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ACME AECO 20 (ACME_AECO 20.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="AECO 20" ShortName="AECO 20" Company="ACME" Version="3"> <Copyright Notice="© Avolites Ltd. 2021" /> <Thumbnail>45e134d2-7a02-4991-943c-3f2d58f66096</Thumbnail> <History Date="26-04-21" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="28-04-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" /> <History Date="29-04-21" Author="Nic Morris" Comment="Fixed missing colour 2 dmx ranges." Version="2" /> <History Date="03-06-21" Author="Nic Morris" Comment="Revised blade calibration to match ACME XA-1000 BSWF in response to manufacturer request." Version="3" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="b477d14e-a9ab-4bc9-80f2-da47f3627efe" /> <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="Cyan" Name="Cyan" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,255" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,0" /> </Attribute> <Attribute ID="CTO" Name="CTO" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="CTO C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour 1 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 1" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Colour1Func'==1" /> <Condition Name="Index" ID="8" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="9,10,11,12" If="'Colour1Func'==3" /> <Else ID="13" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="8~16" Colour="255,0,0" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="17~25" Colour="0,255,0" /> <Function ID="4" Name="Pink" Display="'Pink'" Dmx="26~34" Colour="255,150,150" /> <Function ID="5" Name="Orange" Display="'Orange'" Dmx="35~43" Colour="255,128,0" /> <Function ID="6" Name="Blue" Display="'Blue'" Dmx="44~52" Colour="0,0,255" /> <Function ID="7" Name="UV" Display="'UV'" Dmx="53~63" Colour="180,0,255" /> <Function ID="8" Name="Index" Display="'%.f%%',0~100" Dmx="64~127" Colour="0,0,0" /> <Function ID="9" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" /> <Function ID="10" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~194" Colour="0,0,0" /> <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" /> <Function ID="12" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="189~128" Colour="0,0,0" /> <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour2Func" Name="Colour 2 Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour2" Name="Colour 2" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6" If="'Colour2Func'==1" /> <Condition Name="Index" ID="7" If="'Colour2Func'==2" /> <Condition Name="Scroll" ID="8,9,10,11" If="'Colour2Func'==3" /> <Else ID="12" /> <Function ID="1" Name="White" Display="'White'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Yellow" Display="'Yellow'" Dmx="8~18" Colour="255,255,0" /> <Function ID="3" Name="Light Violet" Display="'Light Violet'" Dmx="19~29" Colour="128,0,255" /> <Function ID="4" Name="Light Yellow" Display="'Light Yellow'" Dmx="30~40" Colour="255,255,128" /> <Function ID="5" Name="Light Blue" Display="'Light Blue'" Dmx="41~51" Colour="0,128,255" /> <Function ID="6" Name="Light Green" Display="'Light Green'" Dmx="52~63" Colour="128,255,0" /> <Function ID="7" Name="Index" Display="'%.f%%',0~100" Dmx="64~127" Colour="0,0,0" /> <Function ID="8" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" /> <Function ID="9" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~194" Colour="0,0,0" /> <Function ID="10" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" /> <Function ID="11" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="189~128" Colour="0,0,0" /> <Function ID="12" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" 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>b7730c46-c7ec-4ee7-9b75-c13f86638679</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~15" WheelPosition="1"> <Swatch>3171094e-8c80-4f98-a4f4-14709410a1d9</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~23" WheelPosition="2"> <Swatch>9fccd9ee-546f-4ff0-84a4-f98214484187</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~31" WheelPosition="3"> <Swatch>9b3d356f-1aaf-4106-bca2-77d906a2cd93</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="32~39" WheelPosition="4"> <Swatch>fc87e5a0-f082-461e-aab9-35510751849f</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="40~47" WheelPosition="5"> <Swatch>249c7925-b643-43a9-8cb9-a8033312287e</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~55" WheelPosition="6"> <Swatch>e65071d5-2d84-4925-85fa-05b00635ba32</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="56~63" WheelPosition="7"> <Swatch>7689e2f4-2310-4559-bcd7-14e995da2ab5</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