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Terbly SL400S-YL (Terbly_SL400S-YL.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="SL400S-YL" ShortName="SL400S-YL" Company="Terbly" Version="4"> <Copyright Notice="© Avolites Ltd. 2020" /> <Thumbnail>8e65de18-0679-49b2-a437-328148e78ceb</Thumbnail> <History Date="23-09-20" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="26-09-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" /> <History Date="19-10-20" Author="Nic Morris" Comment="Added gobo slot 9 to gobo wheel 2 in line with latest charts in response to manufacturer request." Version="2" /> <History Date="27-10-20" Author="Nic Morris" Comment="Created from Terbly SL400S" Version="3" /> <History Date="28-10-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="4" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="18259" ModelID="1712" /> </RDM> <AtlaBase TypeID="164d5c8d-f1fb-4f6a-bc26-9407515d6335" /> <Control> <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="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="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="32~32" /> <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="Default" Display="'Default'" Dmx="101~255" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </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="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="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C" Size="2"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Colour1Func'==1" /> <Condition Name="Index" ID="9" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="10,11,12,13" If="'Colour1Func'==3" /> <Else ID="14" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="2313~6425" Colour="130,4,4" /> <Function ID="3" Name="Blue" Display="'Blue'" Dmx="6682~10794" Colour="0,72,252" /> <Function ID="4" Name="Dark Green" Display="'Dark Green'" Dmx="11051~15163" Colour="0,165,24" /> <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="15420~19532" Colour="255,185,0" /> <Function ID="6" Name="Magenta" Display="'Magenta'" Dmx="19789~23901" Colour="255,0,255" /> <Function ID="7" Name="Orange" Display="'Orange'" Dmx="24158~28270" Colour="215,27,0" /> <Function ID="8" Name="Pink" Display="'Pink'" Dmx="28527~32639" Colour="234,0,227" /> <Function ID="9" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" Colour="0,0,0" /> <Function ID="10" Name="No Scroll" Display="'No Scroll'" Dmx="48830~49601" Colour="0,0,0" /> <Function ID="11" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="32896~48573" Colour="0,0,0" /> <Function ID="12" Name="No Scroll" Display="'No Scroll'" Dmx="48830~49601" Colour="0,0,0" /> <Function ID="13" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="49858~65535" Colour="0,0,0" /> <Function ID="14" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" Colour="0,0,0" /> </Attribute> <Attribute ID="Cyan" Name="Cyan" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,255" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,0" /> </Attribute> <Attribute ID="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="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="Macro 1 2700K" Display="'Macro 1 2700K'" Dmx="32~39" Colour="0,0,0" /> <Function ID="3" Name="Macro 2 3000K" Display="'Macro 2 3000K'" Dmx="40~47" Colour="0,0,0" /> <Function ID="4" Name="Macro 3 3500K" Display="'Macro 3 3500K'" Dmx="48~55" Colour="0,0,0" /> <Function ID="5" Name="Macro 4 4000K" Display="'Macro 4 4000K'" Dmx="56~63" Colour="0,0,0" /> <Function ID="6" Name="Macro 5 4500K" Display="'Macro 5 4500K'" Dmx="64~71" Colour="0,0,0" /> <Function ID="7" Name="Macro 6 5000K" Display="'Macro 6 5000K'" Dmx="72~79" Colour="0,0,0" /> <Function ID="8" Name="Macro 7 5500K" Display="'Macro 7 5500K'" Dmx="80~87" Colour="0,0,0" /> <Function ID="9" Name="Macro 8 6000K" Display="'Macro 8 6000K'" Dmx="88~95" Colour="0,0,0" /> <Function ID="10" Name="Macro 9 6500K" Display="'Macro 9 6500K'" Dmx="96~103" Colour="0,0,0" /> <Function ID="11" Name="Macro 10 7000K" Display="'Macro 10 7000K'" Dmx="104~111" Colour="0,0,0" /> <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="112~119" Colour="0,0,0" /> <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="120~127" Colour="0,0,0" /> <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="128~135" Colour="0,0,0" /> <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="136~143" Colour="0,0,0" /> <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="144~151" Colour="0,0,0" /> <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="152~159" Colour="0,0,0" /> <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="160~167" Colour="0,0,0" /> <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="168~175" Colour="0,0,0" /> <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="176~183" Colour="0,0,0" /> <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="184~191" Colour="0,0,0" /> <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="192~199" Colour="0,0,0" /> <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="200~207" Colour="0,0,0" /> <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="208~215" Colour="0,0,0" /> <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="216~223" Colour="0,0,0" /> <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="224~231" Colour="0,0,0" /> <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="232~239" Colour="0,0,0" /> <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="240~247" Colour="0,0,0" /> <Function