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Elation Proteus Maximus (Elation_Proteus Maximus.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Proteus Maximus" ShortName="ProteusMax" Company="Elation" Version="4"> <Copyright Notice="© Avolites Ltd. 2023" /> <Thumbnail>7405e0e6-20b1-4e1c-ba2b-4590f0bc8d20</Thumbnail> <History Date="28-04-19" Author="Nic Morris" Comment="Created" Version="1" /> <History Date="08-10-19" Author="Nic Morris" Comment="Updated in line with software versions 1.4.1 charts (adds dim mode to standard mode, revises blade all rot functions and changes beam shape to linear prism) (charts contain errors)" Version="2" /> <History Date="11-01-23" Author="Nic Morris" Comment="Calibrated blades in response to feedback (not currently documented)." Version="3" /> <History Date="11-01-23" Author="Nic Morris" Comment="Added hibernation and sun protection control functions/macros and updated blade all rot functions (again) in line with latest software version." Version="3" /> <History Date="11-01-23" Author="Nic Morris" Comment="Added gobo swatches." Version="3" /> <History Date="13-01-23" Author="Nic Morris" Comment="Changed Atlabase IDs to v1.8.0 modes." Version="4" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="8d702f52-b367-4c74-ae56-9594ee162db1" /> <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="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="CTO" Name="CTO" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="CTO C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,240,200" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C" Size="2"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Colour1Func'==1" /> <Condition Name="Index" ID="8" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="9,10,11,12" If="'Colour1Func'==3" /> <Else ID="13" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="5140~9509" Colour="255,0,0" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="9766~14135" Colour="0,255,0" /> <Function ID="4" Name="UV" Display="'UV'" Dmx="14392~18761" Colour="180,0,255" /> <Function ID="5" Name="High CRI" Display="'High CRI'" Dmx="19018~23387" Colour="255,255,255" /> <Function ID="6" Name="Orange" Display="'Orange'" Dmx="23644~28013" Colour="255,128,0" /> <Function ID="7" Name="Medium Blue" Display="'Medium Blue'" Dmx="28270~32639" Colour="0,128,255" /> <Function ID="8" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" Colour="0,0,0" /> <Function ID="9" Name="No Scroll" Display="'No Scroll'" Dmx="48830~49601" Colour="0,0,0" /> <Function ID="10" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="32896~48573" Colour="0,0,0" /> <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="48830~49601" Colour="0,0,0" /> <Function ID="12" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="49858~65535" Colour="0,0,0" /> <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" Colour="0,0,0" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed 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>e5e11aaf-9d53-4e98-9756-a5c1db8f06d3</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~19" WheelPosition="1"> <Swatch>010c7862-1054-4157-b835-32fedc852c74</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~29" WheelPosition="2"> <Swatch>f56a6c09-f9d8-4fc4-9740-a7acf14d7776</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="30~39" WheelPosition="3"> <Swatch>c1057238-8548-463a-924d-5d6af0227b9e</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="40~49" WheelPosition="4"> <Swatch>0c2b3d28-148e-46bd-8086-4c22536fd1df</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~59" WheelPosition="5"> <Swatch>da1e4351-5daf-4ae8-886b-369eb5c8ce80</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="60~69" WheelPosition="6"> <Swatch>35aa37a2-53d0-4bb5-a202-d657085a23cc</Swatch> </Function> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>e5e11aaf-9d53-4e98-9756-a5c1db8f06d3</Swatch> </Function> <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="70~89" WheelPosition="1"> <Swatch>010c7862-1054-4157-b835-32fedc852c74</Swatch> </Function> <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="90~109" WheelPosition="2"> <Swatch>f56a6c09-f9d8-4fc4-9740-a7acf14d7776</Swatch> </Function> <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="110~129" WheelPosition="3"> <Swatch>c1057238-8548-463a-924d-5d6af0227b9e</Swatch> </Function> <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="130~149" WheelPosition="4"> <Swatch>0c2b3d28-148e-46bd-8086-4c22536fd1df</Swatch> </Function> <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="150~169" WheelPosition="5"> <Swatch>da1e4351-5daf-4ae8-886b-369eb5c8ce80</Swatch> </Function> <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="170~189" WheelPosition="6"> <Swatch>35aa37a2-53d0-4bb5-a202-d657085a23cc</Swatch> </Function> <Function ID="15" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="16" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="190~221" /> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="18" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="224~255" /> <Function ID="19" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo 1 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" 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" Size="2"> <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>e5e11aaf-9d53-4e98-9756-a5c1db8f06d3</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="2570~4883" WheelPosition="1"> <Swatch>8c0a4a47-9b4e-4377-b445-0415baf2a3e3</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="5140~7453" WheelPosition="2"> <Swatch>4518ccf7-b0c0-4424-a1a0-93e256f90396</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="7710~10023" WheelPosition="3"> <Swatch>bcb4fa37-cf65-433f-81dd-1f981837dfbc</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="10280~12593" WheelPosition="4"> <Swatch>7993d83b-8380-4cc0-882c-333f6632ea8c</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="12850~15163" WheelPosition="5"> <Swatch>a79fc926-d2e0-4a05-8846-a8a76003dcef</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="15420~17733" WheelPosition="6"> <Swatch>97b9844c-4a89-44f9-9847-093bc5ab6581</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="17990~19789" WheelPosition="7"> <Swatch>84ec170f-7aaa-4030-aedd-de7c1cef9a46</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>e5e11aaf-9d53-4e98-9756-a5c1db8f06d3</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.1f%%',0.0~100.0" Dmx="20046~23901" WheelPosition="1"> <Swatch>8c0a4a47-9b4e-4377-b445-0415baf2a3e3</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.1f%%',0.0~100.0" Dmx="24158~28013" WheelPosition="2"> <Swatch>4518ccf7-b0c0-4424-a1a0-93e256f90396</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.1f%%',0.0~100.0" Dmx="28270~32125" WheelPosition="3"> <Swatch>bcb4fa37-cf65-433f-81dd-1f981837dfbc</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.1f%%',0.0~100.0" Dmx="32382~36237" WheelPosition="4"> <Swatch>7993d83b-8380-4cc0-882c-333f6632ea8c</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.1f%%',0.0~100.0" Dmx="36494~40349" WheelPosition="5"> <Swatch>a79fc926-d2e0-4a05-8846-a8a76003dcef</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.1f%%',0.0~100.0" Dmx="40606~44461" WheelPosition="6"> <Swatch>97b9844c-4a89-44f9-9847-093bc5ab6581</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.1f%%',0.0~100.0" Dmx="44718~48573" WheelPosition="7"> <Swatch>84ec170f-7aaa-4030-aedd-de7c1cef9a46</Swatch> </Function> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="57054~57311" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="48830~56797" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="57054~57311" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="57568~65535" /> <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Prism" Name="Prism" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="4-Facet" Display="'4-Facet'" Dmx="64~95" /> <Function