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ACME PEGASUS (XP 380S BEAM) (ACME_PEGASUS (XP 380S BEAM).d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="PEGASUS (XP 380S BEAM)" ShortName="PEGASUS" Company="ACME" Version="7"> <Copyright Notice="© Avolites Ltd. 2021" /> <Thumbnail>034c5182-1416-4640-8b91-5de04555fa0d</Thumbnail> <History Date="14-01-19" Author="Nic Morris" Comment="Created" Version="1" /> <History Date="16-01-19" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" /> <History Date="21-01-19" Author="Nic Morris" Comment="Revised gobo shake functions in line with latest charts in response to manufacturer request (original charts only had one range)" Version="3" /> <History Date="23-01-19" Author="Nic Morris" Comment="Added gobo swatches to shake ranges." Version="4" /> <History Date="18-06-21" Author="Nic Morris" Comment="Created from ACME XP-380 Beam" Version="5" /> <History Date="24-06-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="7" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="14342" /> </RDM> <AtlaBase TypeID="aefd3023-1dba-45cf-bf28-d67b85251837" /> <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="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="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"> <Locate Locate="1" PowerOn="1" Highlight="12" Lowlight="15" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15" If="'Colour1Func'==1" /> <Condition Name="Index" ID="16" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="17,18,19,20" If="'Colour1Func'==3" /> <Else ID="21" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="4~7" Colour="255,0,0" /> <Function ID="3" Name="Orange" Display="'Orange'" Dmx="8~11" Colour="255,128,0" /> <Function ID="4" Name="Aquamarine" Display="'Aquamarine'" Dmx="12~15" Colour="0,255,200" /> <Function ID="5" Name="Green" Display="'Green'" Dmx="16~19" Colour="0,255,0" /> <Function ID="6" Name="Light Green" Display="'Light Green'" Dmx="20~23" Colour="128,255,0" /> <Function ID="7" Name="Lavender" Display="'Lavender'" Dmx="24~27" Colour="255,128,255" /> <Function ID="8" Name="Pink" Display="'Pink'" Dmx="28~31" Colour="255,150,150" /> <Function ID="9" Name="Light Yellow" Display="'Light Yellow'" Dmx="32~35" Colour="255,255,128" /> <Function ID="10" Name="Magenta" Display="'Magenta'" Dmx="36~39" Colour="255,0,255" /> <Function ID="11" Name="Cyan" Display="'Cyan'" Dmx="40~43" Colour="0,255,255" /> <Function ID="12" Name="Yellow" Display="'Yellow'" Dmx="44~47" Colour="255,255,0" /> <Function ID="13" Name="3200K" Display="'3200K'" Dmx="48~51" Colour="255,240,200" /> <Function ID="14" Name="6000K" Display="'6000K'" Dmx="52~55" Colour="230,230,255" /> <Function ID="15" Name="UV" Display="'UV'" Dmx="56~59" Colour="180,0,255" /> <Function ID="16" Name="Index" Display="'%.f%%',0~100" Dmx="60~127" Colour="0,0,0" /> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~194" Colour="0,0,0" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="189~128" Colour="0,0,0" /> <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" /> <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17" If="'Gobo1Func'==1" /> <Condition Name="Shake" ID="18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34" If="'Gobo1Func'==2" /> <Condition Name="Scroll" ID="35,36,37,38" If="'Gobo1Func'==3" /> <Else ID="39" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>a0fd97c3-25b4-485c-9f58-5d2c22b018e8</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~10" WheelPosition="1"> <Swatch>2a248383-1994-491e-9dda-8dde202d4313</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="11~13" WheelPosition="2"> <Swatch>b029646b-0ee8-4654-83bc-cb0c90dd6fcf</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="14~16" WheelPosition="3"> <Swatch>bbc55d1d-17a2-4898-93d1-c1891d696b8e</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="17~19" WheelPosition="4"> <Swatch>42be7caf-f856-4e8a-9226-b5dcec24b827</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="20~22" WheelPosition="5"> <Swatch>3579e72b-eead-4ad7-a36d-4b9fc0a0c240</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="23~25" WheelPosition="6"> <Swatch>98766e2f-626e-44b0-81e6-ec2a18362d8e</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="26~28" WheelPosition="7"> <Swatch>cdfe15a5-0f93-4ae0-8694-41092cfde74e</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="29~31" WheelPosition="8"> <Swatch>07526413-52e1-4d4b-91ef-c0fca2987553</Swatch> </Function> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="32~34" WheelPosition="9"> <Swatch>451322a5-bbc6-47a6-aa83-944b2bd8222d</Swatch> </Function> <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="35~37" WheelPosition="10"> <Swatch>99c4d552-dab0-45bf-9773-95ded10ee24d</Swatch> </Function> <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="38~40" WheelPosition="11"> <Swatch>dab1734a-808d-4e00-a141-e345010daf8b</Swatch> </Function> <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="41~43" WheelPosition="12"> <Swatch>b4e5a4d6-14bc-4b1b-8c6c-d359dbea6fc1</Swatch> </Function> <Function ID="14" Name="Gobo 13" Display="'Gobo 13'" Dmx="44~46" WheelPosition="13"> <Swatch>7c4c5f8f-7684-4425-bf77-883905a504e2</Swatch> </Function> <Function ID="15" Name="Gobo 14" Display="'Gobo 14'" Dmx="47~49" WheelPosition="14"> <Swatch>a15f47d3-64b0-4d06-af3c-7d6a360f7fdc</Swatch> </Function> <Function ID="16" Name="Gobo 15" Display="'Gobo 15'" Dmx="50~52" WheelPosition="15"> <Swatch>d6ed47e2-a970-41d2-ac7c-1f3106aca192</Swatch> </Function> <Function ID="17" Name="Gobo 16" Display="'Gobo 16'" Dmx="53~55" WheelPosition="16"> <Swatch>7d74f304-712e-4d89-bfdf-5534cfaa01a5</Swatch> </Function> <Function ID="18" Name="Open Shake" Display="'Open Shake %.f%%',0~100" Dmx="56~59" WheelPosition="0"> <Swatch>a0fd97c3-25b4-485c-9f58-5d2c22b018e8</Swatch> </Function> <Function ID="19" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="60~63" WheelPosition="1"> <Swatch>2a248383-1994-491e-9dda-8dde202d4313</Swatch> </Function> <Function ID="20" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="64~67" WheelPosition="2"> <Swatch>b029646b-0ee8-4654-83bc-cb0c90dd6fcf</Swatch> </Function> <Function ID="21" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="68~71" WheelPosition="3"> <Swatch>bbc55d1d-17a2-4898-93d1-c1891d696b8e</Swatch> </Function> <Function ID="22" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="72~75" WheelPosition="4"> <Swatch>42be7caf-f856-4e8a-9226-b5dcec24b827</Swatch> </Function> <Function ID="23" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="76~79" WheelPosition="5"> <Swatch>3579e72b-eead-4ad7-a36d-4b9fc0a0c240</Swatch> </Function> <Function ID="24" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="80~83" WheelPosition="6"> <Swatch>98766e2f-626e-44b0-81e6-ec2a18362d8e</Swatch> </Function> <Function ID="25" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="84~87" WheelPosition="7"> <Swatch>cdfe15a5-0f93-4ae0-8694-41092cfde74e</Swatch> </Function> <Function ID="26" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="88~91" WheelPosition="8"> <Swatch>07526413-52e1-4d4b-91ef-c0fca2987553</Swatch> </Function> <Function ID="27" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="92~95" WheelPosition="9"> <Swatch>451322a5-bbc6-47a6-aa83-944b2bd8222d</Swatch> </Function> <Function ID="28" Name="Gobo 10 Shake" Display="'Gobo 10 Shake %.f%%',0~100" Dmx="96~99" WheelPosition="10"> <Swatch>99c4d552-dab0-45bf-9773-95ded10ee24d</Swatch> </Function> <Function ID="29" Name="Gobo 11 Shake" Display="'Gobo 11 Shake %.f%%',0~100" Dmx="100~103" WheelPosition="11"> <Swatch>dab1734a-808d-4e00-a141-e345010daf8b</Swatch> </Function> <Function ID="30" Name="Gobo 12 Shake" Display="'Gobo 12 Shake %.f%%',0~100" Dmx="104~107" WheelPosition="12"> <Swatch>b4e5a4d6-14bc-4b1b-8c6c-d359dbea6fc1</Swatch> </Function> <Function ID="31" Name="Gobo 13 Shake" Display="'Gobo 13 Shake %.f%%',0~100" Dmx="108~111" WheelPosition="13"> <Swatch>7c4c5f8f-7684-4425-bf77-883905a504e2</Swatch> </Function> <Function