ID="29" Name="Random CMY" Display="'Random CMY'" Dmx="248~255" Colour="0,0,0" /> </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="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="1,2,3,4,5,6,7,8" If="'Gobo1Func'==1||'Gobo1Func'==2" /> <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo1Func'==3||'Gobo1Func'==4" /> <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo1Func'==5||'Gobo1Func'==6" /> <Else ID="21" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>f3e2420d-ff9d-4e1c-b1ba-0db443793a2e</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~19" WheelPosition="1"> <Swatch>178bfedd-7329-4860-8f93-a2c90b6082c6</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~29" WheelPosition="2"> <Swatch>27bfcef0-59d0-4540-b4f4-6f6433b2383c</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="30~39" WheelPosition="3"> <Swatch>13bbf201-415a-4cb0-beb6-e44254885c65</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="40~49" WheelPosition="4"> <Swatch>356955ea-b82d-4d09-9382-00a99d9b49fa</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~59" WheelPosition="5"> <Swatch>2f3eb40a-d445-450f-bb27-0270c337c646</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="60~69" WheelPosition="6"> <Swatch>2006f1fe-d60d-45c3-84ea-37d968c8d969</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="70~77" WheelPosition="7"> <Swatch>d40f83d2-186a-403a-abe6-4e50aa1a2dbe</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>f3e2420d-ff9d-4e1c-b1ba-0db443793a2e</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="78~93" WheelPosition="1"> <Swatch>178bfedd-7329-4860-8f93-a2c90b6082c6</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="94~109" WheelPosition="2"> <Swatch>27bfcef0-59d0-4540-b4f4-6f6433b2383c</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="110~125" WheelPosition="3"> <Swatch>13bbf201-415a-4cb0-beb6-e44254885c65</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="126~141" WheelPosition="4"> <Swatch>356955ea-b82d-4d09-9382-00a99d9b49fa</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="142~157" WheelPosition="5"> <Swatch>2f3eb40a-d445-450f-bb27-0270c337c646</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="158~173" WheelPosition="6"> <Swatch>2006f1fe-d60d-45c3-84ea-37d968c8d969</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="174~189" WheelPosition="7"> <Swatch>d40f83d2-186a-403a-abe6-4e50aa1a2dbe</Swatch> </Function> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="190~221" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="224~255" /> <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="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="1,2,3,4,5,6,7,8,9,10" If="'Gobo2Func'==1" /> <Condition Name="Shake" ID="11,12,13,14,15,16,17,18,19,20" If="'Gobo2Func'==2" /> <Condition Name="Scroll" ID="21,22,23,24" If="'Gobo2Func'==3" /> <Else ID="25" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>f3e2420d-ff9d-4e1c-b1ba-0db443793a2e</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="2570~3341" WheelPosition="1"> <Swatch>f3ab07bf-7ce9-4f3b-87c2-0f10953b8dfc</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="3598~4369" WheelPosition="2"> <Swatch>eaf0100a-4a27-4d4a-8540-3b7a08037085</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="4626~5397" WheelPosition="3"> <Swatch>220960b7-1ca9-40b1-b9b6-db7ee78ad0f1</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="5654~6425" WheelPosition="4"> <Swatch>df539d59-8a1c-42c5-a3c4-d5f468dae308</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="6682~7453" WheelPosition="5"> <Swatch>1c484319-6ba6-4ea4-b8cd-3404b77855fa</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="7710~8481" WheelPosition="6"> <Swatch>373c29d2-f8c5-46f5-9053-7f0a8843f0dc</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="8738~9509" WheelPosition="7"> <Swatch>a2b54f0b-8a8d-4f46-840f-14936bf738bf</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="9766~10537" WheelPosition="8"> <Swatch>470bac30-4f89-4333-903c-f33686f9f06e</Swatch> </Function> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="10794~11565" WheelPosition="9"> <Swatch>fba1b55a-3911-4f5e-a589-7efde03f6b93</Swatch> </Function> <Function