>b7730c46-c7ec-4ee7-9b75-c13f86638679</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="64~72" WheelPosition="1"> <Swatch>3171094e-8c80-4f98-a4f4-14709410a1d9</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="73~81" WheelPosition="2"> <Swatch>9fccd9ee-546f-4ff0-84a4-f98214484187</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="82~90" WheelPosition="3"> <Swatch>9b3d356f-1aaf-4106-bca2-77d906a2cd93</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="91~99" WheelPosition="4"> <Swatch>fc87e5a0-f082-461e-aab9-35510751849f</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="100~108" WheelPosition="5"> <Swatch>249c7925-b643-43a9-8cb9-a8033312287e</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="109~117" WheelPosition="6"> <Swatch>e65071d5-2d84-4925-85fa-05b00635ba32</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="118~127" WheelPosition="7"> <Swatch>7689e2f4-2310-4559-bcd7-14e995da2ab5</Swatch> </Function> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~189" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" /> <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"> <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="'%.1f%%',0.0~100.0" Dmx="0~127" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="190~193" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~189" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="190~193" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="194~255" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo2" /> <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo2" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo2" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10" 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>b7730c46-c7ec-4ee7-9b75-c13f86638679</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~13" WheelPosition="1"> <Swatch>c9d0c52b-6e3e-4c09-8d16-5ad58bf7f8ab</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="14~19" WheelPosition="2"> <Swatch>5d3cc571-c6cf-44fc-87d2-a26aa45719fb</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="20~25" WheelPosition="3"> <Swatch>43e577ba-8b87-4505-bc70-8bd36183f414</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="26~31" WheelPosition="4"> <Swatch>7a899488-80e0-4cda-b5ad-5db5acfff37d</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="32~37" WheelPosition="5"> <Swatch>3f9fd513-706a-46d8-8efd-47da67b16294</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="38~43" WheelPosition="6"> <Swatch>d260e47c-44fd-4807-87f0-2e079909a1dc</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="44~49" WheelPosition="7"> <Swatch>ade5b0a6-0ddd-4e91-82b2-eb0b0266c717</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="50~55" WheelPosition="8"> <Swatch>482ac610-f652-4b68-a1e5-a028fa99c51a</Swatch> </Function> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="56~63" WheelPosition="9"> <Swatch>6306c4c4-5942-464b-b3e7-7731a795947d</Swatch> </Function> <Function ID="11" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>b7730c46-c7ec-4ee7-9b75-c13f86638679</Swatch> </Function> <Function ID="12" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="64~70" WheelPosition="1"> <Swatch>c9d0c52b-6e3e-4c09-8d16-5ad58bf7f8ab</Swatch> </Function> <Function ID="13" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="71~77" WheelPosition="2"> <Swatch>5d3cc571-c6cf-44fc-87d2-a26aa45719fb</Swatch> </Function> <Function ID="14" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="78~84" WheelPosition="3"> <Swatch>43e577ba-8b87-4505-bc70-8bd36183f414</Swatch> </Function> <Function ID="15" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="85~91" WheelPosition="4"> <Swatch>7a899488-80e0-4cda-b5ad-5db5acfff37d</Swatch> </Function> <Function ID="16" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="92~98" WheelPosition="5"> <Swatch>3f9fd513-706a-46d8-8efd-47da67b16294</Swatch> </Function> <Function ID="17" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="99~105" WheelPosition="6"> <Swatch>d260e47c-44fd-4807-87f0-2e079909a1dc</Swatch> </Function> <Function ID="18" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="106~112" WheelPosition="7"> <Swatch>ade5b0a6-0ddd-4e91-82b2-eb0b0266c717</Swatch> </Function> <Function ID="19" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="113~119" WheelPosition="8"> <Swatch>482ac610-f652-4b68-a1e5-a028fa99c51a</Swatch> </Function> <Function ID="20" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="120~127" WheelPosition="9"> <Swatch>6306c4c4-5942-464b-b3e7-7731a795947d</Swatch> </Function> <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" /> <Function ID="22" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~194" /> <Function