ID="32" Name="Gobo 14 Shake" Display="'Gobo 14 Shake %.f%%',0~100" Dmx="112~115" WheelPosition="14"> <Swatch>a15f47d3-64b0-4d06-af3c-7d6a360f7fdc</Swatch> </Function> <Function ID="33" Name="Gobo 15 Shake" Display="'Gobo 15 Shake %.f%%',0~100" Dmx="116~119" WheelPosition="15"> <Swatch>d6ed47e2-a970-41d2-ac7c-1f3106aca192</Swatch> </Function> <Function ID="34" Name="Gobo 16 Shake" Display="'Gobo 16 Shake %.f%%',0~100" Dmx="120~127" WheelPosition="16"> <Swatch>7d74f304-712e-4d89-bfdf-5534cfaa01a5</Swatch> </Function> <Function ID="35" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" /> <Function ID="36" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~189" /> <Function ID="37" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" /> <Function ID="38" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" /> <Function ID="39" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Prism_1" Name="Prism 1" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="8-Facet Prism" Display="'8-Facet Prism'" Dmx="8~255" /> </Attribute> <Attribute ID="Prism_1_Rot" Name="Prism 1 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="Prism_2" Name="Prism 2" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="24-Facet Prism" Display="'24-Facet Prism'" Dmx="8~255" /> </Attribute> <Attribute ID="Prism_2_Rot" Name="Prism 2 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="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 %.1f%%',0.0~100.0" Dmx="16~131" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~247" /> <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="132~167" /> <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="168~203" /> <Function ID="7" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="204~239" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </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="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Frost" Display="'Frost'" Dmx="8~255" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Move in Dark On" Display="'Move in Dark On'" Dmx="70~79" /> <Function ID="3" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="80~89" /> <Function ID="4" Name="Col in Dark On" Display="'Col in Dark On'" Dmx="90~99" /> <Function ID="5" Name="Col in Dark Off" Display="'Col in Dark Off'" Dmx="100~109" /> <Function ID="6" Name="Gobo in Dark On" Display="'Gobo in Dark On'" Dmx="110~119" /> <Function ID="7" Name="Gobo in Dark Off" Display="'Gobo in Dark Off'" Dmx="120~129" /> <Function ID="8" Name="Lamp On" Display="'Lamp On'" Dmx="130~139" /> <Function ID="9" Name="Reset P/T" Display="'Reset P/T'" Dmx="140~149" /> <Function ID="10" Name="Reset Effect" Display="'Reset Effect'" Dmx="150~159" /> <Function ID="11" Name="Reset All" Display="'Reset All'" Dmx="200~209" /> <Function ID="12" Name="Lamp Off" Display="'Lamp Off'" Dmx="230~239" /> </Attribute> </Control> <Mode Name="Mode 1, 14 DMX" Channels="14"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="c3019e62-8000-4614-bedf-b75cdd1fd910" /> <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="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="4" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="5" Wheel="14" /> <Attribute ID="Prism_1" ChannelOffset="6" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="7" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="8" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="9" Wheel="54" /> <Attribute ID="Shutter" ChannelOffset="10" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="11" Wheel="1" /> <Attribute ID="Focus" ChannelOffset="12" Wheel="20" /> <Attribute ID="Frost" ChannelOffset="13" Wheel="21" /> <Attribute ID="Control" ChannelOffset="14" Wheel="28" /> </Include> </Mode> <Mode Name="Mode 2, 17 DMX" Channels="17"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="639e72e9-d6d7-4f3d-865f-ce5f51ed52c4" /> <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="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="6" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="7" Wheel="14" /> <Attribute