ID="11" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>f3e2420d-ff9d-4e1c-b1ba-0db443793a2e</Swatch> </Function> <Function ID="12" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.1f%%',0.0~100.0" Dmx="11822~15677" WheelPosition="1"> <Swatch>f3ab07bf-7ce9-4f3b-87c2-0f10953b8dfc</Swatch> </Function> <Function ID="13" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.1f%%',0.0~100.0" Dmx="15934~19789" WheelPosition="2"> <Swatch>eaf0100a-4a27-4d4a-8540-3b7a08037085</Swatch> </Function> <Function ID="14" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.1f%%',0.0~100.0" Dmx="20046~23901" WheelPosition="3"> <Swatch>220960b7-1ca9-40b1-b9b6-db7ee78ad0f1</Swatch> </Function> <Function ID="15" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.1f%%',0.0~100.0" Dmx="24158~28013" WheelPosition="4"> <Swatch>df539d59-8a1c-42c5-a3c4-d5f468dae308</Swatch> </Function> <Function ID="16" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.1f%%',0.0~100.0" Dmx="28270~32125" WheelPosition="5"> <Swatch>1c484319-6ba6-4ea4-b8cd-3404b77855fa</Swatch> </Function> <Function ID="17" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.1f%%',0.0~100.0" Dmx="32382~36237" WheelPosition="6"> <Swatch>373c29d2-f8c5-46f5-9053-7f0a8843f0dc</Swatch> </Function> <Function ID="18" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.1f%%',0.0~100.0" Dmx="36494~40349" WheelPosition="7"> <Swatch>a2b54f0b-8a8d-4f46-840f-14936bf738bf</Swatch> </Function> <Function ID="19" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.1f%%',0.0~100.0" Dmx="40606~44461" WheelPosition="8"> <Swatch>470bac30-4f89-4333-903c-f33686f9f06e</Swatch> </Function> <Function ID="20" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="44718~48573" WheelPosition="9"> <Swatch>fba1b55a-3911-4f5e-a589-7efde03f6b93</Swatch> </Function> <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="57054~57311" /> <Function ID="22" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="48830~56797" /> <Function ID="23" Name="No Scroll" Display="'No Scroll'" Dmx="57054~57311" /> <Function ID="24" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="57568~65535" /> <Function ID="25" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Animation" Name="Animation" Description="" Group="E"> <Locate Locate="1:1" PowerOn="1:1" /> <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="8~127" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~135" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="136~255" /> </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="Close Pulse" Display="'Close Pulse %.2f%%',100.00~0.00" Dmx="49344~57311" /> <Function ID="3" Name="Open Pulse" Display="'Open Pulse %.2f%%',0.00~100.00" Dmx="57568~65535" /> </Attribute> <Attribute ID="Prism" Name="Prism" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Prism" Display="'Prism'" Dmx="64~127" /> <Function ID="3" Name="Macro 1" Display="'Macro 1'" Dmx="128~135" /> <Function ID="4" Name="Macro 2" Display="'Macro 2'" Dmx="136~143" /> <Function ID="5" Name="Macro 3" Display="'Macro 3'" Dmx="144~151" /> <Function ID="6" Name="Macro 4" Display="'Macro 4'" Dmx="152~159" /> <Function ID="7" Name="Macro 5" Display="'Macro 5'" Dmx="160~167" /> <Function ID="8" Name="Macro 6" Display="'Macro 6'" Dmx="168~175" /> <Function ID="9" Name="Macro 7" Display="'Macro 7'" Dmx="176~183" /> <Function ID="10" Name="Macro 8" Display="'Macro 8'" Dmx="184~191" /> <Function ID="11" Name="Macro 9" Display="'Macro 9'" Dmx="192~199" /> <Function ID="12" Name="Macro 10" Display="'Macro 10'" Dmx="200~207" /> <Function ID="13" Name="Macro 11" Display="'Macro 11'" Dmx="208~215" /> <Function ID="14" Name="Macro 12" Display="'Macro 12'" Dmx="216~223" /> <Function ID="15" Name="Macro 13" Display="'Macro 13'" Dmx="224~231" /> <Function ID="16" Name="Macro 14" Display="'Macro 14'" Dmx="232~239" /> <Function ID="17" Name="Macro 15" Display="'Macro 15'" Dmx="240~247" /> <Function ID="18" Name="Macro 16" Display="'Macro 16'" Dmx="248~255" /> </Attribute> <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="0~32639" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Col/ Gobo Fixed" Display="'Col/ Gobo 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="Display Off" Display="'Display Off'" Dmx="40~42" /> <Function ID="5" Name="Display On" Display="'Display On'" Dmx="43~45" /> <Function ID="6" Name="Fan Auto" Display="'Fan Auto'" Dmx="46~47" /> <Function ID="7" Name="Fan High" Display="'Fan High'" Dmx="48~49" /> <Function ID="8" Name="Fan Silent" Display="'Fan Silent'" Dmx="50~51" /> <Function ID="9" Name="Fan Studio" Display="'Fan Studio'" Dmx="52~53" /> <Function ID="10" Name="Fan Mute" Display="'Fan Mute'" Dmx="54~55" /> <Function ID="11" Name="Gamma 2.0" Display="'Gamma 2.0'" Dmx="56~57" /> <Function ID="12" Name="Gamma 2.2" Display="'Gamma 2.2'" Dmx="58~59" /> <Function ID="13" Name="Gamma 2.4" Display="'Gamma 2.4'" Dmx="60~61" /> <Function