ID="3" Name="4-Facet Linear" Display="'4-Facet Linear'" Dmx="96~127" /> <Function ID="4" Name="Macro 1" Display="'Macro 1'" Dmx="128~135" /> <Function ID="5" Name="Macro 2" Display="'Macro 2'" Dmx="136~143" /> <Function ID="6" Name="Macro 3" Display="'Macro 3'" Dmx="144~151" /> <Function ID="7" Name="Macro 4" Display="'Macro 4'" Dmx="152~159" /> <Function ID="8" Name="Macro 5" Display="'Macro 5'" Dmx="160~167" /> <Function ID="9" Name="Macro 6" Display="'Macro 6'" Dmx="168~175" /> <Function ID="10" Name="Macro 7" Display="'Macro 7'" Dmx="176~183" /> <Function ID="11" Name="Macro 8" Display="'Macro 8'" Dmx="184~191" /> <Function ID="12" Name="Macro 9" Display="'Macro 9'" Dmx="192~199" /> <Function ID="13" Name="Macro 10" Display="'Macro 10'" Dmx="200~207" /> <Function ID="14" Name="Macro 11" Display="'Macro 11'" Dmx="208~215" /> <Function ID="15" Name="Macro 12" Display="'Macro 12'" Dmx="216~223" /> <Function ID="16" Name="Macro 13" Display="'Macro 13'" Dmx="224~231" /> <Function ID="17" Name="Macro 14" Display="'Macro 14'" Dmx="232~239" /> <Function ID="18" Name="Macro 15" Display="'Macro 15'" Dmx="240~247" /> <Function ID="19" 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="AutoFocus" Name="AutoFocus" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" /> <Function ID="2" Name="5m" Display="'5m'" Dmx="51~100" /> <Function ID="3" Name="7.5m" Display="'7.5m'" Dmx="101~150" /> <Function ID="4" Name="10m" Display="'10m'" Dmx="151~200" /> <Function ID="5" Name="15m" Display="'15m'" Dmx="201~255" /> </Attribute> <Attribute ID="AutoFocus_Adj" Name="AutoFocus Adj" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Adjust" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" /> <Function ID="5" Name="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="Light" Display="'Light %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Heavy" Display="'Heavy %.1f%%',0.0~100.0" Dmx="128~255" /> </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="Colour_Speed" Name="Colour 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="Colour_Macro" Name="Colour Macro" 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="Colour 1" Display="'Colour 1'" Dmx="32~39" Colour="0,0,0" /> <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="40~47" Colour="0,0,0" /> <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="48~55" Colour="0,0,0" /> <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="56~63" Colour="0,0,0" /> <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="64~71" Colour="0,0,0" /> <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="72~79" Colour="0,0,0" /> <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="80~87" Colour="0,0,0" /> <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="88~95" Colour="0,0,0" /> <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="96~103" Colour="0,0,0" /> <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="104~111" Colour="0,0,0" /> <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="112~119" Colour="0,0,0" /> <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="120~127" Colour="0,0,0" /> <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="128~135" Colour="0,0,0" /> <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="136~143" Colour="0,0,0" /> <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="144~151" Colour="0,0,0" /> <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="152~159" Colour="0,0,0" /> <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="160~167" Colour="0,0,0" /> <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="168~175" Colour="0,0,0" /> <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="176~183" Colour="0,0,0" /> <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="184~191" Colour="0,0,0" /> <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="192~199" Colour="0,0,0" /> <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="200~207" Colour="0,0,0" /> <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="208~215" Colour="0,0,0" /> <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="216~223" Colour="0,0,0" /> <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="224~231" Colour="0,0,0" /> <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="232~239" Colour="0,0,0" /> <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="240~247" Colour="0,0,0" /> <Function ID="29" Name="Random" Display="'Random'" Dmx="248~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Blade_TR" 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_TL" 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_BL" 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_BR" 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_RB" 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_RT" 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_LT" 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_LB" 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="Index" 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_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="225~0" /> <Function ID="2" Name="Move in Dark" Display="'Move in Dark'" Dmx="226~235" /> <Function ID="3" Name="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="Hibernation Off" Display="'Hibernation Off'" Dmx="173~174" /> <Function ID="83" Name="Hibernation On" Display="'Hibernation On'" Dmx="175~176" /> <Function ID="84" Name="Sun Protection On" Display="'Sun Protection On'" Dmx="177~178" /> <Function ID="85" Name="Sun Protection Off" Display="'Sun Protection Off'" Dmx="179~180" /> <Function ID="86" Name="P/T Smooth" Display="'P/T Smooth'" Dmx="181~190" /> <Function ID="87" Name="P/T Fast" Display="'P/T Fast'" Dmx="191~200" /> <Function ID="88" Name="Dim Linear" Display="'Dim Linear'" Dmx="201~210" /> <Function ID="89" Name="Dim Square" Display="'Dim Square'" Dmx="211~220" /> <Function ID="90" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="221~230" /> <Function ID="91" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="231~240" /> <Function ID="92" Name="Program 1" Display="'Program 1'" Dmx="241~241" /> <Function ID="93" Name="Program 2" Display="'Program 2'" Dmx="242~242" /> <Function ID="94" Name="Program 3" Display="'Program 3'" Dmx="243~243" /> <Function ID="95" Name="Program 4" Display="'Program 4'" Dmx="244~244" /> <Function ID="96" Name="Program 5" Display="'Program 5'" Dmx="245~245" /> <Function ID="97" Name="Program 6" Display="'Program 6'" Dmx="246~246" /> <Function ID="98" Name="Program 7" Display="'Program 7'" Dmx="247~247" /> </Attribute> </Control> <Mode Name="Standard, 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="86c31788-7e62-4bf9-9cb8-ac4300410cab" /> <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="37" /> <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="Dim_Mode" ChannelOffset="23" Wheel="26" /> <Attribute ID="Iris" ChannelOffset="24" Wheel="21" /> <Attribute ID="Frost" ChannelOffset="25" Wheel="169" /> <Attribute ID="Animation" ChannelOffset="26" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="27" Wheel="54" /> <Attribute ID="Blade_TR" ChannelOffset="28" Wheel="49" /> <Attribute ID="Blade_TL" ChannelOffset="29" Wheel="50" /> <Attribute ID="Blade_BL" ChannelOffset="30" Wheel="51" /> <Attribute ID="Blade_BR" ChannelOffset="31" Wheel="79" /> <Attribute ID="Blade_RB" ChannelOffset="32" Wheel="80" /> <Attribute ID="Blade_RT" ChannelOffset="33" Wheel="81" /> <Attribute ID="Blade_LT" ChannelOffset="34" Wheel="109" /> <Attribute ID="Blade_LB" ChannelOffset="35" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="36" Wheel="111" /> <Attribute ID="Control" ChannelOffset="37" Wheel="29" /> </Include> </Mode> <Mode Name="Extended, 61 DMX" Channels="61"> <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="05fed9b3-8c1a-433e-9013-7b6a4a7f61f4" /> <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="11,12" Wheel="37" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="13,14" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="15" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="16,17" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="18,19" 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="AutoFocus" ChannelOffset="27" Wheel="140" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="28" Wheel="141" /> <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="169" /> <Attribute ID="Animation" ChannelOffset="36" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="37" Wheel="54" /> <Attribute ID="Colour_Speed" ChannelOffset="38" Wheel="27" /> <Attribute ID="Colour_Macro" ChannelOffset="39" Wheel="9" /> <Attribute ID="Blade_TR" ChannelOffset="40,41" Wheel="49" /> <Attribute ID="Blade_TL" ChannelOffset="42,43" Wheel="50" /> <Attribute ID="Blade_BL" ChannelOffset="44,45" Wheel="51" /> <Attribute ID="Blade_BR" ChannelOffset="46,47" Wheel="79" /> <Attribute ID="Blade_RB" ChannelOffset="48,49" Wheel="80" /> <Attribute ID="Blade_RT" ChannelOffset="50,51" Wheel="81" /> <Attribute ID="Blade_LT" ChannelOffset="52,53" Wheel="109" /> <Attribute ID="Blade_LB" ChannelOffset="54,55" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="56,57" Wheel="111" /> <Attribute ID="Blade_Speed" ChannelOffset="58" Wheel="28" /> <Attribute ID="Blade_Macro" ChannelOffset="59" Wheel="139" /> <Attribute ID="P/T_Speed" ChannelOffset="60" Wheel="25" /> <Attribute ID="Control" ChannelOffset="61" Wheel="29" /> </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="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="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="Hibernation Off"> <Set Channel="Control:82" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Hibernation On"> <Set Channel="Control:83" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Sun Protection On"> <Set Channel="Control:84" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Sun Protection Off"> <Set Channel="Control:85" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Smooth"> <Set Channel="Control:86" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Fast"> <Set Channel="Control:87" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Linear"> <Set Channel="Control:88" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Square"> <Set Channel="Control:89" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Inv Square"> <Set Channel="Control:90" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim S-Curve"> <Set Channel="Control:91" 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> <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> </Palettes> <swatchLibrary> <Swatch 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</Swatch> 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te9apzWvzIAplof3DCpIAVSRU/b5TIBhSDG0WgAj/+4z++Mlt/+Zd/ufp3zsWpx0JnIFepdX5GOLNoi/1O/ogvnz71z5+oO3OijJmgKIuOHGYdXQYi0c4nbGlECwHVwkGu84C+X9Cht1E0Sgj5hri+3CRSg78ZPmbcEwKmNS5yqzW7n3Ouyp0k0rkDtekmOKyDz/U9Gerjwh3AOyK8F8zUuAPZKPfozWMvmqPB5odoFTjvNIEar8ykh7MZ2kZb2P3vf//Vw+O0W0m0Hr+DgIXTq04sgxBktFr3EZZWpXKZuqS5hdAYLUcbaBIa2LlmASMgBIuJF6niqEJAaZuxuRZ5lkVoMLVjOVrNJtJiyY65YMdi+93f/d0D+j/5uTIDEvo0bPbDXvziL/Omd73rXYcPfehD3XPsgGzcauwFowK21l7HLv3WgFp0jjvzlXkXF/bzP//zW/+2aggjf4DGwd4TytBYtYMbqCsLWhApTdW7E6o4v0c/+tGjr+0lw5X8hK8jDZNJ0Ln9A5mWyUWVtCozGMCv5QiS3wcixSc+8Ymrexew6FgIC5ozHwLmu1796levfmeiBUrh8y7AsVNabEqDbay9ONF8IsntqHkPzkXVQ/a3gDYIc6YxIzdn0IKQCVgmNt/0+v+nkKsSfuInfmK1uiEqHjj/dZ2WaDMTvxm5K4kWiYyF4OO1r33trHMilK1OKfMysjuQ+UCaM1McORkONKrPZKpzHpNpDPNIe/mcqelBHYxqsa6AlS+0LDbWXog8Kpsv4mExh7/yK7+y9f+tkpseItLLZotWyybSipzq3M7ICfTc5BFmVjRZC1gmOjNoXmVHgUyZ1Ox7IM49P9RemqouQaqT5vkzaopFCioCnVxYmTun+F+wYWUsLXbDcv+baZYxDbZxNSObLxoT3YEoUBSVmWfOp+hxDiLiywx3XrXAkV7iQ7TMLlMWQULLVPbSKwKZHO7PSSI/4hGPWJ1v7rHsCVitqXNjioWFd4sG4zB7Aa4Hy0Gg8z2L3gMLLcjmIL43AFk5ofUfTQErEskOHL/pt2HtOelROcG01FWqLlArf49TCnCog6bIvkytTRay0U0INiIX2WLJe+1s0VMZsCCmWt9URuQZGNAib11/Hf3VHFjm2CIKze8X5OQFINgJLSv4Cm26jUqS48lMEfYDVnhPg508bGPjKM43jcInYttptDoq43OpTxct1cKX4UFElJWJ2iAmA3Wp9CYIU/JjP/Zjq++SJ83IxOkYLIipOnt0SXBp4X+2MgiqIHKajC9V91hG9zq0BqjwhzMPZ9ZZRLhZOwoG5CtZlvraJ+ABkZkDfPYDBGw9jPdeSz69BkY4HFsXkMnOgBvBP3nSk560ohJ6zHRorxo18cjfy1CZgcit2/wDmWiVKwUPAiyIXLcWyBmBjCzsBGBOZ7jXxDX7nclsMfh58Arwk+q8q/MFApqFz/XEdXJZQL+BqT5Ac4UvikPzXik5gc5CAYN7Fdl5fD18uKXBeKXtUKkCzfLQhz501aeXIRSOTmdRTatIMDgeF4kX+7Vf+7Xmd6hoZbZyqYkVnbuxgRlBR0QDq9BdDpNv8tSnPvWAz81Ea4zGNILJ+dAaLWqh15yRzbUIuSaEW5AHdb6CH9qyNflH5BhptkCdQXC+Yf5qK3HCCfu7RYRIxBzai+mMqJhpdX0yCqyGFsIlgdiwT2bIzn4dMy0Bm10aK/mM+6kFzIoO/wJvlGdMBHICWpqjBQJMWAkIUxrC48bXTv5973vfVT17vCb8Eu9rCVh28sME+T7XVPt36BbXIPkuV0dDB1R+eCCB1rXW8H0CIM563CcPuy6dcW/rBH8dCIgg8YgWYO3g52JHeO5zn7uf8OdFRvt5bjg3/rOoeANejOz0BWy9Nd7+ZzWCiFwyaA7OajjJ1DTt4sbncNrqZRI81FwGnEF78S+YWRouHPmawQeCTGhC88T3+1vdzU24W72XHhTOLSd83WxmhUbGlXloIsxszrKPNIcq8d0WVe6bpDlaAlajlY1gDbgM2YcjPLkUCe/4vOft34EW/aLAPKI0Im/sOjcQsNuTobwFYa3B7A7bTtI1QABqp1I9eb7JkYjl+Gd2W5SFjFR+3BJUuPOd77z6Kc3x4Ac/eOvvLb/M52XzEbO+gEYKvwNEta1R47Qf/iv3RRJmGjPMhUhLLrUFpnzOALow97l6Vr28xUQQ5CEJcN2iZpG0uKqoscvajQnO1yhVVkeJmZR13jnVpo2wNUl7AmSHDG11F9cCdtdhAZiKekcMqy4Su1ZDqPiWENEETFv2rwJWN4a5hUwYBvgfWUPm13Dis4D1+Cyst4WQV26YYkI1NYEQw94be5ARpikvCI46zcb3YQFaTjY/qeUXWQD18DsBlAVNaC22Fkuf76/xClmjMZc+d6GArT52aAnYer7ErZd8Er+hTkBT9VFK4qaFym0Rm1ZerxCPoGYfIZu0ls9Wr05cXICmHZtn4cEwj0wELZG5pIjQDK+bmlY9VjGRQTMz4TmQCJPub9HrWCfve9OBvLcWINGh9jQLW16zrgzxnHI2Q5nRBnX6LdyaLMVci6zBhGVHt99zIJw4Ncx/ymZSVFLXzm+COsUyNY8hN7WKAmPePbSqLPBO3iNKk3oJjo3Z6k1OZDJ68JDnTuaxQOoCRFqLz0SI4vvra+4l7VtRK3PPNwutWi+MMIGB7FIAzm+ONm7AB5GlVZlsFrDbLfkUfkxOwAIV29tGxQW1CuJ66aLa4c2lMa335AeG+8mBQKs40GcEcSowCTa+fm19jT1oUauFhukXNGTSVUDQ6txGOqswyY6/84uIlsCMtanV3e7oEtdSR5KBXoVKgIneMPkNZOkAAVtkHlulMlZBry0sSkpqCK2ZnxqoBSo86vkzU19XyEIWOqE/LRAEaKujOrPfEKawTt/Ur+uhfh/QhjWj7z6gNWpiOa6pV2lLuMY2eMhm3SIPnze7ChlTecdedexM+NKVT7ISsCIUls2iHWXr/BgIlfkQLcewp9mE1tm5zHjCE56wYrJpkeyk1wSi1Zs1j+/PEwNVCyBmI8ryfbQLx7ZGLSgheFOYm7hX8dpCVEz0auLHmjxo91wSZGGK5vle+lFbcJ3e19LQnklrwSzA9clU8cPOj09HmCzKPba6j6U8OP6tkUJ1KidAIFsPGlAPvoevEKuX6XPj+Ezhp3kotb/gc7PvxQSGgMVAutrXUt1Q124FVdLDXA0HgogYFcVE8bGC24sFWAdNgbHOH9oq18/htKJgERV05plnHvAePiOt2IrIlWpvc4M2F0OmzskCtgghYNnXEYFlQtP/0SS00B/+4R82P2cqKVynbGT/8WA5L9iK7Di+UahYwzkSpjrkl5HIVRkEu271qhGC0RryW0O1abgQfC29B/UsslyFkaM8xQM9eBY5TSSIiM9BruLApJNqPw2nxtVR0ZIpi1buGNA4CGc9FjOwn4AtMo9Y8/DBmB6bCbRACPxfncLIoPoJYTR4EEomrcc5MSU4qSzYrdWNOOyZh9AS2ZcjdHVinICGIPOZWjeelpzTZe2hK0vOEIXXAhZsPMGNClSCMebg19evIoJ7AYSUVXHUn0Gj4whddxawnq+H2qDRZwrYSqZCwK475x0BGilC3LHNNxUIZga+BapYOI1VFomJXMYITbOt6lRRq1BvjFGvQ3LwoOuasjxqio/Xiqo45bThVII7ypIzWm5GaPSoo/f5tNdY4jlXCgPtGO4BX4yfRZhrAbO4l5SZ48laaboOVjJ1RLloy3jR6JVcKjM2jYbwzNmNw4XPIfm8pn4ohKKVn6uFIfsUtCUnPz/wXhdRoFeM50HOeUit3GfuKA+EdnX+qjss0KUbnRK44PUimmzle1kOEXY9a6O1ADfANcgWDcbQzxZLyEz6nJZ4zq2L6Nl2mq4emAtWnogxHFZmuY56rPg5DzhrNA8RIWzz9zHwq2iSqZxcXf2KhiA8ubKiJUxT5LF7RrOqCFmCVi1bryCT6WfeaeFeQ0tg4VbRZOrantYxS97Fb8lNCL0IMEPpBzvfEzA+hJWa+/QABybqCgGLgsCMsWrYAEHJmjbOvzfNOr+P8CNGe1No+Ef1WCk1crRtFrAevzUGhQCury6D3gQtl8Gz4+jTlmiWELDeM50KeBo4ZrGAiUbyykPkTTl9UzfXg5QvrMHXy2kolZxqqLDM5j+ITOdUXkq/ZBPZImp7A09Cc/UmK3pwtYlRBFBXnfYi2kDLlUBlGBnKseb7bMKs4yudS6timN8b+U2LJIKQuvUt0OuqGsFyAauxhAfqgRbITQn5s+2NHWCq5OP4DYQyz7saQ91YokybdhRZBXo8U1xfr6S7RUh6D5MfQuHfkZpBuyjNqZPvvToy18snUroztycgwJ0gYJLnLVcG3cPsyclmLSl63aBUp4WVgF158mUJNbPdMls1cqkO/0Tn8S/8wi/s9xoPxCqPG80J99o8D19wwZfRLU57jU2syedZk5ceuggqC1hrvpjPcB58rAUzG1bgmDM5BDOna3QuOULARKrMqQfcEoKIbOfkRF0Pbk3lKqCQBDSttBDhJ3whRPUCYqXqaY/+ttDUX9lZzy4whFpNzon+ctlNjMmsIaJj40PA8DduQqYOVBu4gfKUU7xTLkqMyTUZdbjdyj544LSGiGzuhgeuNXyZcIpzVMbPzEEBs2RwiWKAWsBEthbC3NED5ntY8CFg4Xa0xqfjGi1YTR7AR7XIwn2QH67pIj5rr/q4g0st1mB5WC3M6aXLlZl8qt4QkuxcxqyqnOOjvWg645Xy7hwtjDnwhLmuKestlKXtcB5wL+FPWEV4zE8IDeGNBUhjOI9IzuO+HDRQnev0HQQkM/xyrLlXITRn/V6Cbyok1yGCn8jfhoAhYGsBc/8VEPiemUK/0mAHOj8jqFf+VDe1E7KCg8vhbNdb18WKz6tD1UE9q7Q3K6uFMcHwPblRA5iTVjrGg1y6QWkNi8p1yxfShA7cH5MjSIiolpn0YM3Lhyg8jLkZGbS51+ZzzuaLuXRNcrS1gLEUNHx0UwFzmSuLa0Vi8bME7gd/eaaAXZKAbTQWMzAV2bgY/sOYKY10THYqCVftY+lGZqLnbBg6llppjTZ3nnX5Nyhe7G0mb7Z9nhIErSnVIlDl4TkSpQUk4GmFoG9EjPke9BLfgNbJ9fkeOpPIotCi0nM0JSGtzymKMXNgUzcy4xz5h6EMnGdoZkFLj3KqcLnFc/KXVjnGYI0xUOVWde6NbE0EDLZ9TqY/+271sLnWOeHqRKw5UrOiPayeGxANuxk9uiNyg8B8R4Gjn/Gw5rS8AWEytTBrVs01zBvtjJwNLd/KtNB+aJEx68NS9dJCKjBaHeQtLBYwpb0m58yBFdCbLhOI5Layktb47oyo9Z/TucN/C/qjLnZsdSWJGNEXOenrYdEoLXNLSFqzwvhM8pJjm2rl+rcWwz8F/qfrymM0o8VNhJoJUaU3GcwyGoKATNEQfOdWCm1BPnIzAWN+YgWOha0kfSqvxf9g2+dsMmqloyfm+ET8DjO7RG25UdaD7202hdBkziNiJCgeAk1Wmxn+Tb42jjP6hf8U0aAE85KRUnMhkmZJsgYKuoi/5nvD560LGEP7iyxF6twChHYrWW+BhYDlAGzJPgGLBEzPID7ISRkXCVYDU9F66DHkdwy0DN9jbKOopZ8ZCDWeF0HdE5mrOmncHAHygfhrLb+qVTJucnY46MBxplHGoKSoboidgu9mTrMb4D46ELPOI9eSZbje2BDDvXSO6tSMFKiR6Z2skVu73fWwSMCscA5eZt2pSyUhLQGbM+KSNtRetRtoNTbUxLCmCDVrPU08VwPRKDRLxhxHuDfcZQz216xb2AgMfi2i1B7kNz0zlbum7IDnROvWGZWcUst7Hc2pkAksEjDSXncbW+W5XDdAG+SCv51oZVuKCP9DM1m5eYwkuKktBh2fJPjoTedpZRHqqo7eXkJZ8/QyBB4oAW1pi1ZUy68Ln2qMDNU1HuMzQyuhHAglAc0ClhdIfKaostWl1cMiAasHjgBbL9ld13bz0cJHYfi3GHMAABmGSURBVLPHHHjhtMjG56uBcnM92FpwqX28z9x68fj+GLcZ02MyelpGD4FzYYpaUSQfxmf2cnYEo8fF8Xf4Nq4zV/tmWgCVQCvGpg5TQPUEDTLmF7vHr3jFK1a/R4lUb0uanGKKwISiWLJVIQFDtmzMhblZsVVJPtFMBdB6yNQef8UHMEJASUwIKt4sCxhtyAzz16aqZAOtDp1nPvOZqynWHqYH2NJEBJP2o/Ws3JaAMUkeAJPbSltZUL0ozQIRCROwngnmVOP85goY4Amds6DEGE8LpIWoF5vafSTzcJGrHOPmWh9BwOjgSQFz0+vOZieoKsEqRNRlAcslH5xoGqonYLqrNRPQCuFQ10QpZ9vNQ5HgdrIz3QMH2w0hSPGwseWaXAkZP6RVrEhoIhS3UHrbFlvNFkRLwFrVIRnxvfmB5QwHIWEFWnuM96CW3mKmmca0WHB9Fqyiy1wanuGZB68X2rjOwkzgMwTMU7/q1CtxSS3+o9X2BPWwk3hvXdeET3Ih6rryNL+a64o0BiFDis4RMKqcFqy5OMLMse/RHfmhn3zyyat5/y14oCLoVpMqamRMONS1icp7QDVYtDR3vdFXbxtCwVZQML36M1YiGPwwgSJrQlYXGnrm0ZQSymEOB5nwQQI2a0+4OncHhCjnszI4r3ym2IrPDXEhuKmcXlFNEE5mHotURypZYKeK9zL4WPXII4LXKlQM3y47yWMmgRNPGzLZOVBwrbTaWDSH6jFJp4W8SZf7XgtYS7gIRxQAqFHjkrR8Zs+lZRpNmawLMXPEHTzZkl3eCj4dGmwSSzcf58SKwqRI2G8rx6qs55xilt0QF5PD/DH/YGwISQ2FiXOT1YhLGidvHjW2u63ghWb1YLKAMcc6uKeCEf4kU9aahxFVw1j5OW1ieVEYYhyd8HzjfA2tdBRz3qKUtjGbIrDSYOfNeaWoSpHg1NCMQFwU4cLbAFNVM8acaX5R1CUFxqo3x5pQa7jxc0tuQv3nnoOx93ow9RgmQJzO4c/cGyZtrE1fNDlnZ97g0ywm2j4qcVFL+V4+9rGPPeC9Pl8fQY28yBV+Eri5dXFrnDdbwDjf8oV19YDaLCcn4sm+SPA3/CWTXpycVVVTD7ScSInTHWAe6wrLTPRNdYNnCCB6A0ACzCjzTXD5g7mocqxln/8lfK83laibV8ZQ83I1aEdJ+Biq3EMEFZj8XMbu+ntjGwJcmNaAwLxIWAJBzcL6uPkCBqLFWsD4VNFi33J2VWpyFF1onb2XYNbnyCfKwUKLKc78Va7QFDH1mlLdOGTi1HbGfCm5ReehCiEHM2MprEjHMP1zh5/UmIo2QTCg/T80Co2Dxmklop1vnlbE8bdoxibz9JCjfs9q7ojQhJWAodgZ28kUOcc1+gQDEd31eua8nk8jIqrNoxthhdb7Zrd27YgHTUjzVi3auqzQYM0JnO/UWEEA5mxEFTSD9/U6asawsIx4MfhkriXoEvettYU08HUzT+h+YO9bxQRTfZl5cQkC5rQoJpCp9xxRHNHPlZWOkZwcH0CzuIA5UVw4iB48IRLR1AJGWzCl9WYDrVojDjWTpB4/nGehNdMalAWH1oYDmGqqHA/WqkfvgS9oxWfM4X3qpuHMyI9hrj8LWQuzCLkZBmIeGi1Xd79LZLcErFV4GeAu5MBlSZHBGu8mW5Eq4jXPmk/hgc0RsHDEmU4mp0fmEUBClncrqzeTEmmp0xJi5wG9Ik8PN2r8OdzKVXxeazb+FNzwuvJ2bG/sVuk2U29T1bzDbw8981vzja4nO+q1cIH8pOQ1l6C+170egbGOsLoPlI+2MJ+8EoAQME9o1oRpDjn2d6qbKPijuFmtAjwCo/miNq81NcB/46u4gTlio9Gs2OyDLSklqcFfzOfJVNd+DhMajn+9CxrQInNnSfS0XJ3i4WxPFQdKtxlt1UrO94YHjw1UaVmRqdKjCqtVHwI2r/512OevIEelbFzQnH49N6fVmycyaa2imhcSqnvQsclngECMQeQpoqLh5tSbeW3uRmKWayFQB6e8CB3QW2QaLvidsgAi3roHdAp12c8cDtLCihn7NXpBTq8AARXREqaFxZMrmcoCJqcxa7oFNtfNo2l6tVyZt3HhLVPT60zJBB/NxcyqFs0P28NVJtzrj2QWkIqiT5GPSK+H+Iy6FKkF2okAZPK2Fl4+UFRJqKGj9VuBC83d2mCrJpJbizjKjzJMuebgzy1p7o3rpPE2iToTyNKXBcwszXLCVNqiSYfKp3sCllX6wqksK9Iw7L3oyUqra8uF7sLvnhNPEILa6M2ADfRKgHssPgEQPfN1LIbWPo8BD7vnA/HhRNCisyykdUl39FpmgULmuidSVQH3jOapN9BaijHubybOJVN+yUvDk1okYHN2FYNeZr/HCucWKkSkre6yViOwMdKo54QHucoMT51nnSaxsp1b60aHj+YnzTI2lmoKNDAhtRhCwAhSHd25f74rJ85pUfckC5goeiwynIsW18UE++x6klAHW6s+CxjC6JFLTiRMSstZzdxQj3mf0xUuaqw/X+1YhOK9z45ICgE6VSBXm+poEqnTKv6OcsEfBV8Wo6UCc4jTQGvh+ey6UaYeXWABEvA6Q0Hbj01NnIvWuCjPQQWKsQQzhqJskY9ZwDTQMbyzx9tZRfoXURL1yskscG+z8V7HUSYAa+HiiwUFIQrtzXsP4XVetRDUmFsCHFEXpzvOq94+ZqwEp0YMaJkiPPmI2TzSfN7Lf8ssPUFSK5f30qRhe2XfPbQ0PjpJ1D5DuJzMVjPmloDZW6aoZ6pt9oZYNJi8G0KuFrB8Q3pd1uatttAbDcBhJizh040V4mV6oTcLI9CLMGu+CcnM5Lo23+3B5vIVJTI1aSzz0KJO+GaRh8yRaySUs2Nfp86Ch4wUXZhJ7xNchIA5R5H+khJn2rxXQj01cGaN18c+RVCHJzLRi3Zco0WYo16niYfXi1bqjutAK/Fqxer8zgHDGFsuNBe50Q5TPhKBITiZWa83xQpk7sj78kIiYLVD36MCvLY1NpSGiIWjA8jIgXqKd16YuQjAfYuaOsQsBr/HgUEr+OntPLwA+1Uz1ALGdhLfRSOdOMO9C8EI9+qien9vFcpJVdSplbGZXVazAIDf1Mvb5fNQYZrZd5xPq9soOKkQphzdtWbl94KQ3uA+i5XgyTvi/ZQ6Zf+L1upty8N1YDbdF9pxakBJthQqXewYPBYRzwDZ2S/5u5+A2am03LCzhwVaLG54rzitN3oSWsNqobWyW3zR1BAUD56pbKVWajDjWcB6W8jEQmLi+D8Sz71d0KBHkrZ2s4WYdxGptjrSlvloaXjBRZQ8qWqZM/0mk9wGufR6Dxbg7LzbLbRoeB7xLAFTyTBVvjGWbGaCWuMz+RgtIrHGlG/lQcy9aRLIZmaFicPGe39dWSuiy2bQgwkB42/19v+p0SpBh1aHdUY9yzbMqQUeBGtdwcutyLv2BnKJtKh/BwTsgGiqdScwmgq3xmdaD+35pBmcxTEhcFNUPdQba3mwaICpCx7rMGZKsP0tBr2F2tH3QFoJeiQo7RajnrKgMKnMZB5o0uP6WhoZpiosagEL/5KmjL2d6kjPrC9cW+3LZca/lT/1WQvmwpKZ19R/PEDAitb4YlmhLyy/PnruJ7dAeKJTZay+XjqntXObsuXtrCgCwoltlQi1qjK132XN5GG1cniCBp0+tB1MTQRqcX3Oq7fNDUqHj9Xy0USb9ciozKUJpghFvfBkC1qLhfti7KZnVWdKYOHQ4ReSnfqPPV1u61aDC5bleBJoBILFR+ntZQQ9lr0ldBk0xZh/Fw+oDtF7O3rUVEJPO+LMCIdrY55qc+R6sgZrmUuCkvON+TXBybXeF1sbZmQz57udUx21ozJoWkFDDozCz5MrXtLn0AA73dzutylgRRI/VFYzBnERZVEDRzRVutKbAtMa3JtBg4wRpL25Wz2/rjaRvRsezjPTS8vVpdJ16N8KfupeUhxi7EbX46yYM1NzatQCR7jqxcGZF/Uqd8+j36P3oEcjLcDLyUzrP8a8UVtobEvACMBUmqK12y3UFEHtV2g0EcL3SMEwHXMiSMhRlxve22YmBDHmS+Trk8LJkRlt0hoMUzcC5yqOiBDr4j7cV2sxZh8T8duKaMPXqsdQnXjiiaufCGwLdhttat3tVroCViTyHUWLIZDadPsMWM1jjav8md4kwNr01L4MJ1lOMuaU1aA5aauxrQQzMoeFO1PcKELswXl7uJmMZWYJYKTA/F9LwGtHPtM1QT7XBX+9UaR5IRqH3tLQfElCnCuFUUFGE9CKtJqZHfyxDfAGstL7z6l42jYbGwkYh1mjgBXeSzFIafRKeWoT1TKHveEeAUIagumhjm0aWpummOA4BtomP1ARo/6A6Nhu5WD5XrnvEnI+1e8iwnph9Mqbcz63F7Hyu5xnFmTXK8InWNoKt7Fjy2lj/zkqYOWk3rypFnPhHqp2dh3MLYztfVOvxJZw9HbRDegsAuch2zDWS1BvFtrzS8JEMu0tDZf9nxbZaVHkciQaPkeicrui5zroqKPA8AHnOOeE2v3MRYT+HZH+2KipCdBebbZ8jTnzwTbWYtDTGjRcrfYRgbSeeRd1nrFeYZzrsQEoHlzsUcRP439oLCEgLT+lJnt71EoIjUWT84CBHJy03IOYKhggINn3ifGWGRz5ukFXqc7cjdt7bXU0nhEHvfkiMzCqvWBSwNZaDEkyPi66dwantc8BDVHfNEy41cvhrCsl6nJmwjO2V6WynqgrZ3JEatrZmIaWgIUmIEBTFbBg4bS2+MtasqZR+D09onQMyr3zOVl8Sxpge+StDizJbVmMXtnTCF4zpb1g7oRDnQQ6LBbzYpztlvptbd/HvPBrXPhUZebU8LQWTcFEtAryIMpuRFQSvjU/5+/MbJg33F7t89DKeYOtmi5QZl3Xy8/pCK+bQDjrS7qnnEeLLhLhcvA3iB6t/gO7SxqYJWBFUt9fbp7BoPMG5A/7fBUPiaZqJbVb8yLCked0Tt342lGuwXmtoQO8Zy74NMyTTnB+Sc1i6z3IUW9r4g0zHqaclqkzAXlqT2DOMJH6XsUIzLnokcY0e91VPxPPIhNzXrhkRutjyqE7dlbTn1XhYfU0TasRgpny+tYWwrUv10u1BFr8UysdEpDEJmDBjNdaFw9nwWDTCV+rhSuz6kxYrWXqDbjmAEFac4VTw0x2GRzLx8x98WwBKzf/k0UoDD2YHi24hnC9V67SKhYcM3t8hNhujrapxz2B/b2lPXqY29LPOa+Fg8DxCwkJCmHKrLSiu1ad29RAt3rz+jlNLLuMB5OFuS9eutOH8TmKjo6beiGMVTK0NiAf2/8mtrYjYBLT9VZzEH8TdYkK9W7yuYKXUm5tIJ6HKtrjV2VTRzPhm1r+DcKU3yhZXtfht1Az8Rz8msEnpHMqUjLUoy2c0bVC7JK2nc73AmMhDxyhNIJFAlYk94JyopJZWmoWjVqZg17ap35NS7gg0kmSuypgNTvoqja3QbRmsIkxSEDA6oS6xlUt+Hlbu4C/haDOKearBUevYr2jmShzajvEGvVnzAXzv03hQgCecsHcGfJrLN6rqHz+R4uQcfa1qrQ7SjcE7TCWwBYFMnFTK5gpjDyhLh/ag6Or/zE4JlEmpzsXNoaD3nKKc+9kvQd4Pv9ADhLUj+GbarT8xBo0Z/QWwFg2Anpz+6fKiibgBj3Is1/6xsUCtvq2Cy54cXkwty+/To+Q6YCPsmSYLyBLe40iGRz26GQKh1i0RIMxkZEWEhHiiMKnYTJV4JpxWoPQElj0Sa/NLPxC/FgmSw3pqxPVhHrOMBE+rD3KNR/DVI2cBLYehDoKn7tVYAdneeabvHEjAVuDvdAftXyznWGfPxQbYwLSdGqWFyd7Ts6s5ct5SISM1iB8NFw9c5TZxG/1KBLvJWCqWRUFZqKXTxmZCTnQ0IoWhCR0DYJSN60gnlXh1gStziJZCBzb1EBji8RCqK9h0wmMBUxKexz2DGwsYOUGfqJosRPKr5bU9M7wFZiZ3CpGrU/17wn95yShhfUaRXPEGKYmojsJeOXPef4E3mpsAy/7SQJmXYNInlXm3H0fTYfHC8gotPYPb1V5uCcElenOlIp7c/bZZ6+CjLEZXUyxsh7BTQa/bcN5EyiAEzzrTd4M29FghOzcImSnll+fu/S9Hoa8XEygtnIV4o3V8M9Nj3DURWw5F8gMErCcgqr9EsnjnoDVwl9nCnyXCM93ZGK510Tc8qXCgW9VTkjc+/wxH5tgOY/sQxokQzO3ejxn4FTPeJM3BrYlYFBO4HlFyNzFA+dgT0CUxwmPHVpFWmMCNjc8r/cg4mtpIpGGGhsaTGh6HUE0QG54bWmEM88884DpjHPymjVaneZMeq/cGzj3IuS6P1X1hnECM1r+azzZs136phrbFrA1eKDaa2bxYwEXjRzlgCry6/UKLgEfDY0QN5RPgrcSLcoshHDFfP4stIoY+WWtdrXaSW81hLQY9t7uujlnWcNiWDIKPb5HGqwe0ifzMNa70AG+6xFL39TCjgjYeq7FSeVX20vcaOr1GXwjzrGHXQ9Dsfr5JXJxc1cgM5vnfflMXBOTlH0jc1S9rk5L0WC+L2cEmLl65sQcLgx66SHf0doUYQm4FQSV6xCLM2s//qAupLpEaAIGl5yU50tsBzulwQjZp4qQeQrnlKM/XbYBDreynrxXEdBqorAQrjmjJFEI2U9hVpgO2iWnXJhR4yYVDdYEZC3oSoXq3OncLaB7FbsChTp1Jb8pSp2bChLFhqaNkVM5e0IbH3/88Us6hqzMu3iWc98whR0TMCgn9pHyIDhUSJdFQqaAr04fKXfOGmZO1SUTmSs3s0+SBc+qt/qzcOHZONpTA449xA18mv0gMyCgyD6n4W4ETBVwrd1qAjWmIoapDqHMk4yY/96uuw0Qrlt6hhtcThc7KmBQTvDDRcgUe/F2+5sWVqBRTj311P3+RsByswf/aWzgCVjJvRLtDCUv2Y+iaaIaAs3RayYBBYvZd5PERmHQiHWTh+uqdzEL8JmygEW3d10py8waupxbzuwWh0eMxcTP8t29UVkTwNXczrPb5M1j2HEBg3KiHyhCpohJVrhd4bcBRHlj44iAv9QaisJHYS5DqGiwTHvYHJ4g0CJhbnqoNamhIzaAQBHUm0rxIXtD6bT0Zza/N04A/1VnD3BemToxHYevtTBVCHJax3tmS984B7siYFBO+F1FyPS5LzaXYxiLiGgh/lIrqSvpzbHvjfSOZlg+WXBzgXoYcN3rGWU4UkI4uByBanbFwrd8sVpT9WgYUW3uUCJcJuhkn5QvJ1m/EGEWd1xzBXZNwGBtLvlkNNm2p9NKhLfq4AP4LianVas/1sEUkKBuzfPKKS3ojWviuymEzMlw2tS/Mfo1aq1EsFs7CCuzyaSx6xsz4TNhlRy/m8IFuypgsBYy5lLc327jnompaIiDP3feaguG0NWzt5i/nEtspbRyfhSHVVdbmJPfErC6GcO8WzRJ3eDib9sstalhytwJSwoHN8WuCxisq2GRsKeX43679T24pQ37+1bpHT4aQjUepvEDiMs8qARZW0eQuT+gNTyP34hMjoxFwECSuiFYUr6GCHHJpl4TUGF56k7xXFM4KAIG6ws6pQiaGmF3sb071jagwmFqEyzcE86tJh9jzCZ/y8ZbQHPUEWAkvAPIYPQKzokP1Ns2xpgDAURdMIjnm6rx0mU1Z+T7BNx/gjW9P/MO4qAJWMAFFiETSzOZG/ert8AHmpoUI/k7Nq+CfxObDdAcMgyhoZjQXj2W6E1ZTY8kZbpNL6x7Bua0jE2NCp0B3BaTOB6C7wIOuoCBCy1CxpsV9izKX/bAbxHNjQ1bgYVb0u3XGFtrL4g+R2bUrA1NrD3IJmDWY+tCnN7CIW+bQF7x5HLP540Z2mHsiYCBCy5Cdufy6wPK4cktrinLYM6Qj7sFWg/XVCM75GPb4wEtZ5qNJli+HmJ2A95qLnAY0iBnLK2j30nsmYDB+sKfud4AAvk0Pi5nBK3E9U5B1JhZ9Ixo2pD8njPyk49Xd2rvAmRR7l1u72YRzw5iTwUs4EYUIbt5+fW+5XjCsAsdS9uBEuleyXFElNG3uceQgbd38nNa81L3AoeEgMH6hpxZBE1f/BPLcY89PqUVFBBy7qfQ6zQ6iNDl9YhNOn92E4eMgAXWN+ieRdDOKD9xDjeZeMuuYooxV1mBG7ML2R5BZPiQct/ePvnKPcAhJ2CB9Q27aRE0eRqzEA7MoRwCkD+UKN8DKMM4rdynfth6COCQFbCAG1iETHiIzjC7f/s7bh7ekEM0Me5VexkdzsUhL2CwvpEhaNSFmphblGPe5tSHP7Cx55SDvT77cBCswGEhYIH1jdUw+Jp1J5PB8YaxHFJR5w5CVGgXi2ccCpTDJjisBCxjfcMfUATNrvT8NIJ222EXcpwHGXKG6oEI1ivr3csONxy2AhZYPwAP46wibMYP8tUInOhz9vbQewx1z6JBDjvfak8HgO0kDnsBy1g/GHzBc4uw0WRa6PQHqEcThW6899IOQ3u5KFAGwwaebz9Y5TMHG19RApaxfmBvWR+PKgKnUOvG64OwaVhUfL/bgQIHXYmHaklCZTLL28r5jScuv0LwFStgNdYP9Jz1sUIROsVeWraPSYfs9aXWPw3Pn5pJq3xDhaKamk+vf56XjveU797zHNJe4f8Bg/0Lu6yfD+0AAAAASUVORK5CYII=</Swatch> 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</Swatch> 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qD2Y5EiEgbEp9odWHtENGsM1A0JMEvJVv2td7AtZNMyBkmChE1B/FVMB0NiQaapBFg3bwHC45gQyWcIeCWvb82JhDE09ZK5AqYFLS8KHm1wJi/KFHg5mP0sbEWjFvcq+0XGutkjG60D8ywAq7LahzuQWyAcDIdv491grKwxz72sXVav55AOJURElaFBE1wjeIazYb+nBMM+TwvLThcq+8p4ZkXVkghl0kLumrVInmEPuCMe2IctB8VRG5jjwPFtLOJwQRLzL1g+vG8tt/JqrSsmC1jIXtxqfxrdUE02VU06DHdHr4Ywu8Rcj1AWQjBDIxYCmnypWSyNskAqEMq1OebrhhMnRg0NJncvART/iEHsaogrgKueihIK4ccckh9dehjz7NdQfrevxvynmMsmGm6bMdAXpO+Y7YMXTbfBm0lglID56GIW7jTCJ7FdcozNjQRr2kXXktQ3QMmiOQkX1jiWbhC2ZdF527Kv/suQgIyB9cWgu9Y0MxMbgQBG7XI3nmEsTChWV4xoSy5BTiAC/cZ8n6DCJZIZH/Tu7f9TvanIW7OTdc2gcshyFL+mXaDJJ1n0VgLKba0Wr2OpiODW23IgvOWZCUkO/g0Vy6RI8SQVmWLb5pxkEmJYEILv/f3MfA8kIllB42QQhTPiHXNQTrq6G5dAlm9SUxULoRbd0+csCneCX3vNdSCcY3LNiKhBMv2puzH0AeDxkzr1+dOzG6tw2I0yYDZKTnwMIi286ybHANJDMuTL9jlntpKOjaykwAgmGyT0u+ZBcSXlH9ZHDKOIRiSyxQJuyBLpaGx/rELUA7WX9be4fo2QZii84VsIvtvAS7gRG97R++oJKbeIv3YueXfay1oTFfqFJAwZKekDQ+HZsR1ysBUCaT8YhjK+ZgmxilgZeh2zVVLrGtbeODf3H/EZyxvHuwD7U990+B739z1liDLu8td7rJpmwOZH3Iqw5U6Zi084RV4CFl6H2S+ZBZEa+7wOMPOuJGs2Hu63qeTYDNZ4tC238lW+OiOfu+FQkyBYIrftBoZkyY/cQerIgmghOvaHNNNMQQyKu6apS5l6CULyoppMkQK9cYmwXSOUNO5SdWN2PeiDT7b5BIaSCwMDxGXxhVZfAksvwnIC5gQoUF2fVZYRGFQAYemezi6S7bos2DWkW3X/EczUopNy1ptSMEtpiBuijXEHJRz35EkwBWICSnmi4D2HIPY5naGgIiKnAhmUMVB4qEAdR1B/J67KxGMSzTQoTHqiDCZJEPI1dfThlRew1pyewhHr+sC+USsG268BbiBI0UrViRYYqauvUPafqf0I+6YssfDomC2GxBuQRnKzBa3eXAGTPCrD91ATIHMj4UUBpSyY5mgECFklcgYc0h+Iu7ivtQpm5u4mKgIZkB9Vt7WZOLQC1m+eN4yPN9PF4YJ1QfvxwPE/TAOSnZDNmhRO7WuQG9bAYckrrw33WfrG3VZMCLONdt+YQYu2g1NgYfjQcmeWAlFYu6T2xT8y6SiRDUU/q9yl66PrsxYcnPggQfWoqTWF3qWjLatYBwamJ/cZJNgFniIJXWcSB5INYC0LIhFxRAuEcFYraGrq1RO8gyS2xaHeW+TswtiXWGQ7T6FIi3AEVz5YNsvuwj2yNIvuCZZCwXbTBq7lfiiIUYSKwhiFW0FqKwbK8tV0qD6EgDEYq1y7a0NyMyacE3qqma2uJALLQXoND6VCDEcl9mECYCwFhNLBAjXsmTyQ2x/7nl71mq8+szGQGdsMzExhiooUfLqgliM1eMRCsCV4QRLM0Xl9YZdH+oBKExbTOohh8i3luAiaTcsCylB8Cx2MbiCW0JuE+7bhiWWh/W5fImELBKZYxdDVtLnITSitYH7QwoEY+2abjDeG8GQSmwVLg3ogrJG4cCUpMp95avCAwRy9V5xWRdYZdY8Frm04IY77rjjtmlCf6P5i5IFU2/qPYVM2k5c5Iak20z8WoNGJiZSpjHbuQEBKqVbPGOgAJlMEi62bzdCGpz39KC1tOSHKiBwPHjlsjYoeCtuc1U+i6vRfJhDCw/r6f6DXMIQLkxcGQc8TAGCtYms5Afjx2JqOuyCCSJLD1G3gTMef/zx+vj7CTY7+2e/tndRdOaLuYbw/2YkchmANgV5rSDWEWu4LxOBhXHfyjqsln8bomyzHr4zLa60gQk3wwV1rYLSniMO8x7cZJNgpAyuLEhkgvAMPjfveJ0CMVvpPRCH7NEnwLKAQgBJUyH22y9x50nNs5XaLJiq67KuP0InP2xWmcm5wMpysRCIxq+LFQiMaw0zVFCMZA5AMFjurw+SGIVjcY94TsWgC0P2Y7VkzR6z4Sab2pLnqx2bEMrqih0p9YtYcIwYhbpi7fqQR22XttgF9WAySuF54AzuLJEs2gh2l7b/7ctG5ugByIjy7kgPQixjlopnuCflj7Veke3zzTjpNs2sa28I/VviSoE8vWnorojiMcv6qeUlsJyxbUCchdQEq4VgXKkC+KKenYlSIhioq0rYxK9dsNTOfXVMONwpE2x23mJr4xX/m72uLoayZMo0ORDPa6XdboTpbdu5eaXB3bBCAnsWQxxSIhf9CgFZERJF9FMNBZfr85qLenOwDrGnROn9o1OWxofoi4Lvlav83L5QJmI9P40pC/qd75QPDKEW6LbQDNq2cDhhDxzKz7tsWjCHeS7rVtWD1WxhdkMslhRXzSqHLEnAeo1rXKN+DWvGeqyGNbN4hEZEn2LSuaLCYoZaHmCNFdRVATy8KeAiWa++E9Wo9p6boF9QLbjOoaYI0ee/CHD3rGsOQjTklogupp7Z15yo+4PWWCAY7uDQ2+MfmgTbu2pBbr1yqL/JINUlY1lUDmm3gZZ5cZca7OYNWEsQNMsQrTWkfJMmSio1S8HlszhRbpkH4hjWiXvrguxRh6kMlqDaJJjwwu/d16JiWAlI21btSm05wbhwXilfSNwGGa2JIrMuCNE4tJxgs81Ldm2+Og6YKkFPuexRit6m9LJaShr0MkmATE6g3RdQDgGrYV2hnWh8cVaz5Ka4CWT3E8m5xEUKxNxs2yTLQfgVTAfB3E8O1s1EYXndW8cgDgbxuU3cNV5ivZiExokVU+ftS2pknl5HW2zBrrgUm6fkFswy4mUdq+KYpoltgjlXE4sDPNtAEqA7eS/tvAaa6j5m71LipAGIVmSxj0J3aZNd5OfeBbkySnHHmA3ghsKsN0B9Hb1iHa3hYsJS0M19xaos8khhQexg2JGnjWCx30e+5xqC0QX7CKbaIOQpEAyHcKledZITbPe2VyPYECCZlSwK4bEkqw0GmKs06IqogmOWp7SfvFZk70lm8FBYSxpWKXGg07hn8QxNycNayX1cZdbiPIXxPphM4Q1KwXRUAzwP32NeghF483OXIBY5E3dzMnGNkgGhT5d1N1HEdh0WFpeWEWyZezRYY1bzsBgC/j6SgbhHiULmYtMPgTLTi4BmsZlOfORWzGhln64gmslntpFQDOb186wR6APLIOYjYpr1sUysC0pZUfcr7dYY6yMN9iKOJiTRKC+ZCDwAQdgzAs+4aa2Mn+ffN37+n/9f6ObApcf6Q02w5DOtVV/W98UKjF2IECSzcKCZXbbBTNY2Yu1enLcojbeyhVvryjxtDmICiMUUm0kii1ob0AZtN2qcV7nKVep4U2VjTMuS7xZ7l5U21tNJEf3zed/YFCBVvIf7Fm/RvKIO6pk3gVgmZx/BZNw8UIFg2+FUGrtTwoLpzlvWcy/TmAIk46cVUomuQ+QJsVvfMXhiHZmWOMzsVmOUMk+t0Q2BQUIorovbkKbnsoffszpDj/DL67X+3NzkhPtiYUpt2GPAO4ScwCpFGS+2Z0Cw5nI7EsqQA+x5oI5sE5dw6ricYMvQ3NhjDPhxSj9XQuyccvoGQtGq7OkqNhAYx0rplYTite/uAbKMLGoeC7kv34u1QTzCJRLqneqDNQUBcWTbLjpxnve8J5aQY1giVtO6yxDFY5dD3smfmx0SslnJWF9CZIzbmixnWEKwZe6RrrOI/SE017E4fT3gYOAMrIEjfhoAVkp5YiV7zgyAJMJne7DcX3PLcc+DKxc2KGpz/zQ0boebHDLrIS+wmzBtrd0IRvKY1zKzYAJ8FpZVRKTmDpAmSJNgNimm0XXs5VrDRDexCu605lQQ7CrN3yLXlKVgHmAcfM48+1l6UL6odYMR0At8fSmyQ94PtRIwS30mLYqOZgJI0/OHzdWL8Sw9MzAeqPik2fvGXQimOzoNNkF3qs8WNpTE1NhTdt7Kh4TC/ZCPvBeNULya72FrYjXjKJZYtttHMJmuWLtAsJpTm6UvK2ddts+Xh98HM5xgyIXo2qTv+HtpdQuTTNth1fxERoIr2UGxdaVP7kAA5SuWyIwWaOtizQNupBKvaJXxZ82CSNW3QALU6GJXoRJMWi5Y/FXqwggX1lUX7IPQIjJVYrTkh+XN12VC27boxtV37wPL3eHltsEtJsr5xMXmQtbHAMSCCp0ATLvLv5VI4UGaiUhkoxA3LN5ARCnuaiwYYSm4WrMWsYi7CC3xiMH1GgNuZbaH5T7do2L90BJSbM00tH7ofhAsNh9uIt/DYkgzYBu4ciI0y0uYDrI2t4kq7fw91D13lLRw6koI1voJFj1wGcxsXzbD5DLB4gmDiFyyE8GfGMreCasBZImuAHGcANQsdg+h9vu9f6dhIYag22Az81Pv0/tNQakIH9aDTCPGmUIwAT5JwrpLmWnUSZtt3aWtOpUI/b+utZYgXGhmohm2LhIMYfKU2pfm1twgM0tfEfjy3x6wNJ2LXC2I32RyXB2CC85ZJ19Uu0sUeJGNS5bJkjbEJH6nfGL95CKAqKzRonbDDiGUdZjynpKl6GUjPkO0CIl3czRdZsBnI2nfqSTcqfpqYRKUCRYw42VMgt3m9o6xREy3ZmF5+WR4yFwJYnNhLA1hFbG4Z/GEVB6ZmmsBiLRiKHqPe+cqqO0lizEvkEAosOjEZGhm2oSkxMRHtNgWKnS6pgUTF7dJDTLpIHoXEEt40UWwchtmdbolU/phLrGdTzfYLjcgsKUSG3izxms8bLGZm2fl8kMzmzAoXm8msELiHj/JEn4no9H2Q7LQWzYkNkAqM5X5lx2K+VbyhLapO0KX6qnixnkgM+ce1TKNl7GQEZqobY0LbQQzDmLnPojtOvTSrRCs9+guJCM6TokFFLO75A4Dv+iaoeX+5AcPTq+adX2snQ6AIf3zY4EoAvyxu0OXJsuUI6UDwphY2hZnDrg/SZVn0rbJcNvnIZz4rw8Mg34/xf4WZX/zogVTMI79CCKNZ2m4Qn+PgRJ7dImgHuJKlnK64CEp7bhkYx4EIvhepJFF3BfLbQBlfl1976sFffUEYJMrSn1RLipJTyxbfuApGOtmQ2QbeBlWsnCKS23BWvcA8IHNo9/ciLQWs7k/blKcEBYo2jzETdJhAyhWMqiRGYUrBPGbmRW/l/Fxu2QCP81G5IitKucB6+vBm8FMf2wFpVNDO09ftlSCOBGRfYeV6DUbAyTnrhGddhcWNRohS6e1lfbvWIC1PxeCtYo3cchTDmLjEMFxUZAdatd2L1Yhx0FUXa8X7xl0D1ssYyYju0xP9oiw4hEX9y2N1ybk/4pbzPYxLlviEc9krQmmnz4mUaxgEn8J+GX9tMAxGFqe6+DEFsXgaD2sa/RwrCMUtNPlJBH6xvMFrtye/nrqd2SbXbDI1IyWVdp50L4VLqS0WMQ2lwrcujW50j7LicSK0izw2N7+RR46wSt4P5UHiVco9IRxWbZMb+xOQ317VgS6FjAXCbZSKf0UmCFIZP8GZGBxkANkmWSC2JGmDyyVjVBc4kkdsiwX60jeiHKSFTbcNJJZQ1Dq9RcyyG4t7R/a5RGWYcjpc0NBOBbSmBCqEIHoyYs287HIV5tPwepsbLogiJfMUAVWGaFtMxXTSRJSZW6BsNg8kLQEVs9OOS4iLbKpXhBho49doCvdVxAX0IrXonXH56heWGPAagzFoteJin3pW/axYKkUtwPzEIxV/j9FMIg+e8vluEdkYzmUelx0OI4P41wAAByFSURBVK5O7FZSqdtAjRb4u4JsOh8o2bk8w1Lpweem7XYDLNLQeAUpQ5QuqfSlduoSTKzYEsG2DSFFsPxEcFke4o0FtUAsO0/RfcMRLIBo6osyJa3LYicuQs2NJmMXGAKxpXK6Cca4o5xsslxWQKLBguabu7CeMmFFcjN9CAx0lLFKBBvT+6b8xU17T5pf3oXsXiUsWm+62q+7tt6ad/fuDUuwAHFPa7YAXwKAeAjGCigRuRAG0Vi8sQspyA82UHHR/JAqznuMeh8C9y26DeTNfqWWmBjwIT354kbL/0wgiVAO9wmsbhe6tjwYgq77LBJMuj/lUPa1AndAudY9a/0lN+eBs0D+bHc+g2E/VC5UOWXs7KR4i29cMlzbdKrH6r1SEx2CvL5YOqA9Bpy00tU27Tvo8/L9TCCb9ebvIWRgJfOYrA1j1qY24Tt0bfriCWvMWqaFmbmllS/rGVZt07ak6Va9IIIsj/hITNVB4WLVFMSRMu+/GgqxVOy1SiEvbMy2DHmdsdSLFSujyA4l6YMsgeCSGu/ZXJdpJT1rjlxdzYOsckm/Y2Ta6qL+TVLluSG5tRcFqeI3CGZKzUUw5nlMHW5ql8AYkC+k66yOoJw1IKI6WMCDN+sNEAFXcx6iyRbHLNOTAJA1hnaSeE75yb6lmR8aJMtIfhGo542dyG0tqXtHRppd3uxIqojFtuSdLuiaKAnL3LndhuJkXlfofpoISEXccwf+imDs47KTpaTuVGFakGxMGswcsgQYT9DkfijlyDXkhIpAuAA3apYIkL2nP1PdPUDvzXQjAk3OTFMY5wpZoqGlI//P9/CeZjP3ieAGQGCMbIJ3FzKyflwo69SXGBh4C36HbveEMHk3Q8lyxsQmiShruX/fW/yoFMT6qqVa7Ot7NVff0wqjPSc/NMx3jdNHPBcxZDNuy8Eq0wjdz8T1pj9GsNa+XQ9XL5GaJDU49nUYeqDSPEBelgS5BZA0KGv4kI/F8KDUydwjImrlpk1Rnv29TbdhAawUcnkfWScLYimXLNH38tA9UBcyhAttU9wlF7Qy7zN02yffJwriyFIicBBMomJ7qRyei2cQVs738j3y5CG3qBZ1BKlN6K6dc5qg+83Z43ZyWLBlaO7ITFth3i2I0CUqa/NFWRJm06D6IgiRHx8MTCurw1VFc6B02mw0sGanwWWpxByIjEDxoJV28tPNAj5PYBuFcZqYB2qWalnxXgbCbGbSw80YZEGxAFhzHqIgHrLFHhlmt6SArsRKsWoWi0QooL7nnkkUbQeStoGVZ/WgFH9BBN3cnvhGMoI0vguBOchl0rH6LKiJxcPIQHPr7vn2lXzUU4UJ0RVhQnseCzjkrLZgJ7X9RuAqgIvV1LGS16ziqijqiOFh9DXzIaJZHo2HKv1dvpsL88AQzOf5DA8JMYieQTxE7GrpNYgIwL0rDZnl3DGLbEIQEGN7cQTS8k1uIOSyau7BYIUL9f/tURqHwvv7kKVqARqY6gN0ndEdgT0LSlrJ4T6QVCkL4bVVqTaYLOqsyFbqmmiDZ8NNEmo9Z89EKMHALIBgJxUJFmcyLmIVtQFQ6wtFvO+ENgPnKh06yhIF8RAC4ZDPw/XncAOxGqoJ1thsV3OkxrOEgmmDJDtysYIsG7J5BqwG4iNkHITAssUpHEPgM6LGWyJYbMoLTSvnc5HLllQsdnNjGiWzON5vKIQAGhHzGEsVo7Tn/0iUCSaAHLJ5yRDQpiL2MKi2ApgHAltxhyu2nQwgBvfG1flMBEQ8WWW0lbBKLCI3kAPZWAPWziw2YCQO1pbOZYANYFgsr2lz3SWYFJGxIUgbJB5tr/EdZMUmQRzdl0NM57mMWcgizDFpmgG8EGfqdqIN1ATTtio4WVIhlp7SWIacLdgHyQJ5AKZuqDIUYgjWwZULjEjFeoTF4yYlMNL0iGk8bP3/Lpmb9xLsi+tYDVmVgY2dCelLhVPIlsFg5rGROKcNMRGRJQgmHlXuEV+JE4nGTbeMfGSXMYuXeZK2s4qmrjFowI2cuFn60v9ILsPel0sasMVYUnkp77ytxWKC2PJ8rQ51j0W4zQUKsbeERCCsHdfInQuQY5Ext5FDYjEmIxPPxrah4tpSv3sQLNZsuj/xkPtyhI0J31y0jIiSqDHbkpKeEKmtWdDEmUfdn+GbuBW1EtXXZd+YgGcvU+WQqTCoLIfZa5CbJ42tNVgKZGFZc+uKPDJRna8Gl+uSiYa14/bHLNQVf8XxxNxw2+ILiP0goh9e5u2Yvyi8N/eRYGX9TpIyBshaSrSEMX3dwwNQV/SDYN5t2Q7T0R1p1vdtSFaC/x+7/8Vq640AVoYc4wqYKFE6QTCrlYZCQTzKSV2rdeLgU5ZMAK7FG4HEZZGB5uAWeYcxy/LElt6vtKcZOaq0rcEI1AwNgi3fJXYG+6kKZENYHAsuMQLPth31NhJCT6L1GYShg+r1LF+8vnQaLwKHy9KUKIN1fA+BVLLRBNcpbhzayQEsp+6Trkx+QU0ONVlyggm0ljU1Ybq9VGProrH73IsjQlxcxH5ja4lof6GDjTli2cTiDQKlOJRbikQAEWhTRGZxcBN0yjjJZAxkyPS+0sl4stFS7757Ep9JUHg1IUJh82Zc+v8Es5dm+s9MWuvUksUQGNW/dE8OXYBrllOjI7NZkLayJjDwEUOJI3uKvEtgLYE4CtQ7myetBcJDGGDWy/OOtQc5BOdiKJmlGJKVM/AqJoLzZp3W+0a2i5Bd50Nyn+E6xX+IbBxJQnS5fDsB1rZAsBNwyh/yhih7fRdPUlegdn6OuEP5ZMh2kcTM3M93lUfWO1iX/MSMMR0hnkMsbCV5lCyE9aCgcZLu1kYug01CEZ+pE5It+gJ821WRNhTyvW+XCxQn6xQ2CfqU/I4t1jftG58TTMfcwc1XCtB1hWoPQTLlC20iZkW4jBIQKh6abGcjEyysF7c0pkddaSpfml/qjY/9I0BioZetCdZKQO93Mlz11D5yIZP4TT2TLuj/dEH3BkL2dcHSETtkkU3dlznBfDtLeZcsLEQqX4qOY9Zwl74gM+vfNbqVZgSXGEfXqWcO2TVvPYIOqIEPWIGmit4FnRj5roel7lLirxKRboloTcqBXIrqdDADa71BW1bZRKwnNV7qp11tTrS3SDL6Fom0xYUz4NCmvTc3EczZMikOY9qWyBX6p8QczLYvJDZgZsUg0m0z26KLtuBfMBh7hlHENyoUmKMfi/g6pmVJvTBEWvXV0sCF9fL7pmVALqGJlikJk/KY+Kyv5ZvUEYexquv2ySqK55G8dG2hiqQdx818OM4pguYdehJLCEb/YsWkzU61RSalH6ku66RFBtmYbG403+OB2Y8gcEHlhzVByCxE546Z2wpWO5R3g1bq/A2dUUKQx17IRfCWJLi0JyFa3v/VhliAKzQxPpK0PtDqdMBKzEqJSNxrx+H0S0oeTYLxnRS2Jfv5SJetHGbFuESKN8sl2BdjKb76PSkDASOwN9MjGF7U7