ID="Prism_1" ChannelOffset="8" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="9" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="10" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="11" Wheel="54" /> <Attribute ID="Shutter" ChannelOffset="12" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="13" Wheel="1" /> <Attribute ID="Focus" ChannelOffset="14,15" Wheel="20" /> <Attribute ID="Frost" ChannelOffset="16" Wheel="21" /> <Attribute ID="Control" ChannelOffset="17" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Effect"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp On"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp Off"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Move in Dark On"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Move in Dark Off"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col in Dark On"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col in Dark Off"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo in Dark On"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo in Dark Off"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:2,Colour1Func:1" /> <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:3,Colour1Func:1" /> <Palette ID="4" Name="Light Yellow" Number="4" Page="1" SetControl="Colour1:9,Colour1Func:1" /> <Palette ID="5" Name="Light Green" Number="0" Page="1" SetControl="Colour1:6,Colour1Func:1" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:5,Colour1Func:1" /> <Palette ID="7" Name="Aquamarine" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Colour1:11,Colour1Func:1" /> <Palette ID="9" Name="Cyan" Number="0" Page="1" SetControl="Colour1:11,Colour1Func:1" /> <Palette ID="10" Name="UV" Number="7" Page="1" SetControl="Colour1:15,Colour1Func:1" /> <Palette ID="11" Name="UV" Number="9" Page="1" SetControl="Colour1:15,Colour1Func:1" /> <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:10,Colour1Func:1" /> <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" /> <Palette ID="14" Name="Lavender" Number="8" Page="1" SetControl="Colour1:7,Colour1Func:1" /> <Palette ID="15" Name="UV" Number="0" Page="1" SetControl="Colour1:15,Colour1Func:1" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1" /> <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1" /> <Palette 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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4ZivUL3rSlgL9gjTUNsEleob2saVwtpH3zPMDahhSmbhdtk+SCVS4/uJJcWMdjJcuXL5906aWX/lP8Dt//rW9964099xdzdUU5oLuoIqTmUrgICGEppq4NJKsSlZSUciCr8bz//vtncNRs3cAZy/nJJ5/M4JkmnSDa4l7A3QHgiLRIy4jalwTt5Xu2S1uscmb9Anr100Kca2FNK5wOINOePiubkYgNrmMHRO39bUQJ7hGup4lu6T/PrdTxuXPnkjb+agT0xIsuuugXe/Lv5upackB3UZ1//vm//eUvf7nlxz/+cZm1IJF1HwAjwAacWzOYtWYDcfLJcg7uDArnE5aWWsJWtAfSuFQAW11dXW76NudzzxSefOZeXINEFIXWAVtZuLTDlZL5zaO1DpB5CWAxK5IDS1oDoNZ9ktb9sN8JfQb0WNNAn/7JkmY7vqAqI8h/Hr/Xa6dOnfrl3frHcnVZOaC7sKI12xSh2VNWrI1RRgBLmXZACRhV9+i5TdnPZ599NvMvz5s3L9cSTi1pzgOw+IFxieAnTmOcZZmnvmbgDAwVqUHfcKcAelwcFrBaA1GAzDOoDCmQVRILspmTra1bZ2/hHPpFPxsaGrIBw6effjrbd8wxx4RZs2ZlLwW2f/e732UWdtnWAdKzzjzzzPdMnz79/Xvq7+bqOnJAd2FF2LQCPCVqKDY5rTYnPzQAAkqqZUFRf5JBAKetsZFa0KlvWS4IrFlBmusK7kAwHRCkLS8CrGVcGwI25wFo7o+Vqz7qXJUc1azgiovGbaHsQSSXhX4BKPNRkxZwnHMff/zx7DgvifgLJPvexo0bF372s5+F8847L+DXj8927Le//e0/zJ8///0zZsxo3nN/Qde+Lgd0F1YE2ZoIoWqmj6IOB1DST32BGhgyyAa4gDIQBG4sDMYJYHlujUJzDuozoARw+K+BLG4ILF0b5aE1bQCoQt8ANn1QWjf9A/ace8ABB2wz8GcHA7kHbhFN5aUBTqx2WcxIA5sAHtcNVr+scNw5WOBc84knnshS2ekPE+yOHj06/PSnPw1f+9rX3jtgwIDlF1100dhvfetbK/fYH9G1T8sB3YUVwfLraEF/gVAyQAbglLCiAUIlcbANRIk9xmoGmIBbSuOXpUKQ1jZQZBvY0w5rWoOMOo8EEsLhgCWDi+wHmkBVad70hRcM7gjOBfwsqh8tYDMwyLX45aDJCFTkn308IwOK9IvjWN7yY7OP59evAGYUV4U+DULyHQL/q6++Gmu/T3xZvNDY2Hj85MmTZ+/Zv6ZrX5QDugsrQvacYcOG/duCBQvKqe6G24GyoFjJNj0b6GEZYkUCbPzNwDCFMUoLIukahaQBQUCKNW4hK1HoH2sbGCOAyQIUVegIXzRtlAGIlczLBqDyGdCy0H+gmg18hm1fILSP30cWraEX1JgxYzIQa/osri/4I0FeIYEstKdPtL/rrrv6fO5zn/vz1KlTbzj//PP/fRf/ZK4uJgd0F9Zll1225oorrrgqwmUSQMFdoFhhPvOTHgBiYQI2rGYghjRQiNKUbZRXW0Pn6bi25f/m3rgL+MwLQ7WaFSanEqJkKgJ0RWtgFdMXZQ0yoEmiCddQGKGAKmvaFmdSNAoLz54+QxqClz6PDQPkM2CWm+aggw7KfOUjR4487YILLvh9/M5/0pm/latrygHdxUUWHGnLv/nNb8aq8JB8ukryUFlPFs2qYkEnGFlQ51nXeZKlKUBivWIdA2GSUZR0It8zwAaiAFtxyVjetGGfBvb4NaCXDansSLOB61ls39Vn+aAlwK5fC6mU/YirxbqF9OKyz891Y/+PjZsOaFfRckC7AOLRH/jAB1698847KxXfjGysM7KhchY+eXHU6Wdbuc7OoiLL1s55qMFDfMWazkqRG1jxsp6RfNdEdwBKLGcsbsVqyyLGtw3cO7KGkdrThm3S1unL+PHjs+vL1cHzcE+9KFQMimP82sBVpHspuSUe617wxi5XjhzQrkCK8uWXX35ahNBM/Mu2qp2NebaWcpoFKGsyzcZDadKHrgHwgG3qVuBauFdUXF81NjQQCLBVVwNfM4DEwuYYg3Scw3FcHVjjAF81NPKSUKzSabe4N9mPhPjhg7ezwuDH5h64YugvwBa00ezZs7NUcaWLx+fqtfv/eq59WQ5oV6ZJkybdOn369DOihfr3WK0KTxOw7HRT7LOuDpQODqZhcimsgbN1a6iqXBpHDfiwfFnjugDoRFrQls/AEShyjuYfBOC0J5qCZ8EXjZsjL75bfdICdAVhrpHNFBP7h2XeBtl20GtGFmUT8gz0hz7Shw9/+MNZIg/hdwx89hG5Xa4i5YB2tWvp0qUnnnLKKStmzpxZaWOI5Y7Ic1Okcwim2XzaFphlOadtVDfDtkeakoqoEsAI+AAy20AXGOL+oJ+4O7B4ASmwVA0NrpcWhMpLntHzcm2Ay/m4UrDOOV+ZlTaRBd8ybVWbBEDzLBpoPeKII8KECRMU+jdgd/2tXF1DDmhXu4jqmDZt2meOP/74/3rwwQfboWp/1iuxw7o5rPL8z5ImhbUQtwNtWKzySaMUnMp4BIrAmf24HYAikRwKdwOWAJ22RH4Izmm0RV6BJKDKeXKJ4EvG+uU+2m/bypLWjC7EiPMCweetrMWvfvWrmV/6vvvu67f7/2qufVkOaNc2Ovvss//7hhtu+NTcuXNPFgTT6Ix0O/VXo9QfLUvcFj6y8FVVPGXrpfdCsrKBHUCmrXzPDCjKmlbkBq4J9mkgMc+qt/eQT53rsa0XAn5t3CTKcuQctjVoyAvDJvhwDcquEvZ39NFHh+OOOy6rK11XV+cuDtdOyQHt2k4RaP/88Y9/fOnMmTPr0nkKkaxo+9kOFkq2CD5K/dVK8rAuFLZVxtNK11WEB3AE2KyxXDlfg3XAmfOxnu1MMVqnhaFYbOlUHVe9aYCPJQ2kuSf3wIXCfpZC4YW8SH79619TjjR89rOfDYcddlhlvD7VA7cEl6sIOaBd26mxsbHlkksuOeJjH/vYorvuuqvCQitNw0YWzBZ+qRWdHrdQlxWtfcBR/l4rO7BIVAfABoRYu1jTAJOoC/zWwFRzE6L0JZOGD6YvGM5XnzQrDFXz2NZz6GWlF4GuY58baz++7MKpp54azjjjjEPjrqd25e/j6jpyQLtydemlly6Ly0dHjx59/0svvVRSyD0hpZ/TkDZUKP5YljZQtuDW7CXptRHHCIpQjDGDgZyP9awpsGzyjHWxpG4NLbqPhS/XBPptg3ztcJZSS9y6Uuz3hRuE6nfDhw8/LDigXUXKAe0qqGhFP/D1r3/9MxG2P8QPa/3RNj5an5Emmc0bJLRK3QxIVrQkSNtBSgtXHVNUBSDFYmZAD8ua0Dhb6znP3YIEaLk47AwtArQGS5WkktcfG7ZnjwvcnBsB7wOFrqLlgHZ1qAjoH11++eU9IrxmkHCRN2goKzGNK0Z5VnTeZ1moti50GoMtMKbWNO4MCjzhSqAd7o68GVPSe1rL2c7crV8I8mvrnpqQ1u6z34dcNfZ7sNOGtal6t/xhXF1CDmjXDjVp0qTvX3XVVQdGC/AsMvcESFujQut0kDD1x+ZJ8MTCBH5AkkE4xTmrCFIaiy1xDyCt+GX80wDbWs/2PjrHQjm1oAVfBgR1Lp/VR3vNVDaUUPcyLwr/N+cqWv4/i6sonXPOOV++/vrrT545c+Yo64aQ8rLy7OCiVMgnrW0NDFJzg5A6XgIM+lH2s5DvGylEjzbUilbtjjRqw/bB+p01O7msdVndRIKQsagXAy8OXgDpvRUuiNKXgrXgY5tuu/J3cHUtOaBdRWvp0qUfev/737/g4YcfLlURpbwoDcHZAjWFcjqQJmlCVs3xZ33LGhTMS5DRPbC42cbdQcKIdTFYi966NyycUzeFBgp1X/mj05dL3kvIvgTULr6AeuyWP4arS8gB7SpaU6ZMWTxt2rSpcfMCYo9VA8NaqSgNW8vzO6fbin9G+KIpzs8+6nBwL1ntcjNoRpTU1y1LGpgDdaxdez/rL7YuDsFZgBaQuRfWOIkwKC09an8xSGmkSPKcvXffX8S1r8sB7dopnX322RdGyHzq+uuvb8DPi+83jdjIc3ekstCWGwDoaiJXRVBQVwPYyn1hBxTZVyhOmnPxXQNpTQZrXQ+CshJUtFaKt2pfqxqe+mor/dln0b2tlW6/FwNor8fhKloOaNdOa926dSedfPLJzz3wwAMlAFWV6VKfswW0hVUaXYFUG1rlR1XnQnMWphYwop1cGmlEhVwXFFcikUW+Zeu60GSxqYtD11E9aV4QAm5eqF5aHzuFs/rT9rnvHviTuPZROaBdO63GxsZ5M2fOfGTWrFnHKu7ZFvZH1nUht4Hdn7dQzwLgAmXAyDmsNX9gej5i0C4NzUvdHsRFk3Wo+s1IYFYlOhY9g2DOWm4X7sG9ZL3bkL88l0YqE6niNaFdRcsB7eqUIqBeJ7WasDtka2lYCV4a8JPlrGM2woEFgArSmqsQSKtEqT3PWsyaziqVAIo7xPqyrfVsfdCyvPUCoC8kvAjQ7Jd7JbWO7f2sda0+t+2r2ZXv3dW15IB2dUq9e/ceC0QZhNNEsnklSC2glTyitnlWNBBUkSILdTuLeDrIKOt8R5BGvACs5axt6yZRP1kANH5srs1akRzyf1uXSqH7Wj97/L48isNVtBzQrk4pwrk/0MR9oBrKNnNOkJU06Ic0CJguCPgpFjq1UG11vDQKBCuXNS+MPCve+r1ZACzwtdEgdqEPyhqkT8RD2wQd68LRPaSOYB3vV7ndQZergBzQrk4pAqxMkCKSA+tSbg7WmqvPWpGKrpArw04YawEnv7N1h1iIpmVMkSDNcaxdOwWXPUdtBWfr2pBSH7YFvyx2zrN+dXuufYHY/nGf+J1sn+XjchWQA9rVKWkKKKQZruUCkIuDWU1UF8NOOCv4tg2aZW3z3BC2AL5cD7qfdW1YKDIY2AbCbSI/0lKjWNA22Sa1enWOXjp6ERFamDetl3155MV8a+EZzjzzzD7Tp09fvXv/Iq59UQ5oV6cUrd8WzTyClP1HSJsG3lRRjmOAGgngio6wkJYAr51eCikMT5C22YoWmOynhgfx04J0WshJ/U2jPlLZuhvcGyua51MpVXtN+zmNt7bPwOd471HBS466ipAD2tUp5bkBADTWL1asZjvB6uQzA4kAW24PuTt0jRTSyhZMfc555T6tO0NtseZJVNG+NH45LxxPkstDIYR85rkUzse1OiqpqjZ56ehtL5aG4IB2FSEHtKtTivCtyIM0EGZ6KAAmSOP+wJLG+uS4dS9wHOtakRoWxPLbFhoYtJDNAzBFlkgyySn5mTsIKdn9+pXAWlEiArRtm27rcx6o4zMP7cx37up6ckC7OqXyNl9D+vOeNS4GAReLmUXWJ5YtgOazIiispWxBCqSVpWiVV/wolfrES8GWDEWFCu6rjXzfNqMQF4cmAtAEsYUKNukeeVEefI7netF+V1FyQLs6pQiZzDlbCI6AWAkd+G7ll8btID+uElIUI63kD7k7bEKIDc3LS/0u1A8dT1O903Y24sNCVb5wXBzspz+FAJ1eM89Cb7PmPVnFVZQc0K5OKUIncyCnwGw7lq2J4pA7ABArKQSXB8dY+Az0FOlBO51jsxNTH7NVIfBKiqtOLefUPZGCVCnqmvaKfRoITQv35/UjtZ71XPGXhQPaVZQc0K7Oqiy1EvVZIFQ8NAJMQFgxzgI21qhcGYpLVqq1JoRN63kUUt5gnfpEX7iujcDIg7SkcEBZ0Ez6inDNIEV17Ch+Oi8ULz6TF+13FSUHtKtTitDKKJw3awrSZ6Cq+hrsU/q26l9gPQNNZe7ZxJE2f+02oXX22ulAn9rbPqQQBrpyoaRWcwpoXU991qCmBg/zXBgdJaporQQdl2tHckC7dlpnn3129/e+973ZtrVGka3HYaeAosaGjYWWhZwWKAJ8yJb9ZJ9NWNE1pTSqww4e2kX70+p4Kejt9dRH1ZSWH9qmo6d9yRu4tBBPQwpdrkJyQLt2WrW1tfVyXVjLEAmscnWklnslM30AACAASURBVCOgUy1mlBYbsoN5tFGNjxSEefe2EM+r2ywVmq7LSj5oTXGlUqXAGT80kSrpwGJ6v9Q67+h+LleeHNCunVaEVX98x4WAk4auyRIVpGXBpgN3KLWEbRLKjmStZSkvyiNt05FPWiVPOaZfAcpQTK1zPVOhwUc9ky2d6nJ1JP8/xbXTihZodSE/ahr7m2dN6ye+Cg4JyGm0BrIuC1s3w9b2KORLLgTdvNhnC9FCscwaYJQ7Ji88L72++o9syJ/LVYwc0K6dVoROz7wiR6n/1rTP1nk+ZFvQ3hbRFwx1LL2WanMonlpKz+nIck77n55nrWK9TARoZPuYd36e5S+L3OUqRg5o104rgrSbjWKQBLV0Ju/UEi0U6SDoMvNJVosjgnDgwP7h1ddeD2paGtpg3/Yfcw5u2LCxfW5C9SPtl71fOoiYB1JrzSuSQy8lAE24ncIDO7LYbR+QDxC6dkYOaFenxOAZSgf5tFYURzpQmEI7D6YMxJWWgOLWcNJJHwl//tPsUNurVwZDkkQGDhyQZSr27tU7A/Psuc+GV155pT2d3F4r7/pDhw7dKStWERsWriqHmjfgWMiK5rMKMLlcxcgB7eqULJgtoEjeGDZsWLadgbYtYkNxz5L2K+rj9ddfz+Y31HUqKra6OVavfjOMGjUy7D9mTLjr7rvD25ubw+GHH5ZBun5IXXhzzZrQvbo6Wt6b4jWWbwdpK/ZTS0P9Q6nPXO2sVEFPIYA2icVeO8/dkwo4uxXtKlYOaFenlCaEWPXv3z8sX7683QVgCyGlkRuCNNCsr6/PIC1Ql8Vzn3jyT6Fb96ow66knQ2VlVYR+ZXj4kUfCmjdxg7wNCbOoiuYI7pbWLe1lTQtpTAR9nk88tYBVRU9JKTaqBHEPzfKdRnSkoNa60K8Gl6uQHNCuTqlQZATbwAsYKT06g23bIFtaKD+dURurG1hTQ5rzcWVs2bK5zV1SFrp1q2qrgsd5W6vgbVi/dfqsqspu24XmWb8z16VvHVnNea4K1RJhrRnG0+fICy2019azAnt3cbiKlQPa1SnlhbchQWnw4MFhzpw5uVEVheCu6AiujauCyncAm6JKmk6ruXlzhFw+4DRLt6x2wZDzKBUq10aeCyQvusNmM6owkk09R2mVPBsWaK9tp/ryKA5XsXJAu3ZJhQbEACuuDnzLFmA20sOex4J1qkE33COAGTcCrg+A/+yzz25z7zR+WosG7+QDZ9/IkSPbzysm+SXtc17mY0cvKLVJ+5tOdutydSQHtGuXlWd9IqIlSIlOB8XSWbR1Tppxp7horGfmGDzwwAPD0qVLM3Dbgkpa7KCjTTnnRUG0h/zK9uVgnyH1TefNmqLwQha5PfKgnAd3G9HichUjB7Rrl5XGN8tCBa7Dhw8PCxYsyM3Qs+dqW3BVfWi1xSeNm+LQQw/N4qSXLFnS7vZIs/kspHGVAGhkB/DSaIu8xBrJzj9oXzZAP00lzxsczPuuXK5i5IB2dUrpTNraTmEHHF977bXMVWFVKKnE7tegoixQBg1xmeCbPvbYYzNoL1y4sDWCuoTojdQyZs0LQuF96aBdnrsihbheOIK04r91noW3vVbesylMz+UqVg5oV6dUKDkj3aZdQ0NDmDdvXva5UOKK2qYV6RTipkw+trdGdmzJ4H/MMccQwfF3cfmPxYsXf+L555/vpwp4uFgUtWGVF6tc6EWhY4pEsZBVbHT67Gkau3025IOErmLlgHbtkgolZEgcY4orljVr1mwDX52fF5fMcTv7ibISNQCI9dx2rKSmpuYHt9122xHxtH8/66yzDolW9jei1f5Pmv3E9qWQtWyBbH8dWHeIfbloMtk0k9I+U6FrdjSXoctl5YB2dVqFki7yMuqIopg9e/Y2bex1UkjLEk2nqEJYrfioGSxsg/eEM88881PTp0//ybXXXjv7xz/+cclzzz0Xnn766YL9sp/zIJ0mnVgLupiBvrw46PRZXa4dyQHt6pTyXAJ5LgsJX/KgQYMyH7I9ZsPs0uvK2rRuDwBpZ1ihiD71OeL2D04//fRfjRo16pjRo0efDJzT/ti+dvRM1tWSDnriPlF0h1wvNnSuI9+6W86unZUD2rVbZCvESal1WldXl/mP0zkB5cJQDLSVBbjacg0gTd0PwM/+COmqmpqaRw8//PARN9xwQ3ZuniVv+1pIKWzTwUTrt7ZWdaFIDn3WRAUOalexckC7OqW8RBOp0OAbFigDd4sWLdruWhbkeb5bC2gVKuIYySiyYJctWzb+tttuy3zdqfJile098sLh7DMoftrGPdtYaRsZkuePRpqJxV0crmLlgHbtkvJ8x3mShUnCCYWUCIuzx/LihlOLNQ+k8lNrEJGQvvS+9rr2msVY0elAYXrvtH3ePSUB2uUqVg5oV6eUF1usdd6gn6TwtxdeeKFgEkdq7ea5KiyscTEQZz1w4MDce9p9qSsivb5kfdBqq225YxDWvELv0heNfbEo6sNjoV07Iwe0q1Oy5TjRjiIWLACZFRtLmlA5HcsDeQp7fVa4m03FZgBShYvyojLSPnS0Lz2mF4IEZOXiKRTHbZW6bdwH7SpWDmhXp6TBubyY4lR5A4ckr5CynfpwbZxwes00rVrTTTHtlU1I2ZG7xbbp6HMKaPUxm47LVKbLe0lZ2eMaWHS5ipED2rXTipBpZnDOfN5h6FraBghPmDBhm9KdtrC/tViVTi2w2ZA1pWHb+1kLNQ/WqUWrfXmQTrfTgcGOXkg2+gQpE9LlKlYOaNdOK0KmSdZrOuiWF9ZmP1t3BZEYSuXOi7JQ+7xSn3lF7/MGE/OunR4vdA37XIresEuhmtjp9dRvnpWBQk/1dhUrB7RrpxXBuqqjGhfpdqGwu0JJHel1OnKj5AE3716F1JEFnEZp2AHKvPZ519ILhoWkGhX+d7mKkQPatdOKP9VXUWqzUMSGjY7oKCkkz2ebB/A8X3favtB6R/fLa5P6jO1902JPO7pf3vFiXhwuF3JAu3Zaa9eufc3O7VcIPunxPPhqvy2kn3ct+3lHA5J5AE4jRFIrOG/AMC3Yb6M00gHENOwwFS4h67t2uYqRA9q105o2bdrGO+64I9su5HPOCzWT0plFsolfN2zIwu+KEUWS0rY7skrTVPQd9bej66WhdGloYd6vChul4ha0q1g5oF2dUhoqlucOSI9LabF/FlwmeSp0rWIiR/L2d2R9W1lrOS/BxS72numgad40XHHxQGhXUXJAuzqlioqKyKDWko4gmec2SIEnsO3IRWCvh/WcN8DYka86bZNeM8/9kjcYSKicfgGwUEmPaBTqXa9bty47l4FA5mJk5hd+GdCOyQXmz58fjjvuOD47oF1FyQHt6pQ2b81Zzsqz5YEudScUiju26gjOdlvWbTpjiT1WyJ1RKHKkkFWtexCBQZEnYIw/mdTyIUOGZFNgsZAsozhnYsQVlqf7aZ7FlStXsnYntKsoOaBdndLatWtXRQDVFeNm6CjyopClnV4rz3+b58/lc56PO/UJ5x3L67deBCpxiqXPZ2Ccd