ID="14" Name="Gamma 2.6" Display="'Gamma 2.6'" Dmx="62~63" /> <Function ID="15" Name="Gamma 2.8" Display="'Gamma 2.8'" Dmx="64~65" /> <Function ID="16" Name="Reset All" Display="'Reset All'" Dmx="80~84" /> <Function ID="17" Name="Reset P/T" Display="'Reset P/T'" Dmx="85~87" /> <Function ID="18" Name="Reset Colour" Display="'Reset Colour'" Dmx="88~90" /> <Function ID="19" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="91~93" /> <Function ID="20" Name="Reset Zoom" Display="'Reset Zoom'" Dmx="94~96" /> <Function ID="21" Name="Reset Other" Display="'Reset Other'" Dmx="97~99" /> <Function ID="22" Name="Program 1" Display="'Program 1'" Dmx="100~119" /> <Function ID="23" Name="Program 2" Display="'Program 2'" Dmx="120~139" /> <Function ID="24" Name="Program 3" Display="'Program 3'" Dmx="140~159" /> <Function ID="25" Name="Program 4" Display="'Program 4'" Dmx="160~179" /> <Function ID="26" Name="Program 5" Display="'Program 5'" Dmx="180~199" /> <Function ID="27" Name="Program 6" Display="'Program 6'" Dmx="200~219" /> <Function ID="28" Name="Program 7" Display="'Program 7'" Dmx="220~239" /> </Attribute> </Control> <Mode Name="Standard, 28 DMX" Channels="28"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="250" PanMaxSpeed="124" TiltMaxSpeed="87" /> </Physical> <RDM> <Version SoftwareID="-1" PersonalityID="-1" /> </RDM> <AtlaBase ModeID="98d36e23-0756-481f-852f-a3ad4efffb11" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> <Attribute ID="Dim_Mode" ChannelOffset="8" Wheel="26" /> <Attribute ID="Zoom" ChannelOffset="9" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="10" Wheel="20" /> <Attribute ID="AutoFocus" ChannelOffset="11" Wheel="50" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="12" Wheel="51" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="13" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="14" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="15" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="16" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="17" Wheel="9" /> <Attribute ID="Colour_Macro" ChannelOffset="18" Wheel="37" /> <Attribute ID="Colour_Speed" ChannelOffset="19" Wheel="27" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="20" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="21" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="22" Wheel="17" /> <Attribute ID="Animation" ChannelOffset="23" Wheel="53" /> <Attribute ID="Iris" ChannelOffset="24" Wheel="21" /> <Attribute ID="Prism" ChannelOffset="25" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="26" Wheel="24" /> <Attribute ID="Frost" ChannelOffset="27" Wheel="49" /> <Attribute ID="Control" ChannelOffset="28" Wheel="28" /> </Include> </Mode> <Mode Name="Basic, 26 DMX" Channels="26"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="250" PanMaxSpeed="124" TiltMaxSpeed="87" /> </Physical> <RDM> <Version SoftwareID="-1" PersonalityID="-1" /> </RDM> <AtlaBase ModeID="09000bb0-c2e5-448e-8184-b80fefae9f47" /> <Include> <Attribute ID="Pan" ChannelOffset="1" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" /> <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" /> <Attribute ID="Dim_Mode" ChannelOffset="6" Wheel="26" /> <Attribute ID="Zoom" ChannelOffset="7" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="8" Wheel="20" /> <Attribute ID="AutoFocus" ChannelOffset="9" Wheel="50" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="10" Wheel="51" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="11" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="12" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="13" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="14" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="15" Wheel="9" /> <Attribute ID="Colour_Macro" ChannelOffset="16" Wheel="37" /> <Attribute ID="Colour_Speed" ChannelOffset="17" Wheel="27" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="18" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="19" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="20" Wheel="17" /> <Attribute ID="Animation" ChannelOffset="21" Wheel="53" /> <Attribute ID="Iris" ChannelOffset="22" Wheel="21" /> <Attribute ID="Prism" ChannelOffset="23" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="24" Wheel="24" /> <Attribute ID="Frost" ChannelOffset="25" Wheel="49" /> <Attribute ID="Control" ChannelOffset="26" Wheel="28" /> </Include> </Mode> <Mode Name="Extended, 40 DMX" Channels="40"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="250" PanMaxSpeed="124" TiltMaxSpeed="87" /> </Physical> <RDM> <Version SoftwareID="-1" PersonalityID="-1" /> </RDM> <AtlaBase ModeID="4f46de5c-97df-4196-b596-8c4a94439238" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" /> <Attribute ID="Dim_Mode" ChannelOffset="9" Wheel="26" /> <Attribute