n+rDSGBWDN64QTLQ6G/KrcyXYtf4zwln0F7BOTiNRDOhVys6ZC2bvccWy5wjX09Ye5VO5V6Z2mbp0CbJjcD7ixZ/bKEYE4qTW+sxWCJFSO0KlHIXpCGi5RBiMXUGRVMzXLdCTbgMAuVVfJuAMXejQiugMgsg3Ys4RgQVKMjBVmsaGqDGIlbpBnKVn1eBPTRGu1ZIuGQXQfFclrebYGJKEOsrk0EfRZ0BfisseOmCzgmP+0W2pw4f7CEYIJ4N0l3iWyKuqyEYVbJOsQGAlAWLA4AyFuChy5MXU/g4s1+4D5Y6jGIDgzgckpxKJfDpfEMCMZakghYL8/VJEbUPrcYkCkKa8RfzZbrEnS1ss7GqXmOZQ6bxnRUMJb1CrURTAcdB7ukEZ2bFAsEwQIEPBmKYJaLZMoRTSCab505dL+I9QRWm95HG/I9x9T7uBxECZG5a3VPWARWhBWTrVvoy6pp6eYdhq7h5BLJSoit5WpI2SdEWrqaLLmU7fNesUVBC3BmWfflsrtOM+k/yawemf54SP7vHq72ZHJF27EwsaBCiy8XimS5aRa7eUge3pgVSGuJ6LXnHp1pOQbcTPTAmVylU4O5Q3GVGNXSf1USk1UQbbfCtn6tEpSVFL+FKGLfoQd0kTyGLHNTGuo43+BI3Gn+Y2layEGd97fE7DDbAryuc4fcKCsnBjCTtF6bgbom7ULDhfoSDpCSkncFk2sJyQvXFQtaxm4uJ+mR9oNYqNT+7TOQQZev7JAbjpYgxB4KcZdMUbfKgQceWJNmKNRKeR/ZY+l8UC68Y4nbqTvssMNb237RSrD0Zt9PA39c+uMu+b8rfNNrFExjdraBVCEuE0OYlbQ0NTIBs4AWSV1iNS6Az6fVrCc3GtbL/fUdMdwE/c/3Db2sSyII90jOaSYBKiZ6/vvWZ3KDXJtJLHsUdw3tbCUEW7FkbO1IlC8MzsErdVjE4xIvWls6uhy7FtRdmv/IQulRkkX27Wvq976wiw5mdgh0tZcIWpVcxAouxVRpvJmnUr+WsgarIpbUZqP1OgL9oWCFIuMUFrBmbRB2NDtlc+j/99m8QQmIoXxH0DahNYeO2fIhVg+pj5Y+h/VC9g48o/SLLoIRZlRor5n/o2CQbEEDa6uXlaA9JM4rNEu4D2k83cUCAwF1rNiRyUjLaUJeI4uasn/EFJj53DjomeqrtzaBlFyO1iYwWUrSghCiz/USdyVMpVYngjeSyhx5lSFHOwdkpSYyrQ9JS/fJGHSc4oIjxUPRiwRLrD01uUm0XSZ6UJS5DgMfOxiPAcsmTnNZMiYAFsyyYvqmBL2K6Uyyfxen6SGX6iOcAXSxiot2qwZdMuO+SBOqE2Pgu8i2A9xOCc2MvA3crGfNY+T7z7Iq1kHSykxWsSIJYQy040jEPEPxcRuMVY+4/ERcKf2yL/e125o+sWUHlhJUBaVirHnaa81gA+LSdSAgZrajTVhCQWAkE1j2lReOzT7BsS4Nu+noY4/FDAq3LOWYTVmUvsLysAxix7GQPbIGgBAl0ZKOmG9m1wVSCbdrkW3A/dG5uHAxXskNl8DSMhDKSNraSxZS/bJj7w3c6PwSnQRLzDwtWQ/7Ai2zYh4QF8mdaHhbBBA1tsIEmRcCSQJ8hkxJRqewbvbTbfRZNQ8RCAiOZVVxDnYJyihmaqTgCEr74p7GQN+XnrHQy1ie0jE6susxuposT4jBIopZWS6fJzbSBDr2rE17asSaTpawDQr8PdsiPOG0nl1oetW79P/fk0im33fn5u+4ErESK9Z3EOcUEBpdcVIF6OwQa3Cl4joZm8RAYEsF99N39sBZwCBNR3F2GTxw5Bp7+AP3GKu+oavvfcyC3YAgXPbte5oEXCI3N3aDEl0hYkMJAUWgdNYQt9mxq84ncKPvs4Zu8WdfbFHesnqPDISZ1Royz2axQyEWUT6JnnIblBAALZZFNh0LisFt+476P801nnrWWGLWgTUgnXhN9LENBZfDJcayfxlxafW2STBllRYri1ziQ8+c2xy6l30OCRqPYAL5cxsE9h0Jjof40NIvcwwiWLqRE5IVk3e3dtoJArkscdkCFmx2AoGid92gIlvEJlPOCmINDVQslWclSi6jCySYXIDmgkqYZ7U8ErNcrOOUU4NNqNgrRHzYtlEKq+X9Oyz4q3FiyOeN2aRUO7XTLZcdpWHGGxj6GJV+yqwaCqWqWEBBmJx3DwVJhbhJIuHPUzdbM1BBKo2YMtA2cN1juzICyMXSSkSmHkmtbszqk4K0X7VBJaDDUOhYXdZaX8JggiXG/i5ZMWaxNXgQEPLZhFj1yJUiGU0osjuBe7QyTwVSxMkYJofsdSxYr3wrShleqQRGPB2zxD+AXIRUgz8mnswhVlaJUYpiodpcuMmbx5EteCguDP3MsduYq5lo5dmr7ZceskUIMhw+ftEkM2iKw9EhMO9RLPrjlUDcJy1J0jJ2B0f3xMVGOUilQvZYgg3kxoIM45ki19RTQsg1ykmyUAlCW3ZIBiJ3dLhGmdyoutkogs1kC/UEGWXrqZkCae5SYVQCsIA9DjZB9hOSRL4d5RQo4cj6pPiCZg9Wu8xYhJsOYnZZL50SY7fE0hDAwuqsmOeAMm5R1og8xONmV6wEwiTpOKOK2PnAPlmiidEHMaT3/1F6gLrYXpuu1icphuHrtY7YpI1LW8Thn9xjEIwwOM826+6PNfG8dOrG7j9joH5HJohNeFkv6xZKsN5wzCkeWpu4Ma57nufHotItFdQ1NbYV37nMjnWOSHWAsR/72ZNO+kgfdFQimdOfik9TpoJgHo5Zy43Mu+++WRcLIri0qQIv1V8LN2nD++j+jPWbY8DquZ8o+rM0pc5dIvLQLSm5ftbGRB2zBqANZBeVBZPAhGhrGHRfPXHX64z5lM+f5ygZ68+tBN+m60VxepkvpiHRz6mn1+aHTsmipmR7Bo8SHnvoKxLbaG8sDBaBN3q2xEm6UEtgvbpO7QioPMRxhdEEOBUqGLoxfEcT3mKSZl+asenaSiCBuNn5gi5MJlgiyZ+TFRPNsqvt9ZAZxB4yGCUfhPOwpwiNeSvvGFeTQyyjMhBlEFZ2ysEQlu4hQJR7Yn+INhB99cf1QTFfrKT8NmbHnBJkxL6f58/VNjNk2SzL1pHYyKb2NtZT72Guw7DSB38tkcza9TcOeX0cTmUxhNnEbWjmG6vpCMq7zscpwQIVXRgyKVoV1xg7/4wB66VkFS5aBaFrCb+yUFdGzaoqTXkO4qWxdcU2eB9JkAQkNlPJD61CrjiUtQP7G+N57mPu09bSDbwpkWz79McDS68xoL5sWC3BpAtJxAd69MkP3IJyU6kIHJuPyCDHZlTSdDvSuBdxEkvmmgKu0BKvcPUEy1LsJTjvavmRuMhkJRpTyN4GxDGRoiIhnsvP6w5y9ehpzzG2897Loo7z03ZgFVJrns/PI5d2afEF14JQ1GLZm7TetkHqd1yJmcy6mF2IiVh+p73X+2g+ZDXM/L4D3EkbLJeam8/SXCerpYiPOfw9wHraICR6r2RlzaNccrAcbcKq+M/9+A4INueJGpug9VzMFfuGEYHpZ4GB5FJ7G9dKUsBCCDbTxyxH4bd2bP5e4VjPkdhH0OnB6sKMlUiEU7PXFWcfWqcX5yP5s7aX6F/3fjJKDYncbDMes3hBQG3QZK6IzHrpmhWYe/2UrBGsjoq9wVhFlqcErq65j5jJRDvTNy/Z6FrbMBbIZYJyjyZPJAyBgeSyScY+Y/WuEhZ2IOls8xRbxxi5ZRvhE1xZKYMs4xKzuGJrTu03LBWdi6ULN9oGHQse1FiwfKzFFEEVEJ0rjACcdlTajhxMiDxYRwAZm2dhwk2xoCV4plxhiKWIrOYZx/oMJJeNRHbLNy+ZFws98Tbd2J/SFzPypuUykiEO9xKBPrACcbpGQFbHNaoKKI24WCqyRIfSXAezsckKMmkFZrm4Rb/TAUqPm7IHqQCZxQlZQuesjK8EsVcUvyUEpBDZHMu16INexbIsK8sYbUrqwtFNawJz4z0BPXLdyBgu8t4WfqRyusGfdpFMcE7dV7gt9atbjBB99/OAewwSSNEp91NreSwfiQVZgevrWsofsZcg3sDLOPtWYU2B4N29ibti337rFkwm0OFiP7OeGmuQa9xp9AOwImd295EsTl7jPmRY8xat24AIZjBraKWzz8w34h0DFkK/v6X4ILAvbWQCLBT9KV7Lki2iVNYEV8/VslZBLjGrhRyeqZrwgJXhK0YuWLFD4TOS2a9g27bXyOYsaGAZ8hUz80Jsw5UhsJKQPczG7ErYBILEJiahjnetSGc9CLnETRZzJcglK5ZV+14Ryyng09zEibxE1wr8GQSIe64Uuep7Wqk3hhnJrp/+qENwWXYJskjxmEUQ+aHmUyFz4y70Xck09bBLJqYmRQZKthpCKc2ra7dGQXQssVes7lmwOhpiSVbfxGye0602apWWZGLAMc+yxd0WHXM1saIEg1ngj2SKpa3pm4clQ/Pgxm6R1ITyD43LLOYeDPDUNhcxVn5mo0QklrWVINYT78guDfYizydnsZDKUjKF+ibitN4BoHPts8hssYQVJxjMJAw9InLkVsVf9sPy0MpYHQLpWEjLI6inB4lFSkvahsCOOlwjF2QNpoC5C7K12MSNCxN8LwLiKSS3BpLMMecxL8oKBy1K5+rDqhAMZl/o4YlodDLqX2uB3EoW9TMZX99W2jnMXIkDaPqzdnKepXTIrn+KdRVvaWnp2r6Aa46uBJ2yJJmxO/K0QWsRt2xhy5itGlpAG9l/EeWfMVg1ggVmtUvHTtj1o7XVh5BKt4n2674EALm8lqVBStZm6DnabRALUvxj+yWxVJ84q/yl3521QfCuXQKHwPso8VjkImxoO3ZvBLTc7D1v4XoKVp1gMOvC0EtmX+19q5bOWAZPLGX7IkGz2lpb5paTy2psNcu+OKkLgmjkZMGUlAT0fVsIsFRRWJaxcpPz1BbpWLorFP9NtDm6K3gNPfQPmqflZh6sCcFg9oXvNtt02P5I52t7nZmrK1ZcJr6i+wTRcnKRBDQRIsY84YX3oHeRF5DNes++XZ31b8nayAQ0t64NT7ogiA9Ny/ca0qDYAf75gNV2iU2sGcECM5dJsLE3djHosuJHbGPhLcKJjxSazW7/pi5IE5pHc2I5WCM7BiExyyW77QKZJbb1Jr7K8MZaHHXE6AMTEkxd85jBhiT3S8+2/Ui1VcSaEww8iDSgel70LpOetyi9FtFcAT3nFs2KU+bJrtQwbesZ+0moGfad64OMEgsWk4KuiXHoQQ0ILM5DLMv9iLdTWsAbwExf4G2rlSX2YV0QDGYP5K3pwdvpRIQuJezd+9xaPoPDtSkqE2wRbkyngt4sWWJ0pRJXu9pwAoLw2CNDaWiIqKqFRpXBkjm9bUjcto/GSDDbr0jXwSstnI7FuiFYYPaA7p+IJgEwynt2vV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</Swatch> 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</Swatch> 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K4QdF7CUXlAM7AnQ4WZRrBSqUT+E4MRLqwxCENtdgVBygV3FWDTFw826S3ZIHcqzyLDJcA7gXAMqrLNXlvth0ZbYGbA/JTYe6aIk6vMpZkjmWwDMOdbIKJiENj9WsTO+Lhhx8O3Q0sXerM1D6pKM1XXHFF5edA/wzbbWQULFsQKplFApgwJGJRPpkPINGVXJo1bAoSLwna8zsMrwMNh5cXideubyQlGDuYNcUmniwNPpe6uoEkb2SaNwZEfGMKVI1DDz3U6ob54Q9/aPu1cAcOtetHSYIdaHvEj9GcwE0Sdxlh6X7hC1+o46vhUGeCRf0ldq7qW/lx/EiF9htlyWMZrDsUQ6yTjFZKzDQchbefjatc2ko1O7DuayoU2RkuaV+LuASjSjs1YxVLhHxvDbWg1NpWTDOZyfJ2SMVxWOvxtbiCgDTLAeVfpiY7dzfGAqTCUuJzEN2lhOxjdAAcgkth7nWcYLtnfYIEOvK4NZOAQSZBXufnJHAtYOai9GrHZyxDW+92EhAFE3zQoEGZzs48UJ/4ne98p9Q5+ATpQehKankCzQBG0mq6UJGyjpM27uAlu9Z3v4wcwKVOBMtcHinIgAxIsrhXnMm1SRUhVTkvXTmrmUge+H6kowu58kD45Uc/+pHVZ/B8IwGTxSQ2OPDAA0MXRrxsD1Kpx78glbkdXBc+Q8o6zlKC8nWlpQdtXAr3MwwJJmsmDpncvK+4D0dx5JFHBhdeaFSDawT8NfiNbADJCQu5Is2Djzm/9957WxMMFQDHLAW5pkRIAxY0Te7Kplqzb6V2PSSuuWDBgtT3kYffs2fPDs/hvSep0vHG3RxOiQr0tkow0jatY49f+cpXrAi2//77h8ur3o3xyiImhx9qC46BHkeeOvohWa8Efk0nhxx0tn4B2vOV51z6ndKQBSlsmwAYB/ogUocMCQVkZcJ1sokmkGqkMcksoDqYgCISagjiNxvqUIl9L+ESnFoYJ1gmmCyWRzY70AAzF5INAkydd9Trkdry7W9/O/xfyaUJdHjpXZ2nac7MImgG5+677x4OBXoL6oBLK3UmpWwaNeGdrFy3qnDmmWdWkYHSgWC5yyNWI5mi6BiQgaWSE8LTbkqw5B5CjQbSinI6Tc1WQPwyEqgV4doJsgAhp4wIRq0djXshUpWpL3UDafVRbXleA9oIJpKpmzz2zHsnxPJtpX2MJR494RYSjO4eSxe9u1VBBOGkk04KdUZ0Ls3I0H78uAOq2HHtY4Sc2hiC9WjwibSD/Coqk1HAmXgfyxe5afi0MCjI48Ly0oQ9dfY2GlQOkbVQxn/WpOjRpVu3busn03b5sSj02kQNExlnHx54XALc+QzfyyYJeHfccUfY4QWTPysl2gU77bRTZY5GKojwW1FwAoGpaKJxr+lGp4ThaJ1uAq5Rlj+r2QC3ugi5Ou2bTbjisMMOCy1G/Er4hPC9aPxRJQCdB30m/mlTXfxSvi2bEj6dQuDCwWWDU5NrZusgxfcVT63JA2V5rUIwuMUSmZ57LCCDsU6fjGZ4Ijm54BQz5LXv9gnqCAoKG3IBqVy