900OcUCmm2u0aNHj9W5X5rLlcgB7eqUoiU4M4LmAlWls+ArNACX537IA1x6PXuN9B7p/vR+eUrPy+t76q/GKrYFkphhXHMf8lkRGrg3sJRpi18dkGv2b86hFOrQoUNf2tnv29U15YB2dUpf+cpXLoxg+sIvfvGLASkI82oip+tCg2up8izkHblPLOx3dM2OLHhr/RJWqG2ArExK5j3ExQGsATG+aF5aVNbTeQqxo+3gwYPZ98P8b9Xl2lYOaFen9dZbb33yPe95z0NPPvlk9jnPqt2R7zfPfZGGrKE0QSTvGtb3XMgCt9vpcXsdLfJBA2HArKgMZNtxHgDmGkAZYGs+Rc2hyAwwsd09N99888rOfeOuriYHtKvTmjRp0u9vvPHGuxctWnTyqlWrtrM8JcGvUJnNQi4Pfc5zOaT3yTvWkT873WevR5U9Flu+NL0fUAa8mtkFANvJA2xCC+4R3BsR0Cvuvffefyrqy3W5ggPatYt66qmnPnH00UcvuOOOO4ZpVpNCSRl5n1MgF4rsyDueF2KXdyzvXoV83YTKETrHc6iQk6xqAVsRGsBY8xES5cGi0DzcHbW1tdnCvgjnt4YOHXpQ3N6+ypPLVUAOaNcuacaMGcwAO3zBggX94vrQCKvDI6jGr1y5ctT69euHR9ANfOutt6oImNaksIJ4mghSyDpGxbZLlWdRFyp2ROgc8cvIuktwb6jvNkZaA4MKobP9UqQHS69evd4eMGDAQe7acO2sHNCu3aLrrrsOsj3Qtmyn008/vVeE3N/95S9/OSaC+8i4vf/atWvrI9DI2S6zbpAdWdOpOhr0074dXQuQrlixYhugC8K4MTSfIBazLGj9YgDedqZy9uGPJja6qqqqafDgwR+bOXPmyx1/gy7X9nJAu/aKoqXNVNv/27Zsowi00q985SsjIgSHRBj22LBhQ1W0WrtFSPaKh4kS+buePXt+NFrpvRTahhSnHIHf/jlNXpGVbrP/0jhl2uBDj/BtbdvfEqHLdkuPHj22xHtvidtbYrvmioqKt+N6U+zrpm7dum2sqanZVF1dvTG2WRNh/Ea8z6rYdmVcvxzXT990000L9/BX69qH5YB27VVdfPHFgyL0RkbANUTY1UWoDbnxxhsHRaD1jYf7RIBWRDi/HdfNbWnTvSL86saMGVM7ZcqULGX6gAMOyHy8ZOW9+uqrWVgbC+0Jb2O+Q7aBOeClDREYhx12WHZ+nz592kGtqbvWrFmzJVrQb8b+vBXvuSHuW19eXt4aP5fE9cbY/pXYr2ebmprmrlu37ulLL7102Tv9Xbr2fTmgXbtFkydPHj1gwIBTI0wPjIAbFYFWFwHZc8uWLd3i58oIwgr80BG07a4C1lSmwwK2M19rQloEeBm4e/nll7NsPuALVHE5ELamOGMWziMOGQCrQD6uB0Vk4HLgfK5dX1/fDmlcFRH4ZfFYv2gR9wP++J3pF8c5j/O5p8LpHn30UfqOVb053mtLvNfmeM7a2Nc5cfuJuP0MIG9sbHQL2tVpOaBdnVaE8qhBgwZ9NULtk7W1tQPvv//+9oQNQsuAJjATQCVZt8AT8ClETXHHclPILUF7IiuwhgVg4Ay4AbwNdwOqXJMFQAN12gH1xYsXh1deeSWzsjlffVT9DPrKPQE27YE51+EzA4jcn3tw/7Z7lMV2rLIXRbxObVyGxj5/TJmEs2fPxtLfGPu/Kl5jSezL3PjSeSy+NH7nVrhrR3JAuzJNnTr1BFwOEVA1EVosRGX0irDBD1wTIdg7wqdv/Fwb29VEq7Ln+PHjSx966KHwxz/+MQOlYoC31lEK7RYxoBK0AZ+gzFoDcRqcY7/AKatVWXu0xRrGtQGQ2Qa+gFiAVhv6gPXNNpEZGsgj7G358uXhmWeeaR/gk6UNhOmLDaMD+Cxci/1A+7TTTgujRo3K+qbZvdOyovSHBcXP3fv16zcsthsWPx4d73k6L4NHHnmkNV67KT7DX2I/n4vrB998883b3ep2SQ5oV7jmmmtOHzp06PduueWWDGjIxvuiNjdABiUWtuW/jee2A0nWrE3WEIQVK5xGSmjwTkDnugAMUANNAInLgfYRYNnLAAnINuoDS5vjLHZ2cNZYz/ZeqfJC9uRy4RgvCkD92GOPZZY8i9K+1c4uNjLF3k+WPi4f4F1dXV0fLfr6AQMGfDjumnLddde9Ei3v8TfddNO63fhndr0L5YDu4rrgggt6HXfccd+ZNGlSsIkmWqtAkNwQgAWIq5qbwGPdElrLUtZgnELVpDShRW4PIMh92Cd3hSxg7o07gWupj0jXkBWfpnurrYV5OjOK+pSex8LLggHGESNGhCOOOCL7rGxCuUEEYrZ5ocga1z6F6GnRS41tG1kSn2HYmDFjnovXa2jxKcC7tBzQXVyHHXbYvXfffXcFflmB0P5cz4O1ZOtQCI5YyFi9ssCBkmAuq9KC1YbFyU8t8FmgKbbYDiLa+GZAp9rMbFsQ6zlsvQ7du6PsQ14qLBTer6uryyxmJguYN29eoP4IlelwsdBvjh988MHtM8MoiUVunLyiTnnfQVvkCt/Z0ClTptwZd53ciT+rax+RA7oL66qrrpoYofPeF154YZuf5NbdgKybw8YPy0qWgFk6V6DArnTotIgQ15TVK2tbkRU280+wF/gtxFlsViKAs/22LhWdm3dc29bSpm+vv/565rdOrWq9LLgfFrV832mctQZJtU/fR9o3e/+2Xyz/OHny5P/T2Nh4x678nV3vXjmgu6hIDrn33ntvnjZtWjskBL3Ur1sITNb9oDA363fVNXUdWaSmD9l5srAtxOXysLDjGAOE8kHnFTHKs1St7LPmWdIWmOnAX+pn1r3YT4RH/D63eX6b9q1n1cCi/Nb8KlDNDraxwCmsxLotg/FH//AP//CrqE2d+0u73s1yQHdRff/737/+nnvu6QkEAAUhaCR0IMACLIqdZRsJQorY4HxAhGWpwUVFY9h6FrKm5Qog/I0FyTrHH03feHlwDDeGLNW89O+0AJOVtfhTCNsXjvpngZ/W9ZAUtaKXEsc1WEo7WdC4fmz/rPvIStXxCOerq6vrMWjQoJvi7k8X/cdw7TNyQHdRRXB+6umnn27/ua3BN/lyd3ZsSv5oRVCkcATQQFsWI/C30JbP1kouDSCvuGdghi+YaA3r184rpCRZv7cG/LSt4/Y5VL/ZgrOjF0EewOW60QuQZBcVXbJuGn4V8H3wMgPg3Ju2HCOGm18Mffv2/deJEyeedvvtt2/cqT+K610vB3QX1EUXXdTv4IMPrtHPcaCgn/CyBvOAuTNKoaWIBQbW8OkixTkDXCCln/ZW6iNteIlwXcVUy0LNA6VCAPVcacEk+bSBJvcVTOXTJmIjdfMUegHYNvb+3Fe/QjhmZyNnzT15frmIOEfx3LLi6Wf8zso++MEP/t/48aZd+qO43nVyQHdBxZ/OJ8yfPz+zzvgZjfIqwBWC0c6oIytUGXosQFvAxlomIYToCQl4AWlZ0fSb/ttBOQ0Opla1rNU05ppzcZ9gsdIHuRY0h6D6n8Ztd/Rd6d424cXGeyssj18rAFq+aP1S4N429FCZjSQJ7dIfwvWulAO6CyoC8GAy6XAT4HKw8chSHqBSaZBLg3ZNJJmURuCECKOWVsgVSlpbsiVeKZR0UEoUWWAz6EZRJOCp9gBalesANlYuMdNyheiaig6hX8Be/l8LSCXbcJx9crdYsFrZ66cWdbpP2zbEzoLbxmCniT2az1D1p83fYPDO/6Vd73Y5oLugoqXWoJoVgA4/KLKgttZfIWnWEcCWxTsDvmgFlpa1DZYB6RCBt3FDCM0toaLtZ7yKEO3IOidrEChL8j/j6lB4Gy6TPMscSxvwabJXRU+kFq6iVhBrhQFyXuoWSd0chdweNuZasd3W/63rylIXjLmvrQ9iQwfjdzFgR39X174nB3QXVIRVfyzKYcOGZUDA0kx/yiMbmyylP/etOyGwxMMlrW2Db1s/Rtu5PK63+os1UJa6CvJgjXVrLVK