ID="Zoom" ChannelOffset="10,11" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="12,13" Wheel="20" /> <Attribute ID="AutoFocus" ChannelOffset="14" Wheel="50" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="15" Wheel="51" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="16,17" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="18,19" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="20,21" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="22,23" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="24,25" Wheel="9" /> <Attribute ID="Colour_Macro" ChannelOffset="26" Wheel="37" /> <Attribute ID="Colour_Speed" ChannelOffset="27" Wheel="27" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="28" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="29,30" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="31,32" Wheel="17" /> <Attribute ID="Animation" ChannelOffset="33" Wheel="53" /> <Attribute ID="Iris" ChannelOffset="34,35" Wheel="21" /> <Attribute ID="Prism" ChannelOffset="36" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="37,38" Wheel="24" /> <Attribute ID="Frost" ChannelOffset="39" Wheel="49" /> <Attribute ID="Control" ChannelOffset="40" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:16" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:17" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:18" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:19" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Zoom"> <Set Channel="Control:20" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Other"> <Set Channel="Control:21" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:4" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:5" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control:6" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan High"> <Set Channel="Control:7" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Silent"> <Set Channel="Control:8" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Studio"> <Set Channel="Control:9" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Mute"> <Set Channel="Control:10" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma 2.0"> <Set Channel="Control:11" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma 2.2"> <Set Channel="Control:12" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma 2.4"> <Set Channel="Control:13" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma 2.6"> <Set Channel="Control:14" Delay="9000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gamma 2.8"> <Set Channel="Control:15" Delay="9000" /> <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 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="9" Name="Gobo 1" Number="19" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="10" Name="Gobo 2" Number="20" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="11" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="12" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="13" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="14" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="15" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="16" Name="Gobo 8" Number="0" Page="1" SetControl="Gobo2:9,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="17" Name="Gobo 9" Number="0" Page="1" SetControl="Gobo2:10,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 Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" /> <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" /> <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" /> </Group> <Group Name="Beam"> <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" /> <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" /> <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" /> <Palette ID="4" Name="Iris Small" Number="44" Page="1" SetControl="Iris:1:0" /> <Palette ID="5" Name="Iris Medium" Legend="Iris Med" Number="45" Page="1" SetControl="Iris:1:50" /> <Palette ID="6" Name="Iris Large" Number="46" Page="1" SetControl="Iris:1:100" /> <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1:0" /> <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> 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</Swatch> 