ID="23" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" /> <Function ID="24" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="189~128" /> <Function ID="25" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Animation" Name="Animation" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="255~134" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="130~133" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="129~8" /> </Attribute> <Attribute ID="Iris" Name="Iris" Description="" Group="B"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Iris" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <Attribute ID="Prism" Name="Prism" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="4-Facet Prism" Display="'4-Facet Prism'" Dmx="8~131" /> <Function ID="3" Name="4-Facet Linear Prism" Display="'4-Facet Linear Prism'" Dmx="132~255" /> </Attribute> <Attribute ID="Prism_Rot" Name="Prism 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="Light_Frost" Name="Light Frost" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Light Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Heavy_Frost" Name="Heavy Frost" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Heavy Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </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="65535~0" /> </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="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="140~181" /> <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="190~231" /> </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="Blade_All_Rot" Name="Blade All Rot" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_TR" Name="Blade DW 1" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_TL" Name="Blade DW 2" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_BR" Name="Blade UP 1" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_BL" Name="Blade UP 2" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_RT" Name="Blade LF 1" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_RB" Name="Blade LF 2" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_LB" Name="Blade RG 1" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_LT" Name="Blade RG 2" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" 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="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Dim Square" Display="'Dim Square'" Dmx="30~39" /> <Function ID="3" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="40~49" /> <Function ID="4" Name="Dim Linear" Display="'Dim Linear'" Dmx="50~59" /> <Function ID="5" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="60~69" /> <Function ID="6" Name="Fan Standard" Display="'Fan Standard'" Dmx="70~79" /> <Function ID="7" Name="Fan Quiet" Display="'Fan Quiet'" Dmx="80~89" /> <Function ID="8" Name="LED Freq Setting Enable" Display="'LED Freq Setting Enable'" Dmx="100~109" /> <Function ID="9" Name="LED Freq Setting Disable" Display="'LED Freq Setting Disable'" Dmx="110~119" /> <Function ID="10" Name="Dim Spd Fast" Display="'Dim Spd Fast'" Dmx="180~189" /> <Function ID="11" Name="Dim Spd Smooth" Display="'Dim Spd Smooth'" Dmx="190~199" /> <Function ID="12" Name="Reset All" Display="'Reset All'" Dmx="200~209" /> <Function ID="13" Name="Reset Effect" Display="'Reset Effect'" Dmx="210~219" /> <Function ID="14" Name="Reset P/T" Display="'Reset P/T'" Dmx="220~229" /> <Function ID="15" Name="CCI Cal On" Display="'CCI Cal On'" Dmx="240~245" /> <Function ID="16" Name="CCI Cal Off" Display="'CCI Cal Off'" Dmx="246~251" /> </Attribute> </Control> <Mode Name="Mode 1, 37 DMX" Channels="37"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="d00a873b-933b-4a9c-ab50-b8cea4de9342" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Cyan" ChannelOffset="6" Wheel="10" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Magenta" ChannelOffset="7" Wheel="11" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Yellow" ChannelOffset="8" Wheel="12" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="CTO" ChannelOffset="9" Wheel="9" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Colour1Func" Wheel="7" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Colour1" ChannelOffset="10" Wheel="8" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Colour2Func" Wheel="37" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Colour2" ChannelOffset="11" Wheel="38" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Gobo1Func" Wheel="13" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Gobo1" ChannelOffset="12" Wheel="14" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Gobo1Rot" ChannelOffset="13" Wheel="15" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Gobo2Func" Wheel="16" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Gobo2" ChannelOffset="14" Wheel="17" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Animation" ChannelOffset="15" Wheel="53" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Iris" ChannelOffset="16" Wheel="21" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Prism" ChannelOffset="17" Wheel="23" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Prism_Rot" ChannelOffset="18" Wheel="24" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Light_Frost" ChannelOffset="19" Wheel="139" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Heavy_Frost" ChannelOffset="20" Wheel="140" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Zoom" ChannelOffset="21,22" Wheel="19" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Focus" ChannelOffset="23,24" Wheel="20" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Shutter" ChannelOffset="25" Wheel="5" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Dimmer" ChannelOffset="26,27" Wheel="1" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Blade_All_Rot" ChannelOffset="28" Wheel="111" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Blade_TR" ChannelOffset="29" Wheel="49" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Blade_TL" ChannelOffset="30" Wheel="50" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Blade_BR" ChannelOffset="31" Wheel="51" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Blade_BL" ChannelOffset="32" Wheel="79" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Blade_RT" ChannelOffset="33" Wheel="80" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Blade_RB" ChannelOffset="34" Wheel="81" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Blade_LB" ChannelOffset="35" Wheel="109" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Blade_LT" ChannelOffset="36" Wheel="110" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Control" ChannelOffset="37" Wheel="28" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> </Include> </Mode> <Mode Name="Mode 2, 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="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="15456084-389c-4b6d-bcf7-b80cf7beb65e" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Cyan" ChannelOffset="6" Wheel="10" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Magenta" ChannelOffset="7" Wheel="11" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Yellow" ChannelOffset="8" Wheel="12" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="CTO" ChannelOffset="9" Wheel="9" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Colour1Func" Wheel="7" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Colour1" ChannelOffset="10" Wheel="8" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Colour2Func" Wheel="37" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Colour2" ChannelOffset="11" Wheel="38" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Gobo1Func" Wheel="13" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Gobo1" ChannelOffset="12" Wheel="14" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Gobo1Rot" ChannelOffset="13" Wheel="15" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Gobo2Func" Wheel="16" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Gobo2" ChannelOffset="14" Wheel="17" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Animation" ChannelOffset="15" Wheel="53" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Iris" ChannelOffset="16" Wheel="21" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Prism" ChannelOffset="17" Wheel="23" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Prism_Rot" ChannelOffset="18" Wheel="24" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Light_Frost" ChannelOffset="19" Wheel="139" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Heavy_Frost" ChannelOffset="20" Wheel="140" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Zoom" ChannelOffset="21,22" Wheel="19" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Focus" ChannelOffset="23,24" Wheel="20" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Shutter" ChannelOffset="25" Wheel="5" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Dimmer" ChannelOffset="26,27" Wheel="1" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Control" ChannelOffset="28" Wheel="28" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> </Include> </Mode> <Mode Name="Mode 3, 31 