992l5977RvXv3cHVAMCRXLNQEUt0RIoS6ymwakcA6EKxTgqFmJDSqZB8QO0OK1kUwkutofOeKmjd5twYEIw7MfuI1YsVUCdYMviGkWZkYYxLJDa7iwInM0mObUhwHuVbJz2OwGHQMrAVkrZBXHw8f6b4CQKvd40UtHhBKMC87KPkGjdPoleoLhH7SYnfoZjiPkx59G+D6YJm5//7725cfDCN0s1122cVrMiXnSayUnhk2je34jVjUeb+zAif6ChAsvdm7A/r06VPKp6TFHTT7wCLLawVuChRiAvLxXKjkpg2AeJyr9IJga63VyVaqBLS0gmC0XbJFA1wyq6dmoKm1iDWJK0LzkSBA3iSUJRg6AvWUmmxX0GXPCEgSClyXFBAX9ti4pHKkEow7EpLRVlxbiwPWcXw8Kmm0bxbSgNdK7rgaZrwecMABpY7xMaoF1j3JAKZZI6kEQ8lHB2oF7LbbbqFugS+J9OdWA9eZwpNWkUoU8tJ9kg5G7ORblNZUW5J2VWBiSJZDmW5WguWlgpOOTmYw7SxbAfgmIReFNiaumZYlGKnSTBplb3Pnzg2zMm3B5BLiQYpwsTDPCSdhZNBUzof1R/o0LQhId8oqeo2X89UB0rpRZ9L2uiwCBb1EWZRcrB55vsqWJdjWW28dxkO1IYfLhuikaHMnQip0SPxYxBUpZ4NsPraCwbtPnDGt6JWNGjCi0s6dqi2a2MWBG4H3q1tE91HiO6699towrGcCvo+9oVx3NcFpC7he1FHQACYLLUsw/Dm0cSro+FJ4DPD9738/nCCfQDoWFRSTQk7H7DTjSJ3MhG7ioR0kNs5QbQWKxc3/8XZORWDJLuP3U38Z11+3/Mn8LhkkSHnzhZmAENCVV15Z6hiIefU4522vbIIsEnDxXHPV2UqGBi55m29R6MLynNZlBymFrlMmfJWGMv3MFHQbQtHfcssti976MgRjlmolmA8PPU5Y1V2SLSZ9gZQh2gi46GKQE/LkEUy3fs6C7x1CAOGrMnFToiFbbbVVuIMxKNiz4C0IhmzNTJlGSdUiTl8hDx+95ZFgWTvO+gKJgBDFtfq8yNVDehIKs89e+5QSIvmygFJ+yy235B7jlFNOCSZNmpQakyYfLS5xC3ICn4dgmU0mKDcnhQVpwVqP2GbdJ0yB5WaTykNAWQnqK2Sh4t62T4YpyjQL4dzouUHlFS4UrNIkNtlkkzBrJGvHM4wQ3es8jmR7Uo20cL4EtPENpgELkAJbE/0rK+EBvdKi3eibKsEyTwhyXXPNNaGZjVWlNYy2IJtBy8F8EYxESJbHsksuSnIauMGQ4C4SjMJYlj+kLB170qQGRLn00ktDt0gSLD18FimYlIRMfnxpVUnO8eKRlyToEUb5IITn/LLA9YCEHiTr86RMv1i08wUKedk22fFaQ9uS/CygbGrIooxLgX72bLKu4A7luMRWs/blLgIx0KKdZ+MFv0ngMXft/ZoFbhSC8giOPOPFtatjEnCLlGl/ie81Yvr06R26H7tkoxJMx/vP0oIU1IxUJAYTwF5BaUtbKyPP6PANuMUSubjojUgKLjQis2y7JV/AyVi2Tyt6ZZ6TsC4gUZCUTH4j9kSqEIshGO5f7OFOtr468LAqGJpHhQ6ALoYE4T2Y8q5djMHpp58e9qwg/MMFTvZl1+9i0JNsSatjRJFnuVRVRX8veWzkf7Uo4NQTXWRC3xELjy1AOrWTwQStI06GNcWyRLuhuNkbT9/FMEDPylLIWxm6r/aECRPabySkmWslFLuD4ORtMJ6FWxoqYgNo+35FHsEFxsNfB9hUgGRKfFBYVppMqedRd7ELFjat2X0p9XjYm4Bg4abicYI1tMO07cbpOPtcnb/4nggM04oS3Qcp2ciOOuTup23yrsBVZNMWiuPZgmtC5AJDR/d3YjVBRaKA2EH37kCwB6zPqMFAArFkulR/k6YCQZk0n0YLjlHSs1nGsWqxdMvopoDzxHd1/fXXG3/GxX9FdsWIESNCQml1EdcXJzDZJrfffrvtIUNOxQnGWRW6eHHq0V4SZysXEUngY+9q7rp4nIy7KBmGQFppfA69jf9dCFZRP6zwurDc4ezUVBoTxBv+JsH1ZltlG4JlRQbygKuG811vvfV8zCdc+n+C0UtTFH1EWm6nQ8AdOn78+LajRFu70FOUvCA223QBZGKpymsQrO8jLMT3YsmOHDnS6fuqBB57W59cXuiF1BqbDRTw8OcF0IvgaaP7R+AUf8TzwWgQX0gwiKDdAX0VaOKiIBwVBxZUvI4RqWOrp7USslqM43m3SbGBjGwg5hvkrEE+Qyu+fbOB+K+6I0jZUDINSA+P1b/hsVqloYctyEo1cQizvGLBogLoyoCKYKuwV2U9EjYD9LcwQPub4gQjQZsAVX6KYgF69+7tvFS2OrBEiWvSj0yBBCoiGJ+hO48Cq027Z5ONUWN/+0wQbTCUpHCoPdm/nWDsLSN6GKLN2V1BZgPpIs1MMFKRq5owWqnHi4WxwkxSmUkmKJvhWxZFyY1klkAyA9yp+xSB5MJPgpczwfBI5+VokwyHeyHeH5+lgNKzooYrvXr1Co466qgO7QS4w+M6gbZE5xFrNC1f38XCMgXfTZ6cKchpp9FfsicE+qb65TSawe/hxiizwUMeTJzLeQ1kYuiQJJgkGGsn2XtOe0YiHfIaqZElSaEDyiKEUqLhYznuuONyj01Qmj2kdQ+eOFF0Lx+sNxriYSBkuSKwsEwSFEmQ5GZIVvxwvhozRDrxW1zz28jLYl8iCBSPv6oOxnfhhmGwOlTZRA/wm6kTSGuCQraJQQYxF7aDktaBYOxUKl+CR81JikGwopPAbwbJbO9EdR6SsksXGxfoHtsmG4XSYCQv9VjPCUV86NChoa7kCmo68xIA6wA+RUicl1dnsKvL7fHdbkGabUxALJdgZD3Q/SYpCbQFZh6QNFnkyuunpRLL1npFoqqEwcUS36QzD/o+Jv6cc85pfx4popPAkugjO9e1Hxvds+Ppzxre4Xj442zcOuedd14YruKmySoKMWiX2imYmkYw6u9ZX1LtY06eScOTnwyzYGXYbPGXBEtGUcM224oYGsuVaSnA9/Fbte15HEnFmLBOnc37OC9S2ZPOUZdqJObypptuKnM6cKbThe5EMBFx78syOUP+PCHtKOSQJyVXPIerzFJBOZRvoEe5EEylLH0jGEkwqSrJmGj+ZklFz6wLRFC+/vWvd3gOciGJeK1mzIA7ySezKrtx3BwbpMQmscxIJXYFyiJxr6QiiSfbR1FoEnEPOcaAaSAYgwFdMcs0V8NCEbf8qgRZD9w0SC6KSRhNAC5qqrMvlWDCxGdFis2WP/fzeRbc9QSpEccqxnXvbnQJ01beNsB/o4AUNj6wuhoQ25T948iuuh7UAbfCmbQX8npTTAk8E4yMTTYdiGdK4H/B14PCbGJZppXZ5wHfXBzxEjckVCMlgOqTNpVLRAZc8r0qxtSsFzIJJoy8W6QYCtVOvs6CfvBle8Ln9XtILltYujh344hv1+Lq7vAFNQhmzpzZXmuqzuI44oF/3CyzZs2q90TzMR+uZL1Y1F0Hx4cVwfDp4BeCBGRI+gKpPCjQaW4GDIyszFaa+8YRnzwfqSlEFogyIIVZ7m0ybNFnyR0rqrTWnXgBvigImQYa8fH9nAuqACG7GnbJy3WOFREMPYw8sdz9JOOgFxapHUzsqFGjvJntTF6Rt78RYLdd9iUi/ZodgefNm2f8WW5CXxsj4IGfOHFi6PvCgsSq5RFCVrhJBNyYnfeGXILJ3fChLJNYk0bbgGm7I8Q5XnPuzGbY1KFKkH+FBKWSp4puOKbQDkMkg1JGWBOO+bBAZBc2oJPPzzfRxQjcEsapso4PfYp+WYh9lgGWikZvlMoSia6n5KL8rmwefhkkIwuEvJCUea0ClJyWNwi6V+HG5qYdDtl/ZFGQk7NP+RctleKgptLnbmy0OKcki65/KPQ+M1wp2KAYxEUKxfVCOi+fcEKqj9oJ3Lim2wKmgYJejAT2YkoDKUaknuPDY5k1DH3h9xpb+K7AkGDC1MdEik2XP0dlvQd/k2Y9VompU6eWDWmkwjRGWQQmtIhgeV2nk+9j8m0c22Rn4CeDKFimdCLM2tAClw06Gu8nIoC7xJBg0+GEyRtterROkEELmsyEL5NgdxWgmW7Z0AiGCVK4bK8x0nuYuLxyONO0GxrgmVbWswTSP4RVBEsecmkIL6vhHOrMwIEDQ2szGXLK+6qgjQtGMCaYnOyrIsWOkT+vTnudCULExuE7dIJbgaZu7F6rWQ3oQDhT2duyDHDgQo6yBCOnilCYj3pL7eZsAlQG293p6HaIEYakjJcEFgDF3rh/g22XaVoxHyJjQPIFJggrkpQbWoyDMrpDGrCOkn3KtDi0LNDnXFsbMUFIGm4oEhpRF9hypyzKdFg0Acs5HQ8xTIgNG7gz6JRn1Y7bimCR2wJRwfrbIesVZ2C8tpE7wncrIi6ATUqyDVV5mFUAAAeKSURBVAhWu7hUuOsJiMdrIV2b1iXBcYrahJeBZbAc0X5UkVsiCes++XL854RkY+TPDlUK5IGRW6/ZC1oVkwYkHCEPzacn2EvJVgNSTNrB0hYHv4NtU/gNSMisnvfTpk1rD+MgsYmnsrOHD9C736aiu2KMYe5tP+S6EcMMGQNlDNYnuJNNCz4x5SmHJ1QCsVBEiQA0Aij2FP6if8WXX1wi8XNCaYZkJESS4ao3A7+hKscmembVefiGwGyf4fJBJ4JFSyV1+2QI9rD9PLoFE4ZS2uiOfpDm7LPP7vS8ZiwMGzYsDIojnRrpQG0gFssYabs0Kpy3kpHve11INkT+pCTbOpELieeDXEOGDAkJEg8Yo7BrVRHKNh0UXXaIBXR7bpa2oaYgcZOIBw39SgKn2P7MtesBSu1VJF/8oJBsnPw5rcxx4kjLds0Defz4cfBIx0GeGSTWHdl8A+Uby7nKOktXcOPS8skDwcbJsbIblxmg9GZYcgKXCMlwwIwpeywU6x/84AehN9oGlMKVbbNuC5Z3YpC2BCM2yA1UVQsphYc9xC9kbssexNdua+TRbCRj16I35gF/DBPQCsDX5eKnYuMuLNOqCZbVrccQVMl4yY3yQrCorwX6GI64rV2PgyVn470G+MbYLZaYm0IrowEhFJZKqqNJwsOPZrEVSi7KbIlXFah5KOngpnHJQfH+EmXgbb9IOaE3hGT7y58LZazncgziaMmMjCKQ559mBSqK9mx0BeeZRVQcryz1tKSsGwMGDCizk8ozMvZhLn2dj9cNSeXEXhSS7SJ/Uo6TG/kmdok0weLTPHTaN9puzUd80mevMoXmyGsvWIVuPEX8M6thCL8BvRAJR6y0aKsen+jXr58rwSBXf5lDr+mv3ne8jTz9bMJDK6jUQsfZs2eHmRfxTAEmCy84wew04GknZwsisgTinK2y46FasnmhKUr304DlCsEwArgB4gQjwoGEM03ZsQE6LPUBZJdYQsn1QuE7LVHJlspR/tjO8icxk04bUk+ZMiUcNmBnNeoU0adwSxCOIQe+KtDxh5BWMoSkbb5BVpYoxM/KzcfatSUXv51wWlHRMK9DbPLRLCqPUNj2qoJcoLI9uyOSbRG0OWKddLI4COkA9JqijoFYd8m2S1qZY1pJBAEWLVrkdrI5QB+0bTNOKGvs2OIEUoL1OJ4tUJnkUlS6KTwnLiTrH7RVnvT2ccx4uAZJgFsjGQMdPXp06AaI5zehRxH+gTQmSj/5ZX379u3wHPn/VA8BvjMrU7QKkDpdZsvCFGAt4qX3etAkKiUYiEi2o/xJ251SfrIkqOgh+TBJMJYonivTEBdH5SGHHFL2FL1g3LhxvvU1/FwH+bQWs1A5wUDkwhgUtJWYl0s9jYEM2rSGKWQ3JHUnWyD9sAZdS9GogGI5Z/+lsm4Sz+S6SMZYX36uItRCMBA5Y8nAILZFNbBRw888sGykwUd9IlU4+LqQhi7xRtJ4kIBYxU2yQxyB63E+wj82qI1gIEr5uCTaVeRmGdYBM/LIqILBHzV48GCn/cNNgIWYV0uYBwLwlOshRfH3mRAMy48kTGpLK3C/oGehbz1Y+E7PqJVgiigLg3YEl8rY1+QzKNhYX/S9gGRaUJLsPdEMINcdtwIEI/ZokqlLt2mWU6xlzwS7NWjL58reEKlCNIRggB8chZZGy6AJam5OGROGvoVnHHO8Tu+4LfDyI7lAUS8vfG0U/CLcfcVII5CvTirV5a7Jgj7QMIKB6IdPjTaAwADoVK0Uh0lGKdEB8uRxU2DWQ0QqwV19Wi67x2J8KLGKmuqxJEIwz6CXyHCXHHrfaCjBFHIhnoximEfJOEOGXUpFDKTCsCSx9xEe/7K+I8IvtkB6mbYDpWMh4SgsRWKxLns9xoDSyFZ40xspteJoCoKB6IJcLERD+T83aKu/tAbpzb5aIrkAvYtyM80KKVrKaf9EywU+x5aIJQL3l8k40aYotg40DcEUcoGofj1ULjgGwFkydmjwKVlBK7sp3wdFxaz0gijZxpPOR8eWTW2uCk1HMIVcMFJ++smE7R209UIwboJXFmwaj2sBN4VtUxQEMa4TTVn2rLjHAaFOlu9z3wSgBjQtwRRyAWdFHa+JBJwiY4uqv5M+r0gipJCtcQDBiHnSgI/s3ApSo7E4JsqY3Sx6Vh6anmAgupBKNIwBzG/SgeyyEw2hTe2orHaBbvblsbsjoQk2mZosY0ErEEvREgRTRBeWRKt5USUTVudBMlbJ/WDrgoJMuhlNk5/+dKNPxgUtRbA4cG3Iwxgh2vHySMXH0KAtW8NPJ7nGgRAFNxHic2ZdQemq0LIEU0S729NE4johG/4zmuTtEbQ5be12bWgc8LpT2MlmnnPKVFI3G1qeYHFEE0OV+TQhGy50Ghejq/WTsamMZXI+XidIqyWJDVJR6rcwulGWOCxRBItDJoz0lDnRwCpET9tWxjZBW3Yt9ZvkVZdLHCsGCjrOT+JB9FV7QMZ9cn6t1fDCEUsswZKIJnR2ENs4ICLd+jIow8Fx1SN65Lrgil9BRtHOU+QL4X5nRysyA4lNLY4GeuJTdWSONiv+D5LsW9W72SRZAAAAAElFTkSuQmCC</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> </swatchLibrary> </Fixture>