo0zglWlLbjArKyEYYFWYRTAcZHshIcDSumTDqEuzApGQke+dRGBuJqtBpuA02ASDWGQSIBICRPK9BFP5DLGghHGkSJlBykBzVaZzbyAX94zIPQaBWCMFvSIU5f8DlcINDEIwRo1pprFktl7e1WcC8MWkbF8gtZBUy0AKLByNRZ566qnO13ARzZBFHqc8bXoMkZRHneCykDyfRjCkTdx8AWSX5DN1lww24oJcG/qWCVhcmG2u0gjGTGK2p8J1sRGwyV8YgklwNA04uqReksr9KQ4xne5XX321y3TKtEgPCBvUBeKHyPRA8SzV4K4qGW6eKwqPXxVCVoQFc02TZB/w5Vy5U6y4efN5LzNdBuFsvwlAWrMTELOJVMPbyCMsZFbA3wywq0pEsAFl30VOGl+AaeYb3/hGZKohCXk81AaAbH0SwWyC5q2QIbDK+4l1JNrOZ7gkJ3TCcSWmQ7UhEB0YcTYb5Fm5Vq4e90hmTJAHzQPbKmLNXPlfCS4zmLg/WDCuCdYbvwv/llALgzWAdGcABPMWGAIcV/G/GF2kcfAVCAWgpqCgFd8FK8XNJ39ow4775O1sA3C6zemXaTLpwnDBySkmgZVnyNgR/ksSwQCrySSCYblMPxTLbC84XKAYGddBplcZaFwbE8TRRMWKmIAVMySmPTytCbC6+GJYL0IlAQjWt7QFw5wSuwFCDKYuDgHOKARLisJz4809GbmwRZqqcYGQzAgYoUmFqjjPSfEsQNfqEjWB3YBTjiUz/VIBQdekaRKrY6ozWFTkVUYArr3pv2EpbYJxbcSCy71ihSrA3yUVxUIikDYssmDpcoIMiMnlgonQ0AYkoEobOYk9t1M6Ze4oCxmL7CSLg2v6YdyopGChK7HN60J26QGQlRtHEzsb5E2TrKydFy0q3aZQ2QSOur2fpXwG5HUpdjkvCJa16s+JPhCsVFtMORFOjFGbBFFDJM3t9o5meYKRJvD78B0kN0c4AKtqOuwsMFxV4Cz/Q/cZA7gJSQQDWDGbYMShTBSV+GD1zYGWlPiW5DivdS008OcmTpwYrWgZ+Cy4SqBfqb2K8L+I7YC0tkcERPHFiD/Zum/b//KRGNvTJAFek2BsnJCUIwTnnltNX2MIgm+E32ODmB45Rbn5BDdNi4EFLDrQnn/++cgyQQzAbiD8LBov3BiZ9rLulYAVd4mmKBFKEYymt1gMkOaYs9TGhENGs68XF9+UnJD2MH23vMDXMAnGooPgrIDVYxKwuESvqwBuACtoKqts0IufFJpUUkMuKRYBLAJ8tggk8CwEA+a2O2Z4Jm11ymKBwCsE5V41SjAJT2Bus7aXY2RAMNN55Gcz78YF8nG2+T8TZsCV6dLlsJI79G17lAesApMIBlhlCsHsjeeLrKJNIOchfSTg/si2O+J/sXDA2qWBfv+4LiEc/VIEE+ccU5/VAkhuJEti8Q1M5x4UEQwmvbeAzxCkZRDId1aJtMYv5mZb9nXw1XPZNQz4ngJZ6aP8yFJLiN+VtEdBUZQimOTC8MUQu6XdMClT53/kC9oacFe77iwQAjFh9ixlOoD80u/VBJaD4o2qkLYSM1fcNhGxPEyvRUHhr4lHH32082dcD9JkDLi0bAeQQWn+vy9KEYxpT24ecSYXwbBYIsWx42My3wNCDD5dmu0lvjlloiogzWTu4CHgnKvcf9JVscQAM3ufEZJA5iRAeUEhb1HY18G81kyfgHuFC2G7FQLUJjLQbTmSD0oRDFPKfM1IZTXoKjjAqRUrYxZwIF1htSQRdlFlFM3k25ZCLqaAKHUSwbC8bGxF9+rQYAHj2tSUVZw5DUJw3APpd4ajXnTXEK6duWAiTWSSiFAMCXLcBwaWi2D4XRLqsK+jDyAYpb3esTBWcNzgNDWqKDQZuXYZm0kwwOgtQjAyAWaoAyGdvRLlM3BsZcVrghUmpV+hi2MJjbg0/3ZTFK4LqzVx0LnBkLMIwZhWzRI8pl2zHTufAakIkaQVu8hgZYXt0zzQwksQDA/Zm2CseMg1MjKYu5PmbWnFzSi1m+QSLzIDhJLOyCvbRSpk6rtIddhbwEAeco0k4W2QPiLZnjfvlxfUQyaBFbeZnhGgYzNXgPiHSLLzwpYqJVkoLBIEg4wuUaJEBpgeA2zVswSCIV1cL+uVLhDfwmoQbqCnAwTDXJNwFfmy6IuSTC5ReEaq5NGYJpLyaC7YEXDX/zFN4tckqSmwYiEJhh/pshKiQLVBBF2uI8CCFamntGeQpOsgOV6sPv4uv/MZ/E54iGsjccoQ06PGIr5NqQ0HGQWQDFKQjmH1w0FgD/0TkhD08sAVQbYTtVysvASzR64riIi55+baO8cCZDIht4BhenTJglw9w7DuDE5xsFE2FNkL3PZDkywYHY+klgG3hJwv3YRIymPZCA5L+MTObXpisViwUoDtEAxfyCz1Z6XE7xKldi17uRhm1TQ3HLl1Fhh9aSsnG2iekgjG+2DFQvV8RZKTBKacNFkQFsUM1TBN5iEYboJZAMOs4BIM4I+irCVPauZKeZ4SPEGWtDsnIgu2sOy7cDJJenWmSnGsubiuaD9WBz9Jij4w03k2F0DbZAYD0y4s4OaiMDDTMgIIBqnLlmyhlrArrgX4NWnFFFwH8zriG+bZ5NR2E9J23pUKcRvkakVVzDXM2sowJxYGIZg9XzOfIwcx22k+/PDDzt00WLEQvhDrgkVhNSmbnhPioGUAr6HIVZQAtnacFWpaKyemBwpGKByxQZCSqdmnUYkJpkcXsjZx5zoSjZfEPPlKNGLSwwuLRkiFCif6UghsNyEt1WTfKxLyDGQGhiDQ9AjCEIx4GKMTHRHMx9mHUJBCKrKzTppgozl9cbO5IYxiwhbElSgM4WJSBMKFsR3bPBeGWsckggEKSMoSzLV6xIJnJda50fieMu3jx+HXnn/++ZFlo+sQswIDCyed57C4tpAz7ToQHBc/jHuGdAj/D3mRSNfTygsLIiIYuhaGfanaSKLlOItIpUWJSR0h1on+XVlzOr4GVdICAqCsRLEIZiEEo5hRSIqHzzKRR8POFMEUkFTZTcWOaTEExLMIIbBBPI4ydZJJUx0W27ULHP5nntwn+w+ZfiVTJNfADtqyIsZFILxhbkjBwGNwu8CqFH8Li817SnUSREOBgv8YyILBqQW99Qh4Q48UFHel2gdADipZTLUqo+tb3/pW9IWzZB8452a1NspXszWRCRQStgoVIpslbS5gSbAIJpkFTM0oX838JCRGgi2bShDrQ2nAzra8zvy+ZAtcq8ekaqAk2NYDItg5RgEzhb3LB+TIil/RuZHzNoPLTM2sLFnlZiljcuIxuCWpIrbWKEUwV/IUkuVJ3DKysC5YER8QAskbjWfqnTZtWmKkHTUneUECsDwyRdmkYQHCgoBVGMFbYmh8T9fqkb/l2bUD4KCbaaOiyNPwz6U1w391Va17INquRQiGMKlUh+kQYIrzJViRChgCuxAyqQiFvClqDAiWpMAwQc6QOBLhBaZO19Y5+Dp50y4MNFyAtMVCGgIFSEMgErsJwYrLSCuAy4ciUYtZ5wYicU5qe1nUrCPEc/Uas+U/WcAvtEWDJoqqZlkFJhEM64LLgeXEr7UtK7NIWoiiZkScMgnG/NJol0NGOQsEs7kaTi/qT3wsVkBYH6YbU7CHP1GUYNx0VrlmgLIqFN3xI6lsD/+WQ/xa9PcUNJuKYMhVpUK3AODS/xOMXpp6NGDSGu10iA/AVCcEoziUpbjpW/F3HG8IIumltBibCygNmN5cIYtQYHos2pKAFSoEYrpmyqT6mgbEJliokCXBn5Q2BT71DBXhQTjFD6YejPmpFMGS8nl8+SIFDKSXWD2iZXdtycwNYymPKoGouW9agwR4XoIRH2M1ySqSBUJWd2oBFrhodoDXE/ZhmiSf6/KriB3Krr+EV4pchyqFlqqDSxFMghH+zc5LpIDKHgKFZgslelUwxeW1MJAGK5VVmMDoJdBKuMFHXgw4V2JT5k4fNoiZ0SNfwgz4RwR+WWEyEFxhCYFvGyRaMBADc9WaCrCQBKjJcBSpiKd1E99LNGek6RCMuiqwCqIzlWASDJH4y6rEbh+0GCLaLBovrAuJ2CLTF/+XRS4BKSkuki+Ykkm5JHWiwa+j+R07ftjFp5CbiD1ZAXKbqE+TQFzOt2NPkWvGlFqUGLgVJPcl88AiSgpDSgIOdRYcdBKMvWX0aMS0eYcrpK8BKQcCq9z8ELruKkHAlinPzBYQj6MdEqGHNPAdmZawNPSbsJPoWOMWaCmeCErmWCxgAAjLkBkomyaLcbPsUwRsTT5aEm+CMSpwnpEgA4l4tzIQ/zHtkeckwMmiAsc57/5HWFFaUjIVEkIx01ct0u05EVhWAs0kzwkUU5Qj960kunxpm2DMnQgQvVo6sdrDiuET4NwCV0OUVgK5RQKvSJR9N+Tke5O2Id2Cf4O2Ki0n2DTwvZjqWURwgADnC3e6SDm6EIydSvU0SdLQ24rZqtGSG43XAi5sCDJg9WihSZyO6bJVp0fAueECSMkgK/0Aq8q55m63IKlsjWWPN8FYmUm5PJn9UDLkdgIOetG4XBMgMCsqDQZYgMqqbkvmJIIxt9E8qn/C3zJhWgIy+2X2cnwP1cKsewgg0YEzc+wnuxFMm7i39DQ5S/94rM+nkDeUtkW+J40ch34NWekfgq2BtOMtCeQ/xLbS/ELicEWqsEyYrZoCtAmYBXfsJ12V3bRkYRPCwrlJtEjM7RSAmD0iioD8GvEpiOYy21QtsQKqY8e0poAokoCuq5EdoFiGfKoPwYg3ivjS5/8NcJNmJv0hkWCaic/qkYEEwMsXw3JBMF/rQnSdfCTBPzsHJyDSHaLteCuDGCKixlNPPTVR7kPBMStglBU+wH2hzgHhQB6xZgquhTNJf0jrTXGG8iQYuTPSRnkj8jaILUFS0kDEl+x+7RRDoBtL21ShJwAXgdUesUQkzTYQR0KOMtYHgqFrK9kE+QzXH5wE01/sfm3FKMob7nqNCxAMjX2RXV5tcHHRwH/lK1+JVBUmiLzje2RF2osg0MYDpTepN4G+C58WVS31kqbPhIgANS3+rq8rAmhZmnfzLQdugSuuP2a9M0m6wgQjyEilcBlIgJZ0BuJAWfZTTYP1Im4TsnkvCXmKTMr0bEUFy9Rt7rpRFkigsdgks80OQbgP1JyWXeQQpyzpaiRvKRIjlWCambf7WrGyo1i6JqNNp5xMet9zobFeEDCExREQEyLEgpXwkR1jBcg9FlE05AHTH5YcK4YCF8KhfGDggbSGvnlhd0YsAKxXahFAHtvoZcXKgi48lN+8aWUAAAbrSURBVFTRBpLdJ3D2+VnanodOomMNUYMgL8JKmptN5QGONuECkt4hIaEepl5WzeQ60bBJoWzDIsNU6wUyCRZbMQJoo7JeGxpo9Jm6iImh4MShFdVDFcUNqGRRgEBmLEZeK4x/hGWlEUxoTTw5QwYb353mfMihpHMi5xewCrso5mRZL5DXu2NYUoBXq2af6UH2/LF9OtPhDQVUpBCMtgUUDaPZzwJl/sTsmLZQJYSctgVcB9lIwtS/kaxuKBVH3CuXqc5FMM3UJ7UVm6F/nJL54oBwWQMWEVXIfbGKyHdw1ok9oQvLmoqpj5SmuUW3fylyXkk7lZQMjpbBDDiR54VF1qfT9IH8sdTWM0WA+TebgQiqqv0jC4HojjYBfCYyaZQhLtkyTrd0TZR+s1XA5Wc1VKJGX4VpeV+cm2Casa9qKzZZWYKyKkEciJWd3dMrRHttFwjsSitLek0QtkgqDKEPB76a+IRYu6ILg7wglMDUK5vSC5BGNYDJcCHvi4tG2GguSq/J3bNeGArcOJtgVa6csI5o8GVzBJqwsNiw97lEi29u2xJIbpwIYn6QzGzThMVsQI7Ove/eYDYFhQimmfuOtmIT9Y805iq/DUQO2KuktEZ2IYDVZMdds88Ezj6fKRU4BHrN7QGLbB7qC+J+JsHITVZlMR2gY/DEdwqqKAvnCPT7P69JRtOvy/SRXrMVAAQSWY7LVMTKifRIlUCRahIMtQLxMfpyUQ9JeZdZrkb8rIotAU1gWc02ozWHJyDVJO590X/0SkLpD7pCX+CR+sdqy6JVR1EGkhJpYZSne0xZUARi+zyy8xhkE5mxoKrVowmbUFVa8QRcyj33+ccyWU6GE5Xgg7JeWBZMD0KwOjT+rBrxu6g0MiF7k9uo0v8SYCWJeVE9D2oMURCO8A5PeRNMM/o1bcWQ8zCUVsx6fRng6EvlS12pESllywJkrINggOtA4Bk/sYyCogBQGIzmXvu+QSmdhv7ghzXJKCn2q93PCYn3MG3VVaVEbSQJ9iwpC1N2FdH7JKDdgmBMlyE3sU/BBO5xmTcoRTAQ+2M0Ju3exzwQSAvRlogS+bqqdcgWMDW7WpILzF3TqoZsrlCTg3+mr99lojTBYpAgI72/T6D36wKmBEZv3RJpyJNGMASV5C/rAitVrGUNEXz6aPo3/TAQhGBxfGys/hFPvPtWGgFAbCrA7l+FQLgCubLZt8IEGQXfXXp9QMAVQldMapSeY4vGu1wIZcGkeQpbTtAm2b2PsSdOOumkzFZJoUFCHavp2paZBnZ1A6lOhf4XObhdzOYlZRGMYCDOV7L0IutbrNFp9ns3UoqPRsxFsKzW7FWgQnIhTxlVJM+YB0EJBvQJPqdJRsAoOMmaAEURKGptMDW2UMPdsoBcO3DvQr9xcIKBnkQywiLsu2Tu5QOwXgE27GwFVEYuUAnBgEEy5NbBfbK6QB4UX8uuFCramrxFgc81qipygcoIBmKSbaN/nK8qWl3WAdqQmwQjVNADemKwWtwltM9lo1KCgdjxh2SzVUVxsqpB3k8KLwDkMjdcb0MQ5xobcrXoQuUEA3EIA/0L/Qsqi/hXBQK9dM5GfAiIybUxztTH4aHiXFmohWAg/kJTNdFYetGJpdIEeWigzxeC1ZkeCghybBNCpH+KoDaCCeLcJTkftP2VS31CgTwgMSj0aezC0WYgBTK6bOLaB7UTDMQqDLRkFB5iFuoN0XuAZDspGnRZrdx71QInyt7LU8pIbsqgEYKB+AvvHzcdnq5q0viXwRFHHNEWvVdjoKGfVPeUaKMxggniKZP8JYW9tVUr+aCNpkYqUCb6aOhDo3GCgbiQhNJlNkmkf1Jtxb09DBTFUrt6dV2rxCy0BMFAfEGu0kRDf0zXFsrjGt2/so1ArwhmgGlVB06LomUIJogv0CGaaPhlNAWrvatPm4FU3KF5e0XUjZYjmCC+YLtporHvMb0Qau9R1uKgMeBxeVooNYmWJZggvoA7vke0TrQFsQQtTzCBQbSh+nGqPmi7/G7x0fCxkG+ckdZwtxXRNgQTxBd4jCYaAi1K5sYrz21v2gDkbmfpY6arD32ro+0IJogv+DRNtOP1I20MxsaPXlsRthCQaRB8Rn0yN2l7lnZC2xJMEN8AAos3aLKtpB93VR0bSIxQJbaHrhl0c2G3YfKz8+wt8doZbU8wE/GNuYZDk43OJYgcIRxkG6Jax2fDp6JEHVKxged9dWizmkCPIpiJ+IbdGR/HaMKxofaw+IBsG+ljY30kFz2GA62q6e30uOogFc017tXnV0vtf9PosQSzEd/Q2+IjgiYdzV8H62OgcVA83Dd+7KOy01akZ5boY5Hq8J94XGgcC/Rne+900O74P9dHcs2qjvI8AAAAAElFTkSuQmCC</Swatch> 