DMX" Channels="31"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="6bca7068-0c53-4069-b489-e0dbbe09d3b3" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Cyan" ChannelOffset="6" Wheel="10" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Magenta" ChannelOffset="7" Wheel="11" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Yellow" ChannelOffset="8" Wheel="12" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="CTO" ChannelOffset="9" Wheel="9" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Colour1Func" Wheel="7" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Colour1" ChannelOffset="10" Wheel="8" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Colour2Func" Wheel="37" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Colour2" ChannelOffset="11" Wheel="38" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Iris" ChannelOffset="12" Wheel="21" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Light_Frost" ChannelOffset="13" Wheel="139" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Heavy_Frost" ChannelOffset="14" Wheel="140" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Zoom" ChannelOffset="15,16" Wheel="19" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Focus" ChannelOffset="17,18" Wheel="20" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Shutter" ChannelOffset="19" Wheel="5" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Dimmer" ChannelOffset="20,21" Wheel="1" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Blade_All_Rot" ChannelOffset="22" Wheel="111" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Blade_TR" ChannelOffset="23" Wheel="49" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Blade_TL" ChannelOffset="24" Wheel="50" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Blade_BR" ChannelOffset="25" Wheel="51" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Blade_BL" ChannelOffset="26" Wheel="79" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Blade_RT" ChannelOffset="27" Wheel="80" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Blade_RB" ChannelOffset="28" Wheel="81" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Blade_LB" ChannelOffset="29" Wheel="109" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Blade_LT" ChannelOffset="30" Wheel="110" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Control" ChannelOffset="31" Wheel="28" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> </Include> </Mode> <Mode Name="Mode 4, 22 DMX" Channels="22"> <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="c58c6fde-af12-404e-b1aa-4a00c9fa5f04" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Cyan" ChannelOffset="6" Wheel="10" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Magenta" ChannelOffset="7" Wheel="11" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Yellow" ChannelOffset="8" Wheel="12" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="CTO" ChannelOffset="9" Wheel="9" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Colour1Func" Wheel="7" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Colour1" ChannelOffset="10" Wheel="8" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Colour2Func" Wheel="37" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Colour2" ChannelOffset="11" Wheel="38" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Iris" ChannelOffset="12" Wheel="21" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Light_Frost" ChannelOffset="13" Wheel="139" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Heavy_Frost" ChannelOffset="14" Wheel="140" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Zoom" ChannelOffset="15,16" Wheel="19" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Focus" ChannelOffset="17,18" Wheel="20" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Shutter" ChannelOffset="19" Wheel="5" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Dimmer" ChannelOffset="20,21" Wheel="1" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> <Attribute ID="Control" ChannelOffset="22" Wheel="28" Locate="-2:-2" PowerOn="-2:-2" Highlight="-2:-2" TopHighlight="-2:-2" BottomHighlight="-2:-2" Lowlight="-2:-2" Clear="-2:-2" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Effect"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Square"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Inv Square"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Linear"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim S-Curve"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Standard"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Quiet"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Freq Setting Enable"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="LED Freq Setting Disable"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Spd Fast"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Spd Smooth"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="CCI Cal On"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="CCI Cal Off"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="8" Name="Gobo 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" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> 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</Swatch> 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+XVZHKZuWESfSTF5/FvTmma/DIpf45LiNCtKLcYBxoOHzYkqLxysIEs+X8tuJa/VzoOI07Mhmw2gfn8lPCA8QZmQAGwnuyPOuQOzHyfHsZHjxFabkaUVBnKo6rVWsAUTxDRl0tBkzpfD4ku+cPVCipWUpHi5q5X7yHShb7djUuTLnw8gvcQgSFCGYbkVT2imiVHQHkeZd5sFkHwHVIj/EWP+gTnMoiiILlnhORpY6SzXNp6D3yMiAYnMkAaA4aJC5PZbp+geunUyrShIo4fNWvyJvhoWzWM/XeGzdunphxYnaRDVcKEcx2uSnRZm+sAFrlVHrhu+4oo1IhilviKcTCBS+UxNC4oUo7b9dDliZQxD3y8IOh0AeF74/zeWpnRR1SkH12KE9XHfE9tM94nzOvHuzX8sDlqdoSxTSz+nX69S2/uD6TYie4hRJyCWb7c6W2UEq5EHhw+ekwsMfaGsRPKbs2eBrQpyplbntee74vl+t526MUGbXCovuDJBqS4odBr9XFIkww3knIgGzgKDCP8tmVwv0BQqoAQF0V6GuM95rVpVEN9f2OzdufLJdgtvmbdzOeq7E0yjtPP/NyNRbz1vnwakN5ZnhGAMotEgAGMDXqFOyFX1LSiy1pVbwNmPLZj6UuGr7WUxPQbpTthaCiAD7Xhxe3GODsVumuYTE1pgAkKRo3MoINdTu6giTBytJr+ZON3k24Mupt5/k9Zbl4y/w9BdyQSgD0pkC+hmOiqIfqKnlpRirRUC5/3mrtgGwbwOAFLqqwe4tvI2uYw2FenXFdatW4t8zOwDOGPsQVt0WjcSQlxZIEM4ayf4inO803P/Loo1yFWgeGn3BtjAcOh0RKZ5Q+A50tLwUmRS6dJvmB4akH94fHnd0vTGabspjYnPCnFmBUPvoKYSbPecp9pVENOxdSCG3nlHSVoimfWdPq1UkpFhLMdnM2hrJkwnzOZOCsSAxqZOmpuI7COEXzuHQNoi66BTQP3lPO9cFISQUuVzNC2dmsEs9blufFFrk/QDK1JAHue74vslDU+4/vPMuwP43r4rl37A/kLOuDNTWNX3zxxeF1dXXPe/ULCbZg0ZKp3rTHkkI7R5VwFa+c5qL6DwOdox3BUJ1Ey0Q5nl6SetqZaEyIaKr3HKbqJ+NpGQFsfRCiBSFegN6TyKrPGsqLOTL9mBfNsLrgGQeQkN6GLrg3rF+M508vOX/qddfOPm2rwkoBwewlBw/d/2CrCCkvzeJBZc9z3nTDDXrmD09XO8GDt5OfApaUAUFuAyunmrdvKBKP4/QdgGOGKmW8AfYeIA0nWb+pM9b+IpeMBx4PTTbAPbh/sLwO48HTI48jLyfEeXwtxjDDKT+/8voDvZdFuASzN2iUKn4vWzeHTvQsHPbCs1LtdRAcfHkWpx5TCcPpvvbd3ogWgVNfDCw1UhYoIhDsx2IisbTxJIpnQEAKetKbszu0fG67l0AQxTwhaUw4cExY66XXcn4c4Fm4hE7GmamTL9/K47AVwezdP0sWLzmbG2UVhF/Ke0MGOyx12T/Dk1bslNXUam/aRZ3QOUYu3DeCBo2LgH1E+K8ZDQBvqRRJcl7MC6gUZZWjukdZkBHL1zC0fngdYbksx5pFn/Nv0TQc6biG++bNP/vwQwdfqe9W2opgzVs+HJV10IF8TLMGDLwXKtYZ8hRi8KSDJ72UeEVXA7EIj6xM1EMzL1KI9L8o28LKtfJxjyjDV/W1onn/+I19ZUwIz1iKHM0sIT0i6YPA1jCg11h/ZX8HGneyr/+Lf9uKYE2rVp+Oz+hgTr7jRrF00QULRaQFD2CrHCiSRp4zUQeZ65Ga9qJcdu98JZc3XUfgQfIsw0hCpHbk8ZIyvbLz6qeZHVGZILHn/vH0TSPZI48uOX3IsFNigtn7FhcvXjLSqxhnRWijuLKohOe15s+sLEPZ9KZCLsOD3ouXzCkpojLyJJtGJLRsz/JUKWPt1amO47JKuNQiDZZYKR8fu0pY7WAwoQxMOCU8E04NKnsgVyx/cqRxiN932Ypg9jLPrLP2xAVwCqITMdUYdFA0kKsxLlg3+tSwNQN4xOJB1awIPl/9T1gjaFAL0JuWUrqaNw2rGc8OUQUbQprJmgedQVAfbhe8854U49CV1Q172qJsJl60A6SSfmv9uGZP41C3bqPvx5FWBLM3xdp/9QF5YQJFpJ/gGMcg9cmIOkUlkJLWS02BpcVwwzi0DSZ0SW/xq67jjALUfI7Bi2Nqfpmeo9mnnrTxUpi0zuyGwX+8rAJt0uRMLoMfDm8fWa9uwIJFS8cOHeoQzDYvsdcQR+4CXpMH10XefM/EaTUItAAkTzn3dKYU+Q2sj0Cq6IIIT+HWvDWAU76j+rLuyfdX6Yrj3B6eItEn3ip3z69mnz0VwesTIw7vzq1bhXo+Pjx4+uBwOzi/bM3q1cOMS9g8pUowe4E6v+MaXlpYRrh5KrPAs9Q8n4ohz/LjRjBR2ZfECmZkMOiTzmnF1j7sT6bSBW1BIiCmTp5ycR772niFECPy/cENZIgyJDCd829cni7r0zw8bq++MYUzWNAG9APKitKBtN8r2Me4lBHsKftSJdjKVa8c7xWCynqOP29KAbSjeHVOFCKKoJIM13MuWtDY6r2rn508dVZ+vTQcSDYOrKOMaH1mRAYAkhjt4T7htrQlFSm6F8BE0dfusATDFFoU2u+1pVrjUmuCNb3QVHXz8hQEqHj31gQygbysCp1+iuZyYTB0EFKN9LzUeb4itIGtYc9S8xZx4Djaz/XlOvFDiUUeuAYwFYRnBYO6YVKhNF7ep1BpxPqYZ0ikMikiPLzosWFDho6+zD6XCfb222/vvn796w2s32hhfCPdMlKtspTnmR2y6FQu25NEqVUuHpiQqshzHQBPvwB4ZXpqrwkmrW7Brq6CInX3HMggKNrGRlBKgmtyKEjG6UCov+qmnhDA+OsiatRl7epVDcapAw444NMywV599dmB2b9O6iBUiaM3grmb8l/lgcvm1xRzZ0HP8SRXVCby+YFoEYOSBZKW+4ItKE/J9tpj0Fgeg8v0smr11YSe7stuDz6HXUsa4wQhOPLg9YVKXvS9SVdPJRKdsJNxKiPYv5YJtnLVuoF8IzztpuPAYmTYzU051LQaNEhZr/oMVzCSdkyySijCPQ/35s7wOgBPKfv0IiD2CsD60vrpvdEefRMISwVWO3jVOerOLosouUDbVS2P4pcG1hlRlo6N1w/RjGFcUOkawTg1dOipfyHYxo2bGqwgTh3BPO9Jr6KShL326lsqakXmQXUNtVihV6SWYnFdDVZXXe4PXQnJfLivtzAED1EqVw0LXVQf1NCNbquAc2AYqLqh7wfQsiLXDkOJg4edpTr+ezOYnWucss9lgm3a9E4/+6/ESWU/aIGASi7PyclZEiwJWGJp+UUIjXuzQl++Z6BjpRY8qIKOAYMk1IRHTu02wCXgLbezeuoetR65UivDQSrVf/Wdk3zMvrMkzwNcMpB6iNZwXiCEBfbeh5QrtZTKnKq78847O//x9df6oFAeTLx2xDO3eUtML9AcTVXofG8lUipWyL9xfTyR7711jSWNxkM1e8DzlPPUxGV5KSzVwXZeGKF10JAVh2I8crJfzsBKtgaiAe99lV5akcaIgRHHjahKW5bugJXJ7prKtX02bNjQue4b3/gvfbMvtfw042SrvLfuMc8lYGDfGRqfcjPg3vjvTR1clpJI78110z3AIoll8EJPaJ9OSZFk1AcrkhhcFk95HDdkCxh1wUCzc5gfrIhk/J/dUFFojNPbcT/PhcOS3fhSaWvt+vVNfetqmpsP4o5nsR9NKQz1MBuUPNG6SQCExdMOzzoHZLnxXtZnJPK9KAKgLgcmk6ZVQ9KoX8zzvPM+/Kk8L34AoyC7vgvTu5brz9NYuY38/nHdf41SyTXm6j00XpYIJznoTGfcqmuprTko5TTTMI2KUC8NBSiiN3l6HjrIm6oAaywclay4ptqibgMeJCaJ52gG8rIfNDAP8G4+asVCwnLZXjaGpl5H9/eyVKGX6sMGCYnfoiC2l8YDPTrS3ZtWrzmorunltQdpSIenDCh67IlnUnnSo6hS7gEk5tANvN7l+kl0n019tgJBTrXmuKPYkmW9jF0S3vSpmQuGlNLMpj3XDfdVh7AnQVRf0gdd89TQNxoay8sh4/txG3WDO/S7zk4sMFpKtQfVvfRCU09W6q1gXehgYCKl/B9F4UkudgqqgqzKtL6yGPWyzmD9jK05A6+gYbB64P3uxSU9qAEBaMqxlVEkVKaSOUo28MJf3AYVBGzgROlBCu+twAZPoPylvi096/bv0WNPtRzZaYpK6DzblhTiouDAs5fyooH2VNwMn/VtbACTlZ/6aDFwqs5chkZDVPp5BPEGHoi8+J4k4gdU06Dhv8M9WErrQ+Wtg9AHjsNE8WxVs6f5wXp6P7HlVK4w7eveHs5RDxos9/ZkNUSDiLqpHsb1TQV0o/y01CJgL7tEnbR6vrpMFEwcTXXmMiPLNwILDA+