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</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nvS0n1MN+DwuXzKVBUfFibIluD2HpIiw1psCKxc7Ob3Sz7/VqqQZNDTsBoIHlCoXgfSl0+3p8WLYXwI9q6WlzvetdrqyZSyN+V/CTBCo1UEi5OPGJaNHcmQK8WKwrYZJpzcS5qiSw9z3nqiiukZXTT5BK5d7nLXQYFjM/0ox/9aKrwkCmTy+P35DCGO4ISa2+gbwkIVxUQORAuEVpNznOdgBa7UWn6dZ8G661mVI6SgwUXANTYcdFLrnFWP6FFGmLsVa/mKlsloksCNjYLkHPu8XQlDSrRXXL8bUrCPzCoZBCeLy0tio5BS1oLxrezgW0o/iqOb0GzYXMgK7vkfpAVsMkhBzv1vaLCtRx8YM5/zcild7/73VkB48dJ/r7hDW/o/Xtd4YQprYzgx3n4uR7DsX2HuaiW9sqx9vgjXFcOOqVorjGDWIAwMdMS9Ko4MPG+DtExKdSA4R9dBM790KJj76eAnchM7rCIkgbDnvYO4C1FcWBoWo2A6X8UEuciPx09QwJGiyAKU7qEmTReKdcwS4vY1bWlMDkBU1KdA82V80ERw9IvY/w/0a4Z/JqLc3zfWBB+04tc3U1NmyJ0+cS15VIZkBUyM+WzTwnY5Oyf3Yde0cPy4HLMuJJe6YYh2FUHHXRQO30wBR/GpL8h0pUWzPFxtFipI9vuvcMd7rDR93Kfg/aQWuqC2VEJmkI1hDRQCsKMr6sRLpoYocvMyhV2Td6yIBBxIVkNLhbd9/mXPdg9PK9npGcr5TQYUnXw7B9hthazrbeejgP4GTVUA9g9KgpyBYBYbcLT5zdJ/vL30vwiYhPpm5tPYV59KmA5k4NgTbk6Tb1pF7ZsBsoizWowowKWml7PWN+fi1hXAkqlaEyWg5nnA4/sgiIzZGej0DgnYPepfUX13DkB44PhyWra92lB4XqufZ9ZMU/L7ioBh5QTGLufecnlCfUw8t+6Qpnjz3L1ad4rhc+KeO6C5kKgCkRKsKke8YhHtFUa/r621n6ZcA/xnoyBkpgfsiIdkJ2ygE3OW9yu9tXMjicAOVhYg2prokmLLbOfq4uSI6PJ+kYnGUH51a9+dYoiMWJStUdKqUhViWC7VSC5eay5+rQ0lUNrWYQUFqivwoJfZbBKiU8cC+U885aSd8Fnu9/97tcGJgKuygHK25Gh7nmXqQZzmGf1eYvGW0r7KO1IoeZIlr6mU5vNVwqTWyjOuEiRb1CCHebndl4XBMTs1pe85CVTf2NzpAJG63VzkjlOL+XRDGBJuTKOs1M+SlCZwfccIxB8OMGF1xZAqQpWcBhLm3zN1ap1Z4n5jPwtRHapGyqFZ8jPFZCxCAOTrckOGdowAS8VsJ2bEeAb8Z9Ki+/h144C8MCV/uR4rec85zmtr9UXudJUfIjUl8OY5wSM6dpnn302/J/PeMtb3nKjqtYcCZymdYxp6oLfWToakLYT0JgSXQPug3QTP9XnH+LwctQJH5TW7c66VVEimPC8CdtQCbr7Vs6z1VZbtQHcgG9GhqYFbDK8JJ9g7IESW+Ywl/g24ETpSY2zKERmbvXrpVDKa/cyJ6UxRzSpxoWU5ESZ8BPTalUL5z27ZpmZ7gpYWoCoHLwbuNACafubDZfz00SpTGJPOXILlap+z2v497zl4TlIcaElXLSbiPUhD3nIRho9BxbJRmY6e3B7shSHp3Q1mCc1uk/KAzAiMnfmIn7L9/uO0+tCmCzqig2iXaiykHTOUQERfi6CTUeQoyv8fZfnsbMlm2UNIrSMdbMQTC/2O0aHaUMHArRraphX/mIKG4Q/WqoUUa6N1hFFLvJQhxowt54PzpGi4M/2mW4uh+DtTW96U+lXyBBZ+rT/dAVs21lvkoDRPt1ZoRHCXvXnNZWuFpYfJSrLka+S4xaAT5CDhfI7qbbCfhPytPpBON4VMFpYx1GkFbD+BAOnZiPZ8V3QeF3wI9MEOO1p8UpFADg1Qc5q1oGBzWHzEjaTFkujScFGUPBJwxZAlqYEbMo8ss14HzRBH5eDfOR3UJ8p7H4+R+2sLeZUBMZJTmuwaBcLQpOUBsPxNZhllZldaCzVnNLlxQQX0iUEKCJ1fgUY/DhBQRqu28miXGaWn5cKMKLY88sVYXot97TWKipU9jKZ1oDvm/NDBUN4MhFmAWSpncDcrmBYODpx6mgLhXZYZSGwc6n7QOrdVM4McBAtJk1Xg2OOOab9kEpeUiFjbiw23qw0CJcWc89df0xDid8X3XabTphVHJqN4PvpdEUCmWPugeOtYpXgp4lkvg0/KhUuviRBNKZqjZy4l4XNaHPYBKxTytHZlAKqgo+4JZkKn+8fcfW2ajK5x1jmG2fR9z0Q5omDm3PSaUINBMprarpvgHagFXMn0jI3NJwEcE6TuU/+BPKyu8toFK/XnZ+KLBYIYNBRAJVTZzaglK14ylOe0lzucpfb6J6YQkK/lgWri1gSzlXgTnSFjKa3WW32DMgSmfp4V8CmEE0HrYE+GJpXykmX2okHoXdByEScIpFSLVkK1AVHGtGXQmqHFsD25zSZhSdI3q/L0mtoQBranRG064z5tyJMwYkQXIi8cpuvBGaI76hciDa0BnxEi8wk05hoidh0S/OqcFlG1Mk64cPS0+xYkYKAwUYCNmUeOdldAlF011ciDHamRSUUOWacmeI0M0k1Qub1cFsecI7x9tDRDZLJOSGzA3Fx0ZSBBeJbSBctU5OIngUsdjoz3NfUG0tybE5Wg3AKmEoHQ5SAVuF8Ezg+s1kT+j0XIXQ0v/tyUFmEihVcYuE5tjIVBWzq5HSRXNf/QcpxZIcWBU/F5yLZueZSURpTZOFrpkl7aEy02aY5pxJpyNdBbSjdSSHSwT0hVqMDz1TWaOR5EHsOS/BsfB4LhkvrO5eyFrSMKhSXlkIQHRI2G5sPPLYnIcK60/42Q6SRuCo2buHAi1amNgl/4KlPqZt0QAhVbZfJ+Q3BziGQpcMQTOlDaArh7bghMAWiOY4nc5k6nB4sk0fDinjTFjQPWNitC4i5JNircOBBC06/zSUQ6TuPclFgagVrLt3cfGHR/izjF5hlFoUcxEpfUWZBwK5KtqgoZQBTuYJcqTAJrhEwwP3Ie5VIVubNNBu7YWjoCPBj7HbOv9RUGl36v4iHmVHFkNIq6Av+GF/QblxpR9v98WEsUI4vXAkQNoKNWvEc0Uc1jdJd2LyEVaUFc94zboFMXcMqbZH7aa5UhTCoQK0dcCI5ypcrdUWrteILCQr6ksNdHHHEEW2ZL8czNyVH4p0GNUEaaZjOwaipUVsGmHLVHbMc45duiHnHV/Ht0EAEhEZDnI5xFyT8BVf87QGTu0VRwHJTlgkdxxUdUQMhP20irZCLBEEFAGYe4cisDg2AA9qICY9dyCmkOjjWTIIKjVyVxkrD5xLxpZUnFou/ii7RSCOhn+ZbBURdsx+HxIgqUSGCIAGZRR8a/tIFTUoJIKVpJFmN2iNtlE/J0AygLGD4qlzrlUXl79SkfiBGlh5I6UwgEKUymQKEmnwcvwzXxJ8SfOSS7QRNNGdjpMz+aoDjzf9xX4RNFoHjPfacojiDLe17EOXFc79xe6VZuCn4tKyMGjWKoKafohKtgGXnUWKvaYA0VFYjJSentKXWj6HJfHCv2TddRrcM80abSbrWOKK0H8ZfRIZ+yJX78DVErpLbqwnzvfrOAp8XAqYYNDGjFAS/mWaqoTz8PlpDwl6wNM+x0RNsTsCyBYb8HNRANxkcgcFVilNKoeRAGAmNFI6Cu5IvYjdJT6Em+FD4l6FmWTyPEhcEqmy/iBPL3zUXq+VYrxb4mqgZFxeB++HZDM23pUBYBhMR/f6cQrZpUYOB5tWcgAGWneYYE+7TZIg5moQWTOvYuxDx0KAYcJEoTVXDwRmn5EJHCB5oDAx37XjyMyOYPELDL6XRrF1pjFVEnKI9p5C1GqzYG4V9pnK7aY8I3BO6gO80tp9OigczL3XSd8YPcGj5fBx70Q7CsGZ2Fmd5LTj3OSB8aRTPNXYzqWKIG0h1iujMZ+Dr+v8igMeyZnw/pUWUR19QQMiUXPOdaw+4SHA+r16c8u+G4rD+nA0nHLQRB3Esr4ScUxwodGcGh6IfbLyLOZQ3ROLKbTK56w04QtF1LTQYM/8Cgr6y8VqwOnxhG5bA9Y3M0u9JIH2d4dDUiw/GtBZTJr1UR47YxJCL0sbmvAgl9h15iwCUoxyauEzQYzqEYMpFGpRipzMFKjbGVkSsNEonxZXAlXBZAxqcNpdfRSbPM29CBO45evZI6tKUbz43QZzFXFaRJrgmi58zlcB5V+5Clep0GQs8kAudgJfxgWuiHmkXmqCrDQi5e7BLBSq4mr7exNWAaBfvNBaeiZRXrDbV4UMbztAkuwEsgEHAIncRfKmbfFafrErAqEZ5QzumVPqLdyEk2OFZhAwQimrABBe4M6Y3bd0fQhwkHKMlQs/fm3eizSLBp0SKxmoVyXcUjcAkN2i4BL+L+LbBBDECJxp8FgiErLGSq1KkSchs2r6+iBTVtK+DnbwBx79kxoS2FpLjX1MpUQIuhiZzyXuhNbzmLI2lfDutZWtJwEAEno7NxF2JetXhuWzamtSSdJyqUxdqh7syyyATz4jJZIJLiXjWhVtSWzg66qQPpkYNEAe7dAKY0UtULaqAjzSrNovA7ruobiVE/AGJeOa6WzFaAh9lrdW9l4C7isWPMhBSQASNtvPZS4dAdIHSIRy0TG1hQheyBIIp9XU5a4WnZGH4hDXD/EYfhqXyAYmp1qkk5cJwGXuRChWuK3heCJNxYd2OIj6YRYjH+3Xnw9J2NIL7LQ2LW+sQtEhGu/intIeoe6grmzCyIATB79dWEEcQspi6y/lkNCYBdgb5EGY6zk+JB9Ol5KMvxMWe8w3crEhTqmQB6YcNQHXwHUrD8NYiOMmxpDw22dZ0vxOSaAIR0DZvn6DRNMqb+J+szthDumg/roXqldxQFpkcwd/QehIwLN7oEy+Rf3YKfkZLeR98QBcyUWJaimkGTuVMAZUo0fQomRHUKFniN9UcJy0/yyooRyJoFrrPdKJE+M1YgJ4+xixUwVAO8sgpELB4zL6q3YDfEDAU7UxHqipBkTNEBcQS3T6ITvBe1Cv1rQYMh7VIrZZCVKlExsLMyEYvFDRD17eJB1ogMvm2LtH6EHEdBS1O69ZWWAoIjC3AnxEWWZQxYAZthNwgGNmIAQH7KwGzbcYxfx2oC0IpcOyZwZqksvSPh+Ji7yXVCZsPvyhhI8xoDj6IBaUxPZCayYvLBI2DGVd23AVfB5/o8nOVrzUajXvA7NrkFrsUfBEy5CyytjT5MQe0B38619NqUyBnewpQf0LAZj9/rwO+Fh5M/g8vU1t1SdgiJSEq8cDk4WIrvYcs94hIRCxGh1Wtk4QtB58DrATbV8KEU1L334UdiO5YbQHz2dAPNqXFRu2kEDnyyxCyNm2NOyHqUwdGEEqHm9Lm6tHU0vWNw0rhd7k4NFkXAikDU3qI7FOjBpuCSBGRp8u6FqSdqvZQfNBcXX8f2PWh6TPzYLUaPVJIZckD8kU1CKt0SB1pz56AxSFwzhUYgtFS/CICoWoiB2YUhYTXrKVvmGuRbCpgMGCxWg12cu4ntJBIhSPpYYwxXUwdyeafUfWkf9468nnAjBP4mmP3lgFaViCEnOz6gTg6aR7l0oQtN02aNkYX8J/83hBwaVwBAsma5J47IaPJZTlqGm4A+ZobcjdwCOvJRQHD6nIiY6sXOzwGPijH0sVc8YUI7dj57vOAYLl/Q99mzdXNCxqZTyX7wdz7fzpJh5VAXAp8kKop+FWEUyalZpSlZ6+DSamV1E+OzmDevJbizprX9Cz1n6ZabOAI7bKAdTulCRr/Sjg9CzxQAsrnYHppNhSHhtMxTQo14KO5Vw8Dx1Rim72v3dg3+3URUAQQU2sCD3lInz0lP/mXND1nPZ2aCExRpDMqmi1aEBwC6znkzgWg3ZhL1qaGjFVxwb/rFiIMBCKtgKG59XJtpEv5U/HAAv6B4kB8SG17WQ52Vkz9MA20GTKQn8EUzCJsHGChP4GiCfdkyCkAABNbSURBVIT4febcYoteLaKd7eHWHGQ/K4xp6o5ZFz2KmvlKaQsdkykQ4SuqiU/Nm+fDSTevlWaqAc1n3fx+TshkP2hOs86Gyq10PclDRi2LC+151j7cSZuED39a+PAnNsn4AG8mOohD1kgtVteDWdQUPg9K+a5L2kdVAaGz8F1TaucrK4mVncydyFIqxQLWJnbxYchDUVyEh1U7VmoW2JDmlYmSI2gB37fwOR+G74T2obHSziCCqkSHibMeNUC0ChT4UTmfTOFoPEt8CGQiCphgoqfP9ESyFVWGk62m5lMwk90pfiIbO0KEMmZSTA2kfZZZ8cBU0XDojC7mOD5lCjYf2kHutcsNKU/WtNzdNBZJlFgq5MRZIWD5b6ljTbgsLgtTOV68tRr4r3QSdwQXBgk+RInEU/BEoe6/B+1paVHA9NlP1fDm5kbQLsqkOXtMzaLqxZcFWktlgogpLWJUqavsugsCYpKyEH7MZ6OhaGKgLbp0C2GTfyTg3bBeAwy+q1QMEAftKU5MhYy5FAkiWWt9Y4wAE63lMIWNZz37Dr0AgkoTSnkNdPi3sxuigGXjXxqMjc2NsvTBFMwhBRd0YtdCwRS4N2YkNwYhN1efP8b8EwLCwj9Jd7TfYbLTFEm3qlbRpWIAixHh3xala4bcoxEI6IdSxYeaMY59jn13nzaIe6opNORm8HlRGLnIEh+nWqUv+c4k5k53yaCVqa6A8fA22uJquezk3GFTILSWpbeIwuJ5a78WAZQI7g3hm6sX43BLuKcnlMgoqA6JGoZPmGo8r2lB8Uj8lu5ROWq4uiPN5fC6AgYaWqWKuie4WWhOtqqHUgMLIURaCwBSuF8BU6m9MAUylinMndBCkdBgotk5QZb+n4CZpRm0EpU2VRZheK8HVyqVthA0gTnrCgzZ5dXo9DGrQmUCXqdUzy9Kk+vDSqdATnYnWwu/uyaAFmTKYkJZYV9XwERpXQHgj3luXboHUen9U7+J2XJPfULCV2O6c9mROD2xNutCk/q8ubwl10fesmZGSA9OIFP+0bV9Tg+YEjBvxNHHzvfVH/ERqFiCxvzgV5Z92Lmwm3aNp1D0gbDQQGmZMnCa0zFTFqwbIfFbun5QShhzypXDdJPYgqF08qL3x54TwC4IieeWar0IwYjPKbrMVU3IBaN6aghl2QSBR87s0mKKBHKbcAQ2nETRFTCHSGfPAvbgPAAfYugMQ1qAJhH22uH+hlM49qzsEmhMPg4fsHSAVgp0CEHMlarwJ5muVGDSI5lzo6K6YHo53V0BY0Zzw5P5d6mAASe8JGAggmPCCEcKz10CPXcQRA7WhWnNaTEBCypkDku04UDyroDZaqQge9oHE6AM141R1UOwE2KLlUCBkGoadWGN1TPRcPw2FEU0R3Ync2TB4wFO/Cp+i4iQgz1mxpb6Kgx0SeXTXClz7t40nnSRO+4vRdoUq9jPwqeHkdpwXj81d56VTdNXYyVIILi5mbX8Pqx9TdCFf6OlcvlZn5VrlDvjqQJkaIPa3iBgzpYJu41qK7Yci1REEHaaG6s9sYuw4aFKh20SwMhH2fGLOJaOwPKJeo48aYOUHJdDS6QNrUjgIeTGHqEr0qk+NJrcrDxtCg69rERJe7gv1kH5eVqBwXdSmEBIazrtuTHWMlcRyx+cUcA+HM8pgjQ3c1QzcOIav8SiWDg+F7U8y9S+LgjgonKScot8C6aij8fCkNvtqcnHsKfMPjohbTrOlf7kBIxzznSmC06I4sTtLgRTFrfPB8Kmy0d2T4uL4KTLVNRUrrIesQc1hV4Lz2iGIoGjuv9JV5XtZKsGz4ykhjn0SnZJem5Y3UqCBkQ48v+GOCE7X5VFLiIzgSYFM5embHLjCXJnKSoCtFi5enibNBUwQLPQLn1aSMOF6oqcD+UZpOcoleAecgLmGZlp2+cTZkB2jut+YyMBc1JpeGEFQtWTOURJIiw+QezhGzoWblGwAPxCi0G4atuzCFF33nsEzi8nCIQkxZgpgJppc6+LVmAR0vwggeTn9hxy0LoA+Efsewq+nPWoyRnThrR+rnBQ5ctIATu2e9ot5OyS8GnUwaT8Aj6By4hN5SgcZw8px6LPA/4aocIlSaHI8I8Bxp1pTyHKRYLm4EGnyE25IfC5zAf6IAeBh8gw57DjqfoEDARcOQEjsCLBGgGj+ZlTa5ZCtF47j3eCN6ffyAkYtg6BNW4oRAf8C5cPSs0SNJcHLRKsoRbAgqnRx/34SlvqyZw1fEZy8s1yfX6is5zPxr/MZTJyAka41Nynlal9AYIoNydgrAFB7Ss9MlEo5d4iRJoDDRkbYJPmBMx99Rx4lYLMTDG9UwIWFvU/YQEOD/+cu76Y+o+NsXyeCD6NRUBFdKsbCFQsYLO7jdYeKMmthqrW3G6HOBY9B7s4dyZ5aQhy7n77RhwgdJXzpMGGiJDg9J2h5Hnpj8zNnmXyRLA1dfelxmWvQUgrOczDyU76zVLopuVEsmrcYTmVsMtnPdJkLGggWiLnc4GAgHYtCTJTlYIWLd0/zisnkCUIDPg5uQNAVf4OHdKlQlbBZO4oGlqwRsD6GnK9boWAUXHZNqWsgAVJ/GnQYmpARvliaw20o+rRnPoHql/6qDTNGs+X+9u+UQW50UdDg3dV5OYELBdcpOBDEdDcCXeyBdyUocMn4oFZYw/f6uBoMpP7QR/5pLhpXQoYH0sBnTqwUluVB2omfOlQU0DDpAWK0Od85/y73Pe6KI3F7FZd9IGPmhMwf28akeCrD7Q3zZsz5ZXR8kGlHxQFLEjkl8KDcQZdVfHPWoGHyt/r44E4vhLR3TMjU+CXTP5LEfm2HJjj3PHJQygJWK2pFVCVQEMPCRgws6mAcQUqmmI+SlZKPxyiz2VVewVMGXWOYFxpcEaleFANfc2gcZ7G0EQbeb3ctEHse6nuTdQ3VAyQQ0nAdK7zgYaaUgQcNHG3Hi0inlo8Cxz/XIHpzHsHvQIWJPOTfVqMzaZCEZxqx+34lS6hlkczeMV7i7z6YCMoZx4SLoJV6oxOqyy6KI37HKIKCD0zlcvtKuGu6XpSuZITsHSEQgmpGUcFKSkfAO3Vy8TWJACLWowDaeaDNAqOiTq20AjA2hPZZoVyZqXEosNuoWAJGGuNFzUDRdRd5c75QQv0FfWVnOShDAOuS0VJTsAISA2bXto0OEdk99A9pP6efGxFhXKv9oJBAZtoMU91KsyRj1Mqra4IfBB5yVjbbTGYlEUJmwVA/nHOXbVVF2qblJ/UjDenMXK+F/gshcM3W5Sqfms+PwHIbZTu1MY+pN3iEZTAUHRISXSDGbxgXNMeHDOkvaC2hMFRZbKyU3eq+E3urFvHTdDwRy6qlvmUVKXGx8zoYv4w0vgc6l95zZhSHpGicpShs8a7wOjnZmGBqLQPJRNdU37MDOaO1qmZywrz8IqpGbV5B05TwXtVHV9XJWBBUr8btNih4Z9T9SHMRqzbz+02AsHviedtxwMTcE+xMI4qFp3FhluaAIutRGbW2jD9m8pZxsxnFeqXDk9VPjMUjXUbertICw5zKBG9tVQF3zeXOIehur3ueyh1QnsM4FAyUXNfY4qw6EzT+KfqQ3w43cqS0EM7TunxUPnxPGDCJNrHHt2nIkTHUI6zEqoPmQwLW6JGakYvzXtGI/NfKu+xafte3+djWRQyKlgcgChu0H5GVAtYuPk/hYe/d5MUlEVgg5mQkv+ybAj1hdU0TY0j3wX+ihkt+Sr8yqHoGPVR0jY1Y5dWE4hjCfnKGR17k4Xa1x5bRooYUTCe3ar8F7xNrn9vWTCbQs298p1Zz+NGScRTN1LQyrkmixRY/xwIe82hFEPppGWjUrisfRU5FjFKwILknh60mA4JBVJTcXw8dFSClklZ1kNjBoXuIlXlyLNOrGYOEaol8ydIQNwOlaswjzq5c5AtqBnetw4OTFU7vefpI4/VG1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ACM3EgYmB6HqDXA+RaB5kPKYtfpoNgNqtwNMFspcm6S7WxfH4SmYSRZyNEKIKZ609SAD8BaNwH1BsCpa7ZnW8JXUJRE4IlXrRk0wX5kSTjvdf72cQi/ZDZj3gyxqieCgtmmzEa8PBNM/K4Vaw2agpNShuiJVyTnw1lwapFfRXFwk8RKZtxG8lU8L6zAtuP9swmfVPKUA2CxTItpg385E21CSozi2T2SDoAG8m0hkmdSI0Er4vMhR1KWhQ+LNhkftZdEBlxTEEYR3dzb7/9tpIElQo6l0VakAqCkejt1FNP9fSY08VpPdisWbNUzgkTtwN1KPXskWR0J510ktF16XMxSeBHYLJ2IEbV1gJBKgg2btw4Jepj0M4YiS4Jp6hONgfwLz3zzDOZ7hQBIAFpEsMVcg289NJL4tFHH838fe+996oVSZwLS5Zr0I8VQmW7YMEC9TfqCiq9ITjMzqiorSEiR4LdHD9NSAXBAF0XzQZYFj8P9JFHHlHNBigkCH5XNqSGYNTCppsk8E08D0EgOjBkyFgvMgzmcpIyFtPKUoC1waJhmdCFZZdG1mAfPY7TWjDAGK9QpkI0YXogj6WLSRnlkiEVBCPm99xzzxUMFEMALIg7Byp6LXKuFgpgP/nkk+KMM87IrFxCz0UOrxYtWuT1iTEhoKb35MmTM9msETWi52/WrFnGMYyrRP//5ZdfFlOmTBGjRo1KlS8sFQS77rrrPFUITAAgGA8di4MuzItcAOXqAw88oCrkQtIePXp46rVwZYwfP16NrzgnVosxWbYPjQmGnmQ0atRINeKXkDMt4NsRm0i0L8xUQ8XD5CFCMJSjptKbE088UVWtJcXlySebLx/FWkEwaoKbOmhZSpcign0FwQjfJ5pgNtBhH1thnzvXqylshIbF7BNj/AzB8CCa55OMIchDbwqWlAG/CyxsFK3rIT6EYGujvoowocloQ8r18I212oJVOlTiAHSYUBZsTdRXEQVSFlSOK9akgmC1a9cu+Tn0wpKE1HOMC9JBsDBqLBJDROKj05mvhxEUwVbJxtQosfNj/Fq2qcUJIfmB3/0qIeDUqqrr1q37vUqVKmhEEp0+wBb5kpfkg17bmJCKtHHAG3BLh4reFJWMYLbQSYPDGO+lBHAqE4tcKRKcYRpdF+EcL6BeIKgMyMWF+sIkXETVNK2QQBuWnY0nH0hCB1jyxrpKk1SatjUvYww4lSHY8ggvpGiQRO6dd95RAWm081p0qAWHPFxCPFS31ZYIRSsE4z0y5uQL0aAxu/TSSzN/E1skxui1Ign9Fxl5AMRGFUvClUJATpSSDIdAccpNMJIvJDLLIeEbCEOzAYpTGj4xnbvLLWtGmkN+MJ2XAiB9pnItpfogZjZw4GLtKDHonhD06tVLKWrJ6OPWnwHGdeSMRY6tc8gmHNyw/ycYuTTlQB+TVikzHerMg6YDfwb8dJVuKbUXEBai96okWAmneOHWgy0SCSUYTtA+ffqIo48+Wq1fpE4jZNEWhByudD+TJk0SS5cuzeyHooIEv6hhUb3StTJOQjCI6A8i8XnGYO4gd8OGDUXLli0zila6YJqODqCkRYrtXk7HdSH1QWyYa1USXTziRtvZbUyxSL9wE4ycj3aZdGOCyy+/PDPe0cj1EMmESIZD0lWyMghlKl1jIVx00UVKYEiKTroyViLRlXmt8KaaLik9WfFEV7tw4UJVNbcQ6H4hIURLODL5Q90EWyHbdyKB1T5MZpCAnKxo9iEY+3iRSwNiUqcbgnXq1MkofQAZqMksDcE4rxe5AOM/JgIJJxgcWqH/yBCM2jLyxmHaEueu8OObssligx5fd7c2Kgw/mXJKuag3JCzSdYpAtiZ/ukggwchIU6dOHat9bApo+a2a5qdIVwrSN013/5FNMPpOBIiJSulks/RLd2820mTGUPjV/KpgbbL/+KneGyPAnXL528sRjEql8gE8JhJoxUyhk5fYJDFhloqKwpZguju1KUzq9rklEI+5q92CXMvW/idSTLAwYTqJcKPUNcFLjP9lv5GLYPNkYzmzefqZBEGvDsLbbpqADqAHs/VRJZwstoAz87LfrEAwaeL+lt3kRPny+hAuKnToJLs2efJBoXQA66EwEe5kv5lvZfc42fqKhMYmC8FvcVCbjIiVEAwcx+X6R06CSSZ+JK3YbJGQsZiNCFArLGxqbzPwDmu5W0IFjbPhTK5/FMpNMVQkhGCkUkKq4wVmgVoPRu2hjh07Gh2fzDza0UoOrzZt2hjtt3r1arUlkE5s0yQCoJPWJQxD8/0jL8HkDXle3pDF8mXTklxSgLjvvvuUr6l169bKUUkOCt2lMebSA3sq0OrXxBMJyxDsZl/8YgSk2Q9CsMCD7pTANVXSNMaOHStatWoljjnmmLwlbAiMz5s3TxXOAggOCbR37ty54PeAkAnMS7EYruT7p1d2Hb5t7AkGKfr3768acBMsH7AoKB50AjoIhseeLqpQtQ2cuk2aNFGfdTtrUVZAOBQVzDZRR7hx3nnniSuuuELtx9I3mnuFEiSkmGkCu8iCv4iCBJMP4cmkWDFAF4QFw8GJ5AZ1gmmuLawO3SBSH/bzetA6x4WGlkfnA9fB+I9mk0Al5sB6FYzMm+QHS4QVI28X3Z0uQAXoDiEOW6zStddeq/J0aSDdwYLpupFYH7zudJFYFHKOoUK94IILylk1FK0kr+P/aL7Irwq5iQ5QNItC8nSP7ozRdLcoOOiO8alh7dzdN3o1JD0Jq3rr2Z97EsyxYjjQWgRySSUAyXWHDRtWYRCtV2Hr+B7jJxZsYKEIjlO4HbFhNiCadsLS9fHwITBA7QARCi3AJWkdun3GatqyoWb1mhwwQ23atKnKQ5YAzPOyXsA0w2FP2U4QMfWLUVXWZIYGOchsiBXDwuQiVy4wftIEu+SSS4xWd1NdFxGkzhtrMvPEIjLIh5gxB36vniYfNCKYZOrb8gGOli97FHNVpYJNiT26UAhmE+x2H58Miabwk8fC3cXHGKPhhMkHbXK0koO7vUh4NkRNFpvyLswW0XbRtWbnuTeBzUohP9V7QwYpV43zsRsTTDL2B2nFWCA43fPDIQNJsin07JB8FizeMAGLc5mZmswui4Vptx0hLoULph+2zTI9U7a5sp1quV9JYSPSsymClQvu6iGmwIFrilIXPC0SPPuZNjtYEUwyd520Yt3ky6Nli02KQHxeNrW0gV9psh8Lk5JsihQK6LbOMom/dZ58efxPJcm6y5f3y2ZenbOEsEnMq8defsSAAP1/ChZm2AJSdefZ2+7oqxCDPNEDkmRElzv52T9KFDvGsVFhpAhTeOZ+diym0gcuC+bsdYs4RiCwWfWjxzg2NSYrOXBH+HZP+SaYZPSP0ooh53lWNn/9TUCwSeirl/P7TTKStoKhHmC5Vluetd8DFFWrSJ74VUmyrvLltGKOUyzQaOEtN4Emlk3AGXm1JpYNwZD62J6rkJIjAnTlGRdzgKKLYTnjMRxKvYo9ll8MHDhQ5Y9ACVEIVJPVIkAS0BGwNpFQDx8+PLP2knRPXbp0MbouRI2AGOO7775rNNMlXVRMcLvfcZcbQVVbu0qUrUL6b0DHswILMihWRcYbkgHjeWeMRXdI3BDvPQ8ZEaB2lC5fvlzUr19fiQCJG+YDD/yee+7J/D19+nQVAoLQbvcDnn5cH1g4ks9RoY3PAma5BOQpJUgsFMct/jT8Y3r1N9fH56+/PhZrbWaIsmdaNAIhmOMf6yBfEuA7PIhj2oIHO3XqVKt9sGZapGgK3EAkl6PZACk0sm5CQfwA0PlDNB26IlVUTMSGJC7pYOvvyofA6kU6yVOolr5MtgOCOq4psAZYFbRaBLIZ/+CAxdqgbiWDIJludLZojYMPPlhJZIBORIeqgZkplockc3RvbkCQI488UlksLBF6MKCtJq6M7PNo4H+DXO4GyWJCrtdlO8mdvKRYBFqQ1IlXohtbIlv+fidgIPJbuXKlZ03GMWPGqHGXRs+ePVUV2kIB5htuuEEceuihGQk0VgfSkUIzHyAc1hRJkHaHkOwOXT6EhlTu9JoQjJRSyHtIdhdRxdv3ZGthE2c0QeAVb+UFfixJ1kSESDK07iYFP8nxNWTIEGWRGjdurJIHe6kXGMNRGVfnICMRXSFyAZy56MfQ5nMOSDlnzpyMcpZzZk8uGA9OmzZN1KhRQ4wYMcLzuwQMyNWEZxf0gUtSUjlskmEVTEDXhpIVgrVv395YR4Y6la4WebNXOWU36EYB+cs0ubzQrl27sAlWMnKBktXsdpEMuXXoYzIv2KRUQi2rM+TYKCN0QN1GTmRz/ADAmKtFqcgFSloU3iHZMfLlAhHR7HI98oLZ4klBj7myUVKCAWfgD8nwIUTiJ8sFW2UqXWRKMkAD/Fwdgpwt5kPJCQYcF0Y7UZbiJzKPvxu2bgG9vCwFuF22q4Lyc3khFIIB5wv1lkR7QZRlYok0QJ4ia2QKYl1dgwj/2CA0gmk4sUtqVBJHiVzqU0mA5KZtsYFrPwidYMBRYaAlGy4bKW5ioYxNIeg1qF/ToxjJTTGIhGDA+cLnOkmHR4kYafxTAjT03cPuErMRGcE0nC6T+CULe2O1WikXdH2imIPVP938aOiDRuQEA85CktPlS9bXjxQhLO61La6gC5fapOA0KXYaMFgUy9rVmWHNEr0QC4IB54bMkERbKMqytrA8zugJUerFFFqTj/jQK6aoQbYcvdiDAqVewkYNvYaSVE8oOkxCUz4Tn5Argh5gQKkdp7aIDcE0nBt0uSQa47I7hEFWH1QLFAdFbJgP+L369esnVqwoq9OEkgIp9JVXXqlK7OUDC3VJYKL9YBS40oVFCwGidO/eXb1Gd0bqqMGDBxesMIKkiMKlliAU19M0V0TYiB3BNJwbdook2rGiLBdC3hxlaL9Iy0S+L7RcAEUDayD5H9YHK+TOvYXB7Nu3r3royHGygVoV2Q01tN06efRedevWVdXTUKMSo6S7dScHRve/atWqcsdDxT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</Swatch> 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</Swatch> </swatchLibrary> </Fixture>