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</Swatch> 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</Swatch> 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S5KJd5yy3181shiO6pImqA4pujlXBgRD2CWee3v/76694XUMDpyYEFFF3TWaqIs+GnCYdzuMjkHJL0oZITdMDM0aFDB3H22WfrfwkfLrKwkX1nkX6rmY/IQJb3Oeyww7zq1EpqFDWIuUdIuRmUSWBFYbOgmQyi4HFKESzaSaMJjHSlVFhsMf2yFUhEmAWxK8KzHQSjphZymjvvvFP7PXEusuyagsFAxIEwSbiPbPkR6OkA9Ubfvn2NP1+BQnvMNFl3fpDiwQcfTHwNqw8kIzpCwDxsQ6M2YYXhepJjYAiPU40kOUhftpKIMutw6BSxPpVTyJk/jEKd5RG5CuSKSzbA2DatCqgrvAuDw0ZxU4SB7cIsXRQYqEVVQuT+oXLhfuUQalsdbjGDtZQtObs0BuwCOSBAFeoFuBfIEtLZiTFCog6YKgPMlCbiw1kFOe4y4VRLCNbc9h3QWJWhs/oPVYPmmQhWbcCYpdRA+BAtlgcKDqOECLpL/kNmVD7B8JFh51FgznAX0wC4DjDA0U+F/WyUoMwrCXc2hkewZib/QdERjOG0oiDYVxj+6PGzOC/RMVEtxqBmQiqodZqH7UFmDlqq2eGwCE00g2DaAkN8Kuxw2CHqHH3HTHHaaacZuRnCYIfJ0oUqwBXyOq6aSAa5knHSnDKBR3/77bePjU0yeJF1Ow6TNTaawegkHezVq1fuxd+CsA27FA0cxhWQfBEJCqFwz+JWHtxFKHYPPvhglx/rzWDG7muVvFkGuEBl6furGcQvORAibgDgUMakIejvIh7rYyEIVnx9b0sg46XmPcfcZQGVC5PsJC6wLYm5gShM1E3CnChbnQGIUJA+lwb6SkG9cETDEkuXIhYyhYptotyw0ZcrqKU2Th+vMHDgQCsHMOEmdqPB8gY8R0JIsHpiGbj++uu9w+2T9GEsk7hpXJ1OAqwIlvXcHROgMzvooIO8BrJIptlsdOzYMTLTWoEZx7bsEdnjhJWCZ15CrCLLDcSBwYUUumgYEQx2c8MZ3dhC1DbNG0zVxMsUshT/ZdnLs2YW16dSigFXCowJxjYcOyOpVoJLIDOpkEMIZmtQshP5zymnnBKbnhcF4yWy0rN60HThnKWEt4tzgooAJTGRBFH/rFLBkTiYF+ecc47R/1WFkW8CZleWVXRZpgTr1q2bl8SLrcZZ4a6AYU0MFHHl6aef7mmsgkAF279//4ommIJplGKWIxiiOZ0oQxRINGHHR/DbFcGoMg151l57bc+8wBcVPiCBaEWUJo7IQMuWLRPfn76igQvLq+NAoJ/4btZjfIiuMGjSEn0gGK+oGl9YXsC/xlKFojTudF1TkMBBcJ1wGbMjibhIynWAO+bSSy/1ssqTdPj429Dq6xJsxx139PxhhN5sIyRs8BBoTp48Oe1zP4dg6FNKJRjeY2YOxIplAc05swj1Sm3S3qKgDsIie4qRbnNDOdbZospNLCAHbpSgSNQExx57bF3+RNQJdyH8CMEQW5eXhiNqZTSquEhZUDG6kvIIY1EpcVgyxhgkJJMAZtY0h7XEDAhmZbAgTUF/zwfjTMyiUGA02Y4oBaZr6kDYEiTNlggmtsyOoJAL99wQP6gZzBg4FDfffHNvhLVv396mllQdkkpE6oDwDLMgxW2phWUDSijFxR9Z4u69916vFKgJCLmw3AYL7EYJBZIMef6WlOepDl3VJT/XKAnYftiOSK0cDChvBptu85+UJEJlWlNT4+RAAhdSZXRYZAEFQzW6UAFp6lOE8zR5X/xABLEx1HXBhoGwlAp8E+Okvn4QlFeihU9HU+UzscFoSWDWprwUgyAJxHLpA7vsuKwvTpnjEDDcKUOGDEn7immYbk0wgFHuglxIlbOIEplFmX3YdSnYKBi4UbgSuLFkGKGhwtbgZhAiszjLp570JUqSzSCFiOF4JZ/HxoeqP0lgRiSfQMc1Q+5j69atPbVxnG13+OGHey4IR3HLbARzBciRpcYos0rwqBfez2bJpuhaixYtPHJSGE7V5CcsxszmUmWgAJHiDrXCtnWpwuCz0vJGIWoWcycEj2C4ZjE+rHIjKwUu4pUsU1EHebJcYZP8ByPAqWmN5MX7VU79FEEwEpJTPyvuVFUXQN5LckYamFXYPeYxuxQJEmmoS0ZlHpZo3AHKL8hzzD5VpuR9DW6pUBG58UYEyzsLGkOTWSltumZpLaLCdN6gGjQbCdSkJGAEKywiMOAYmyqTAnn1FhTBsOhyqTCdBZwEhkRkdgCpeeykqf8V3uFh6JMbWmUE83YJimD2Kr7/EAmWbcpy6u5mOfUMYukUjXENMonY3ChQSShrMFz4nAoSDMdPRZ6wVo3ACY3zVpdg2F3EZIsG/kwKBhIqY2lmFsUdk5FgcOlfglFLU74pU5pVpUOANx5BGp0jbOPiPMUuXbpojWgcq+z0XJ+ykQX9+vUzej2zBuc+Fg1CdOjVKDlKpSRHeB5O8UNQDzZZZCAYux6K9uJ4RbOPtDYLMPDJRKalQTlGsdfKWGJcAGdpGQRTiKqNlgGT1Q9BgqGws44NMAqohIexGi42yy6I6s0msxpOz7T6FwplHrblEixXhHOCFRpJ2UsrcekCjlUkdWrNIMFw8RJosz7tQ4nfgkDCjIKSEWKyC4I01Tob2QClK4OU9P0ouDoxLg5xn2sBOFQXLqgjGGfLSPuJqc2pu4JZiHU+S8Ls7ADiqKTURdXHx/DOO3HXRUzZx2R1ThEIa/LHigr0h8WBBGAIzKyZ9VQQJNPcxKKXWuKnSI3w2qNJg0yVNHMjUTrggAO8ILgmxgZ/CROMtZOwfGGp21SF5ri4sL2FwgAZc1zUn+wfSknxf9yUcBl0AtSoIXTBxgSteprkxTWotxEsuc5MogiGwoLrU0RmeNwhDWj96IMmweBOvWyZegTjpFK5THI2XmGzGIVIyHShJr6SnKBiID0qSS6MYxByka4f3jwQOjKt1Iw0BjFeFMGaNWvmLV9JJQcIaXEAqKnEme/PzT311FPrzVxcC9Lu8j64nhmbzyXfMepYH8rSG1RTmhA87RZEpa1dLywJFqWX0smiwc1gWzGHlDAXyxo7OFoUyDZCrjN+/HivYmMUkPdALur+E1c0SVDlwAWbnEgXMm5mfzKeIHocDGr2Xx9+IopgDGEsyqa676rAxaUzQZFd8LCsagcZRygekoDfjkItphnQuuAaMxDIhcBXGM6AInJAmpua1bHt0qpDOopxwpkG038DgskR8accGaPlj0ZTClJg0rSiygPhBC3qcIE8wcERnAbC0TbcOOTF4exxzgjQzX20Acm4LNkExTEryHMMI+rklAIwGu6En4zL7B4l2yBhEJsk1KFKLJmCdDVCFUpBqoBSFePb9JhA12CmYHkM2mDsYJlNwgRjc0LLC9TeUGcqkfSqm3CbM9hhjYr6QyTBJBNnylmM7ITcjX1mN6q1MPupRFUFRiFe7LIJxoygji38D5G4Hc5E/SGpNgUl/nInGBpxlAe24Ng7zojUAeldcfp3kk7SDo/KC+SXkp2VlpegqjzqHsxVIGLLQcYSTDLyGTmLTZE/ts/66a1atfJy+/BVYSi7KDLL0kTMzsAB6O300F1FgTMey4BKGKZ+hS7iqgYhSsSPlucSHYEpcCXuj2nVdYYJBwS79tpr6xI+beufhkGlQxJiKwUY9rgMTAcPEmlaVmBKcE3wWTVp0qSB4zlHDEv6YyLB5AV72MUsRi4eDjvql7o49LMSwQyE0Y+zlRtMkZAiZ0UITsyXZJwCycXs9XDSC3Tqg2WexRjVqAHyOGiKIDoefZUcWxYglzpki+N2kCEjOizaXWBzhkGGM8YTZy+QSjB/FsOB1smmB3kWDaGoG45djF9sDzRkFOkoG/SHGUURv5IxYcIEL9hO3NewwPK9abMX0K1wiP63gzDU7HOB0aV36tTJWc2tIEiGJX+SwDbhlkogV9lIqoMfBa4fUnfUJAYEYw3W0oRr9UYy9U05E42UPxodRo3dxa6NMuQataSMQZAYN4WrgLDjY1QKhZop2TAEFbFcI8JXwWuEHYytRvzTMsIyEk7ovNCE7oTauwuDaoiUAcoTlDZiy862HC0XyyQJqra18El8xU9WjXXAiD0iSyeMpIAIgCImYbUJpgXVcwg7WUil8Xo3lF3EQJtg8qJ/K2exPiIkKNNBnEohK3CcMoOp2B/Z0OEKziZgqeC9bOOmqmxU1mJ6tmBw6YBBSVKOUs8SRzYoetwHLui+2LTK9DjZKJTfWefFSsSGZgtvO9t3l2DGgmCuQP/QmdkQjF0YWUGIJ6n04wpIf7AxXaQBKrCbt5RHce/HmfyDEcEkc/+Rs1iN/LGtbIulvR7ZCIoDgsQEhwnHsGuJAjMHhdaUvAdgD1E+oMzKNmxUkAzjKMa/xBIaJW/BWGamxlWBlIYZwYU/CveHTUG9HID/o+YfQ/vBuE6+fP+PJMl6yx9vkC2xIhsXWFdhQebRSSed5MXjkMMoQC5IVgQgDrvRINi+q/oY5C5CuCiCTZo0yWuukZeuzBCQqjf33vQfrQ5ikB90kyTZDvLHfW3+PwrcSMAyEywLRbYNsUzdAC8ln8IJrNhlECftzO+o2ZU8T0ApcWrDVwNy2A3/j3tu849ZTvrAZUEm+OoZ3qMOHKcCwqWYcAKS9KBLMJYmyhgEvfrYHJyV2KFDB2Nvv9qg2JTPLAtjx471TuHgOzsA7ggj91QQ1gSTjP5OXnTkPOhfMh9UrcIsUUhKtggDewX/zuDBg7N2SQvIZ3CTmJ7hkycoN25yzRKAd7wr99r2DTKdVSQ/+GVJsl7yxxuzvI9rmFSCzgrijXjA0ypBFwmSVFZddVUvipIRvbjHWd4g82FYvj1GAfn+Wd6HEpguRl1envi4Ep3Ujiij7FISCBc56NNwW7urXl+yvoGPgaI2C8m6/g+afBfLGpsCfFm4FtjFUufKhcoCoeRsBIT+A128kROC+f6xHvJH4hRWXkblSAxm5OASMI0CZC0bFYYqIBflna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</Swatch> 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</Swatch> 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</Swatch> </swatchLibrary> </Fixture>