5AWSdKv07haMKGumYQAe05V+W1Q8UNVO3ZuFOU7Pz+phmJab7uQ/fMX1EAwYMaM+OtJa2ikux8H3bGGldjyX+2ulfzN/WtW/JAd0FFeHT106Kai01C81i6lXIGi0tMe6LbZr89YMGwgBl3nXThBGlU6uPnC/AI+vaSAfo7DFZxqxlwWpwjoE7tdEUVTwPA4e6Xvoi6eiXhZ5BRaJUolTPn4bq2RcgQOe7GTRoUHtavHlZOqC7oBzQXVDRQqy1oLMZgmmkQ0eSm6DdVxoE8PwQPa6tWOA8pf5cDZBRspOKdO973/u2CY1L/eRay02hY0BZlreOa5AQny/WtiI6BHbdI7WS0wG89OVg29hBSdxIegHKYk/rmKhetdxLZoCQv9XADv8Yrn1SDuguqO7du/cSQBSzi/IGxjoSgAd8mQ97m6b6sK2VaX3dxYh2QBM/s0p/4vawALT9tINzFshyOQiYdtosuTbavpd2f7B98RT6JZHe34I6BbSSV3ge7qcBzvSXg0qi2oSatmv0LupLc+1TckB3QcV//DWCs61Il7o4tC8P1IpHbk/V3tKy1Qe99WjufXWOQF1INolE2YiADYAKtBaQ8oUjwZD2+Jk14wqWu9LRNRAn2SgKJZgwGJkOEnbUX7tWUgx9NxZwuztFA5yKe9bgoI0gSaEfn7vHDjvi2ufkgO6a6oGvE4uUKmwCQgqkjgAlS7QdtkUYxQBJrocdSeVEEeF2wNOG9FkL2laD00AkIFfNC9WwVtQG22pjfdx57oe8kDprUVt3DJLvWSGIAi7Al4WuxBT5mfkO2cdL5LXXXmuP9db1Ufyu/d9qF5T/0buYTj/99IqTTjqpFHDoJ3a6SDtK9xacsnYlEWwleJ+3hLKSitDuid7qmM7aK0EDl0VHkvWpeygbTwOS1oJOXyhIsd36dSC/t0qREmfMPrkzrJtD7p40XtlatAKyzge2DCrqRaCa1oQJ6jwNjCrlXTWkFerIevDgweGEE07I7smkACtWrGh/Nvp+1llnDbj22mtXdvjlufYpOaC7mKLFPIYkEPycaeU6awkWIzuIWBKv043rNMef6aVtVnVpWfw/LC6tzRmnlZSxoxhojikULx1443xFQ6S+Z9svwVl91MuG52Yb6KdlTO1LyvqzdX9FvQiyArMmEtD8iPZ6kp0phsFA1d8A4mRELliwIPtFw/6xY8eGY489NoP6gw8+2O5D79mz54h4KQd0F5IDuospQqEvP6k1UAVEZHEqKkFZd8X4X6WWUrIGW7fGQbfI4xEhCZBbojVaUpoLrrY+tUPIapsXwF99se2haYX6p2JP1t9sy3/Kz5z10LhJ0mvaOh5cB7CqVggWsuKcrZtEL5f0xaLr2YVrDh8+PHtZLFmyJGvLr4tZs2ZlcyaeeOKJWaw6x9pKshZfXtC1T8gB3cUU4dEDa08A0zx7QFuWp/ar4pwduCoExZJkd5ttm4EaOLe3y4ngYE5D7oUFyb0XLVr01+skVrKs3tTSt+C3ZVLTGGaVN+X5eGYBX75hFWDSoB6LaoBwLunxdo5CpD5pALAjH3XegCIvSixn61+nb7/73e8ygKO26/+1mLarS8gB3cUU/+EvYS3Y8g9fWW4anALYsqQpWGTD1Wy0Q1q3Ig/exVjhxDgrLZv7AWiFurEfX+yQIUPaLWGURnLoXnmJNLpWXg1pFVhS1iRhfHwf7OfefBe4hKzVq/vnvbA6GmiV28Uu1p1ixwBsuJ/6F5flO/wyXfuUHNBdTI2NjfNmzpy5PoKmpx1ww5dKkoRgApyBk3zBdjLYvBRtgdqCO60gV0hY9JpN/MUXX2y/D+e+9NJLGSDpz3777bdNDLQFnIWg7Ze2OV8lSBXhITizzfOrZrN9djsDTPrMVjbCQ88v/7V+kaj2hmYe556aLX3kyJFZwgwTE+CXTlPh22ptLy74Jbr2STmgu6DWrFnz9SOPPHLKE088UWHBZqeYAhoqNKQZQfjZLStWxeXVXjCyULJxynnwTqvG2XhsfVaEg9wReUkq1oJPj+k+qvUsS1hV7XgeXkwA8/nnn8/CDm36dfoCsPvsQCT9A/C2yJR1xeAesRMZsF+1sfmesdobGhrC0UcfnbWZM2dOoCSs+hFfGJtnzJjRcfiLa5+TA7oL6qyzzroqrljCl770pYMjBD6yfPnyYyIwDovLkAjfdrMxDSvT4BrWpyq+CdCqqUxb+XLtxLK2FgWybhOBzSaiKH4YCxqApcBPXSvyLWOZco6NAknvm6ZhY7myBtY2icUWhBKQbR1nRXHYCQWwwvUSsnHf1o+vZ+EaWM68EGkLlBm0HTduXDZIeP/99zOzyvII/wd319/f9e6RA7qL6zvf+c7cuGKZpn0XXnjh4REWp8ef4l94/PHH261OCxtBO53TTxDGVwvABSzOlYtB8cgajEsruCG5A7BKqcEhC9oCLs8HTRumirJgLuSnti4EPY+13u1Cf4E31+dlgfXLc+A/t/MPpkpnRpdsZAlg79mz5+L40ntm4MCB5dXV1XWxSe3cuXPXHnLIIadeeeWV83bmb+rad+SAdm2nKVOmPBVXX5w5c+aJjz322DB+mgMgwTiqdciQIWsiSGojqEoBVRqtwFrlQAVhuRiURcdaVqbqZ/BZhYUEViWaFPI7S9bSLVY6x4Yd4n/WoCEvGSxaxH6eiQl2FQ1iXRaoLWxxS3y+dXH7jWhZr2poaBg0Z86cEQx2qn8CNN/Dsccee/ktt9xywS78yVz7qBzQroJav379D8aOHdvI5LJyQ7SV41y8ZMmSUbQ599xzGyK4Phzh+94I6/EROONXrlxZQ8qyAGbhJSvVWuCCsa1Al8LXZg5aCKe+YmSL8kuFBva0AGIG5ziHiBFlPRLZQiIJfcteMCWloVcvkkwqI9D7hbII2mhRr4jnXRnvwYttTnyxvWHvc8kll9QPHjx46a233truR1eNjgjqjQ5nVyE5oF0FNX/+/MuOOuqoM6P1V15RUVGCcFPU19ffrjbx5/fLYetkptmEpjNmzPjOT3/60y9Gq7eb6jIrbA/gsaj4EZJFbEPMjKW+DdCtBZ2nPFjrXNXlsDHPNmuQeGPFRGOxY+1iyfPLAakwVI9oTTdtbAob1m8ITZuasmeLbQdGAF/285//PDdO+dJLL112zTXXvBL7PkwvFvnae/fufd+u/ZVc+7Ic0K6Cuvbaa6HogGglF33O6aef/iWWCNayz3/+84e/8cYbY+N2TYTb+pqamjk333zznE9/+tPdBg0a9PFVq1b1iaCqjxA8MkJxdGw3KFrelSpkJFl4p0kqsqjz/MqCu9orDVuWOucBXlnbwBbfsqYDsy8OFUGKH1orqyrfqKmuWVFaXrYign15fOm8Fi/3QkffS3ym0w499NC7+GHGgQAAAZpJREFUZs+eXaHqebFfrf369Tur6C/X1eXkgHbtEUXrEP/CrLalXTfeeCMrZn69Le+8CK3SL3zhCwMi0BsixD4EvKPFvf/atWvHzZ07t70sp1wFaeYe+wCsivIrmkJ+7XRgUwWjAgmPJSVNvXr1enPs2LErBg4c+GplZeXLsR9LqqurX47tF0fIvpC6L4rV+eeff29cKidOnNg9QrlvvNbbr7/++tqf/exnmzpzPVfXkAPa9Tellq20Xd62tMN9xowZi+67774RgJeQNlwlgq9qeQBhzeKtuhZtYX6tDQ0NG6MFT6GhV3v37r0ytlsZz10Y982tra2ddcMNN+yVLL3bb7+dEc9le+Nerne/HNCud4VWrVr1z5/85CfPilZn/2ghn7xw4cJtwuA0cBjhff/IkSOfilbq2gjuRc3NzX/40Y9+9PI73X+XqzNyQLveFbr44otnx9Xn2L755ptXffOb3+zHtuDcFsK3edasWR9tc6+4XO96OaBd7zo1NTX9cMiQIV9ZtmxZe3gegO7bt+8DS5YscTi79hn9f+JOX5oq0sU+AAAAAElFTkSuQmCC</Swatch> </swatchLibrary> </Fixture>