YUlN6tcGLQSqsD1968aWeddl08jWdQ9lHYwVVnwpZ1BkRrWhYh4HGQ3ppjhOfww5G/K6+Mi7Xq6d69lPhI0h4j2hMaJ4+lUhQ5NUytuux9M6Qtw0CABKqxarSC8aCuld4OmTrUJcKelkpeYRGn2fnfa0uq1RXz9fF8TE0EiEX/p0REQsDxGEdbzA935bGOqNrPammAVsDBibSN6KshJThwtkKeCj5t9SAsINSpzX0h06vbGzwBigeeN9XdrKqkRFJb37wWLJGD64Ihq51dpG590Eyb5EFNzoFbxAwWJHk4oZ4lYyMAT5fg9P8IKTq7A28t7Uk6ufVRVOXdIM5fSi0TyH12HGL4ylVJCItpJO3f6snEVVyR33P0tkjs2bYggt1OlWw2e15sfGZlUaNJ3pPeipfKWoc7+bjOX25oayjsHXppWp70NCNhpHy1g9EL+dSFNVfowhFlF4DePl8Bk20jO7Ds413b9YJU5IZY1mn6SJaca6AZ57rfhMRubSyeedYXThxT8MUgCq96vtSQkUk0KwP1olY8YX05LANB8LzlN88pPRatu69qdfTwTyo9emRTMGJkLwTdqrOhjpNt+BKs/eZf2eS5U2B/DREXvZoWuUpQ3UnfiLRcEhi+L4UIJeX4KfwvN4YVL2GSasBf/VRGSJdhw2V1KCrExTw/F9oi9aXLUVvnLVvrI952lX/Y6Sf1rE7gMHZEJ4ojMSjTpEpxT5K/VFJqs5fbbya6yxF1OTH+VoXbQ/nbeEadUnw9J1yvupqb8/do1kNTMyo3yBBvYQADxyR8WKN3FccCvTSiNhxndpqyt2+CQPoWXVolKd/ASBZNTeo9NfUXy4vImOU2+8pyjzQXE9+oRPnyXsBbi0Tv3t5XOyp95IYVYc1tMo6pdBWyqLmAVe3kLfiyAv/RA+H1pXhxSoZnOOW96Y6Qx0aqeJcCRQBFmi0kiUv9sVKJZvsnouBwToQyvdMZ3aicrloL/bP0hhhCiwtooFTHUn1Il01pPVl4OFAmroHdiBH6UeRJcvjA9WAyyqH7mSxNJ+f1MGyhr6b/e+aZ3rqMX6KvPdxc3meYq1k4Ck52qNVn3j24zBxIpLxd5SlboaUZcSKLgBr2hu0KAWH0414/w8u07vWjnuvg8G1WESLY1Y2kgWhYnhxUq6TITISNDlAr1NkdXzX/GB/zj53tQPe1BdBJZa3XAvQtBcvw9SQZ+ZHprsSMJJ4KbCbQTMTeGrUxEee6lRq8RSnirfmtHkAyTgdW/10Ws+t2lXpe3Y0F7E00Sfc1mhNg5XtLi7ustefTQfbkFX871HBomk23nQY+aJSCXqedzpvmkp1aJ7nHLBrNTWIrb0o903BegiTReugD1meAYX+41XkBpVCPBXmpT+rJaipT14qlGZkeIAUV+7su9++G+paSqVPUgp7UcKxZVKJQyWfTtahIngvbfKU+jwnbkTW6N6abVD0ZerePdXajKQwoJLSC3t5FmNq2oNjHLqUt+8XoPuFAZ704jqoi6XMm5bSJ+bJ38ADpMfQJSEAABi9SURBVAOVF5xmeJ3nDSI7K7U8JaWSx4uHaUhD6xNNJXkxTUPKpxRZZ2rdcXn4LYpMRP4+XMdhMc2Lr9a5oojrGgLDlAt/Vv7PuV3RNlHeImyuK4Mta7u/jdshhzVsqKspNb9hJ3ib8aIjuOFQwPX1yUoWnjpUMdSBjXKe1I1h17HrBE+NKv0eWE/S91LqQOl6RkAJlafXsSRSiaPWOg8Q+5h00UcEbx8RtrAR3QD0Pd6pmK3mzbFqweMPUuP+xq26hn71b6AgXVzJNwYzi8TDsDgCv6ckBltmvCIZ56em67x4nZJNs1YBWJD4rG03WHu8MJA3jUdgwhhUb1Jy8XHOrOB6wbBSXY3rHbmJjGRIf9b2qvRSHyDKxm9IZ+LMHONW3Ysr17zhdQ6zE4RhMqX0qyK+JMDO006Hkg0/FaDTtYahIgnmBcUNqtzysi9d7BpN9Sx9NV6KclR6cb9yhMKTIno9S3HU2VwR+tBoVCNFsghYUMvwUtojPb2ltvaNujFjzl43Z/b/aM4GqhYV9nbXUwdllA/GeVtFYOV5mQocfOYB8TzamlbDZet0b39I0vMG3zoUDl+dspS80Sv4GHnLweAH43ATkwH5XF6EADD/F9rC+V9Q7ouEkQzR+6MAnvKx2CNhBDb36tWwrq5nz56f9f5m77Wvv/Z6P/zC0kAdfqpbMVKWXMq1oMe9OCF3vK4eQoPzyvSmdp5CYG5zmAnnMEB0Tb/GlONZnZ6TMhW/BPjFVKm+w/rEVLp2Slqh7pG+l5r6PRx59FFrjVvlWGR9/36vgGBRpgB7zdVXpdd4XnqUAfD0hoHUnf288jmdRl/2mecCYD0C94VyimMmUXjTN91DggF9SPd/ZXgp5tquFMmKKPgoE21hQL3xEhAZeDAiZ6pBlwAy4Bf9a/x1/1fsf5lgPXp0b8r+jfWUaO0MiHIodjpNqd+Hy/LAx/PerGbQBaIgmSbReaTWXRmhZKOdmBqjkJS2gacMNvsZSi4lq0pnljxFycXwHuwi6yC5Ph7UN6dc0a1ETxg53Dj1F4IN6N/3WfzQFqclSxtuDJ6WW2/7bfUYOkpfyKnQweUYJW9eC3CIx5Td8rFgM13WqbwcLo3X8eByfVgHjVZMaz1wD34AdYNl9BXKTRlSkVTVehbVv3BPLZv7kFd0K3S6b2lpLnOqTLA+fQbaly3ZX6comxGIcra9pwwdyesqo6cp9ZSiDPU4c3Ylyvc2dTPwkrK2vCoPYMWfXTBqCBj4O/vdNOGRp+toDUFK8qvUYInMddEpnKUtH48IzQ+Bt2cJo/Lwbalw6i8Es700jzzqyKZnnn5moFd41FhP2nFgFxXmJ1mzKblcb1rDZ2+fCM2q5HM4qyPKq/Laiut06ZZXRqSvsgedU6+x5SjXMW+VUwqc66bx1AhshFidQDbeYI/LL5I1ofh2v/5Nxin7XE04bDisYSkTTHPAvWBmtBAVy/qVRDogkd/KO+aVZffh7dEjkhmUGJqPxTqm1kUdx3w+uzX0WqtX+Q0btmiZFGgvbcZziCLH39P/0A/2B7VEN4IxGPE4PKTrFNTJqnVAvhyfj3O95Y6Gv+uxf3XnlirBBvT/1qLs36Xe8iMll5cyoj6wPH8PruUyDLyyh8tRSwudmzKfMZ3l6TKpXHmFl5TJJOW0ZNQhb0USzvOkxJjTxia3vYRlz2+85fLy0nK8bdS5Th6g8ijB0N8VLpVRJVj37n2fywjyYUaUfVKrhPLCIt40p9Msxyo1BJMKHquj1YthMjlTS7U8i5Db60lntUBxPkx0DXl5WRSoc2qjFYAlDT+EntrCm8HkWY1tme4ieO6QMlpKHxqXcLxKMHu3zDGDBi196P4Hyy/ESi2i9ZC35pE7mU1e00m8DVf0iVeJ5TlNUzHPlPRQwnk7R2uMNtJ1Uusu/+oj6t6KXCmLMZqy+UFiH5hO5biP6l6At7Qv1S5PIlp/VS39QwcsxXuKDK0WfYw6ftg8I5hnNRbZNhON9c7zBlhFf8qgYGtQFdGo/G1B9KDAkvUGA33ECyGUGPxw8JTG4aNUmEt1Rw95agPn13v7qwHqNmHyg5Da3zine4/95/HxVgSrrz9m0X5dv24JiHuqCczI89zreR6J0LG64bDXgd7aP250RK7UdMdIrSDnsi3mp2sOUpGPlCT19nf1nLD6G5Mx5cLwSOZ5870V6VEGBoehVFev1PGTM3/wj4v4mlYEszeVHjPo2IUrli8fqyKYG4oNN6KXk6YUb+gfkF68qgiOSN4qSi2taEEINzZvMbBOM7roQ7Nm+UHxBo+NhLyYIf57wXyUxY5Yg+fvKgKTVvBz8e6EBg1qq7M8tbdHdP8RI4Yv5LfdGrZaF3niccPvfmfTO2O1szBw0J/Aekgej1Ta0VjBA0SSD43U3WWKTIO6wkk98owoG4LXPEbt8nRARbSqHfoSJwN65UTe+JRqEcEjliIyPvT+akHCyGno3+9uLXMrgtV22mdBQ8Mhb86fN+9Ar6II8GJ6g+TRNY1FOgDZCxooRSP4ifcMjlRQXVc58ZOqZOMAbqTjeCEYg+ZLaR31GrTL/pA2hHqye4NnkFT+PQwQbiO347obrtzKoEAZsHg5OyW1ZM3TQdHGrIw3jTt63VYEGzx48BfPv/jEHdmAXs4FMCBZeHrLC2zjmCYyqp7GBMbxSJfKI7EuItXpCP9BLs6lit6qpk+5lc3rEbVunhTytjaIViTxtvIAt4nbqvfmbZzwVjzcD8d1O4MIqB/PXoC18ZCGAXcYd/Q6d+uASedePHfOzXMuyT52wjFvcL1kM51S+RieWiDK4cKUFiWzFZkSeAoC0DHsT1OJ5VlVamR47//h33EvzZTw4ozI4/Lux/G/CNHiEITlYDGmfF8cz1ULE/eAdA3cKVuMM94PLsE6d+785smnnvKgKfve76nBLwImIZAXOPd0mVSc0ZvqPGlh8EInbASojsSDgK2d+AlvlePvpBnx1O7Vlx8MzdRQ/SnST/UhZLIokVBvBhIQ0V+pSEKm3D9onPF+dwlm+OXVN8361a+vHqthDp2yomRC/NdzWEHOI2m0mZ0q2d4mJOh4DS6zvgMo4VCeR1LNYuXrVeK0JXNEz2V9J2+pnKcq8IPhroWsSN1I54JjFrn3vOoMwEM/4OB+s9xCSgmC1dXVPd/Qv35Z9rGRrRbciF/7y2ETRp7/qeh5urDDoAaBpy95eqGuXOJFF+ps5OwIhffub0BXBuG8qJ4GKPxeTDLSzzwrXaWpguuAbFyuo1qr0WuAMCaZgbFs6NBTnncbVUoQzDBo8EkzmlataUTlPT2BpRtLnLwFu7AeI4BMOjWmMi1UmnId1ZeEp9vzSKv7wCNGlG2K69XiKuIfU4mJMrwYqDcleuSM3hepQXJurwH7zaZmGfvtxBHDZoQnlHIIlkmxJ0stLcuyRpVJFoVo8pybbQ3jpBy3bO7rPfKUfyYMJ/2xmR9Na9FKKgZLMp3WigDlp+ph8MilsVKWRuxkRQoQyjAL2FvNrt56D0ceddSyIcNPif00pRyCGf5fqWVGVplGa0Rb435fxhAAIqWe/TgptwhPhVF8UN+DZEhlvvKSsDwUJRfqw+4ariOfo/DeL15N9szaBIKhfZ7e7PnKGN5mNxPOPjMpvQy5BLt48vQn/6amZsHGjZtH2Xev01Np1kXigdzgKDjuuRSKZC4Y4NDV8vBbtJ9rJBUjXYp1KHZotoVkXD9ESFh6eg9cai8NzqYAeNdJz02DNnqbA2KqP+Y7gxbkSS9DLsEMPz7vnyaveOr3w7N5uRMfVzeDt8uhZwkqidgpGZ3Hv7Fi7XV8ke84hizY6N2JnMUQBcQNOthKsqLxQ9TLI4+6KKIkRbY+QRhvWV3KGDBoIgJ5ELZcPfPGyUXaUohgu+2226stpZY5WYXOZ0mQciOk4GWnKryAsvqjvKQ3PRado5kb3oJVNvl1cz21HFMZpG3Jt9eAc+oF8RHwEHh6nLfnl7e7jvYbxx7P/fHEOcaJIu0pRDDDoYcOnT5t2vTvZ4Qq74YINwVvARllu/JAGTyrKKWgq/TyjA0PnjKsWQsoUxP1ovrmIRp85LEV2UefdSovSZDhSV2AH5ZUFgW/tRaIhIRtizlh3AXTcxtRQWGCdenS5aOrr7pi0oR/nFROKLPOmjDuzPJvWC3DU52+Owjw9JFU+guAUEU0VWmeFuBNv5FyrpIxJeG8MrzdafAZU2YewZCtoi+SiNZeevdmlwgTHo5TL1tYH7gIxgHjQrIRhMIEMwwdMea+//aDkx9+5g9Pn4QKI86VWmuoRGPlMmX+e0RTadIWF4gntfKkU+r3lALPhOR7plKU+CFgYqAMJhnCUdoG9c1BD4vIpfcFPNXnyKOPetg40Nzc7NbfQ5sIlhXc8umnn04cMuSI72Qk25t/Y0sNgVZPQeUGInER12h5nN5isI6AJPB0rTzdTi08To9RFH2icY6X3YD2skTEn5fSpEvZvHpz2rPeP9L11PUAkkfZuJ6UzabGf7v1N3dPvPuu3VvCznDQJoIZdt999z/NnHnFuT+aMOmejGQ1vM88Kgevsm4HZEAHc1IfGm3QfC3Pg64DDivHgHrkrd7WLM7Iko1eRsFkVgnt6XMRNHaoWxtwvhffSz9DR/O23vJ8eux2YGJjEY6gxcbcxj63QYI2E8zQ2Hjqv5w8etnIhx544Ic8uAZ8ZlHuPVkaIPbyz72XFHhuAo6LqpTUa3EOS1svI5clTxFyRfth8LmcWRFB9+ZiXVZnBE8nUynuLZtD+/RhZ3BSw8mjR//WxjysdALbRDDDzy77+flr1qwamJmvfcyEVZHLcz+QN615gWwFb1ACqFWp6UTwzeH+TGrPgavE4nZhwFn5VumMdmmyoG4PHqUu85Ta1jWMmvnC4H5jo4nBmSSV81+1sW5TJQjbTLC99trr459efOHYH0047+ns6x7Y7Q6DaZU0JRQdFIWZisQQFeyF16B7kXikl+Wp2116ISi28NTKYzLxxiwKXoRhrgNV1Jms3n6yIKs3PeZBQ21MbjVKKiT7jztuv3dsp06dPi50AwfbTDBDY+PoVb+5tWV8po/9jo9jYCILzHsdTYQodJQC9AtvvzPTMTD4rAPyHhc8YJim+UnXHag5yzUa7NQmdYaiepsummV46xUB9KNmi3Dgn+Og1t7x404fn5Gr7VsREb4UwQw2N0+ctO6wOTfPnmLfo31aoyyI1H5kGodjRN5/Ffle2ra+FJ11HtQPuqNaaV6uvk2bkYOVj5vE8kjmSS8vXdrbHVvdGUURLSSBMXBIwyHXbavexfjSBDNcPHX6RRdOnnhgpvSPwTFMkwaNefF0lvIL4dwIPCWCiHy+t/LIwJkV6qDl672FqmwgQFKyT02zGpQETDKPlJHSjfO9cBHv4wpEkp9z6z3VwJB9nn/RlOkXTZ38s63q0Fa0C8HMP7Zu3boz3nlnU89n/vD0EfwbSwdeHAFpg0W2eZv48nXe8cjii8Dk1MgAB4nL9aYpEXFMXMebnTDRdEpUyRVtuakxyLwFHzy1RhkjPBPAADLDzEvB6d5j/+dGHnfqGVMu/Fmb/F0R2oVgBtvwYvYttx839rQTl2eVr44Op1qrEg7vNLINiuhZqXMiA4Idi971aojAQDEg6qCmPvuY2P3gTVMp3Qv3ZyXbJCcvumApqFNiFHqK/Hq65J91s6wdayaMO/+4Ll26fF5qJ7QbwQwWo/qfDy0Z9d2Thz+ekaxX+ZikPivQuRiwtiQz8o48kYe8WjeHXJwlAYVfdTGDRy6WNLqglQnKRImgvi+QyK7lt3FoQmQRR27KsqZFs6Vu3fdff97Ei0Z17ty5uDVVAO1KMENWwbcykg0ByVJKPEfxtbPyNiP2XoKqefbq92Fop2PAEElgQnqOWM120FAN57un3nDmOUJ1imYJyP6zog+j9/Dy66uNXDOvvH6IjV2hAtuAdieYQUlmxzBgbZniDHlEY2jYSS1KJUmRvPciPjovWwSJjBo7jN6m4d1HrU58Liq98uq/vcll2C4EMxDJFmQNqUfGqKb1RBImb4ecFNiijLI2dKEDzmELUZV/nm54Ia0X99SHhadTQOOAPC1D6inJVOmP9EoNnnPZkF7dundfM/PK60ZtL3IZthvBDFbxefc+Mug3t930aNZZR1iHca67+sb4WNEXEOj06MUiNRylS9h0A1x2E3gZrh68wLnWX5f5sw6odTB4UysHtVX31H7RPpHtPp+7/LKZx7W3zqXYrgQzmOI/6rhTB23e9L/valq1dozmdqkFh1AONhXRQdIp067D28byXoXC13ibijB42oukrCFKoFSSRVOaZmBwWg7/HlmiUeiHv9u92S2R9dd8c0W0p7UYYbsTzGAujPr6+tOumTXjzayhVY+/BnM544EXiSo41FSWAvSUq7MxSoOJ4OWIRRmwGHzOSgDYhRAl+GmumEYNdOkZrFG+L5+v92dJjody+IgR15kTtb38XHnYIQQzmDM2+ze1YUDfF340YZLtxLLHM394eqvpzL4jSJ7yj6luxlsQ6VTGHnnVc1Lp3Hmp1fjsva8RuyUaigbhvbWNRlKTturq4PQkBidkyn3/46cX/2S8hX/aw0NfFDuMYIA18De31qz75TU3zEOqDwC/FmfDsuKtQXIo4vA5echLifYyQT1ieXnsqEOU74Zy+BXOahRAJ/SyLxA1gNsCUswLI0X5XBV969VfzLxx7JcNXG8LdjjBDJaF0dDQOPDKqy696aEHHrCVIzV2XHdwMcmDPRIMLLV4O05vQ10QgKcZBKq9xRwGXZqmU6oX39PplAnrpdvw9AY9SR8ClsasRuQ5bFE+bQ3fMuK44b8df87553+ZlJsvg51CMIPlk10365azThjVuHDatCtmZx1SzfH3/FfRNIPpwK5Bjr9OYci54uPqh+JcLz4nBV49lcrJUkNC87K8fH51YXjl6DUGI1dFof83S3Nuj4yIL4OdRjDAOuDxx0ctn/Cj0+fYaiXe1D+yCkFATp1hq1CNA8QTmbieO0M3ovO2iwS81CDUmS1AzlQAqT0LVoPbKmVTZNe2nHzq6Iev+u+zJm5LDn17Y6cTzGAd8bt7HvruY4vnf++Sy664ecXyJ7vKUvUyvEHloDPAC1CKAsmIIADDCzN5SjYIFKXbcN0icimRVMp6liZ+z9SGdyecffokW1p23bW37BArMQ8dgmCGipU5/9HDhy259bZfzZj96zkTS7RHrAGOycjdAGmBzXwNvMFcW5ahedOqOoY5I5SRyqNXoyJFRFiRHNjH1Ckx3C2ZrjXHVlyb37Et6xa3NzoMwQDroCkXXn7Bj8/7p9nnjPv+9dm0OQq/qWdaFzAY1NSPHJxRliwnSaZCS7ruU+sIePs+KDQFmwEJjuiDEQ5OU4PtcmMbkRTdK2JHo8MRDLAOu/uuB0645voZx27e9O70bEDLm+BxciIUf3Q4BqFIikyUHqT7iHFoiVdTA7om0lts7O2UyOVGi2btXC8WW25rr28us/25imyhtDPRYQkG2P5k2b+hX3zxxbG/umnm9Ew/awzek1MdSHv5ALsDWMLZORqiSq100rgltknQCAJDY46abct1Vn0P0FgsJPYxg45dZttWdnRiAR2eYIBt5zll8uVDBxzc7/AFi5ZMfej+By0410pHgz4UvUMJ5/Cqcz0vimMiiVAjAfY2WU4I1C0Sol0eIZmcfPitlvlnxNrS0DDgwQvOnzbLNmdOdlQHwy5DMMB2NM7+Tvv5ldcfePPsa8bfN2/+2dkgHmjTpL6BNcolS3n3vRXe/Fn9cUin4SkZwWUPXh48E4oNmEx6vjl+3Bl3HH30qLnRPvQdHbscwQDr8KmTL59++KGDr2z+/IORjyxeekY2fY58790P9uTzot0VDUXWERoiPxxCOJw7z2VCL+T0I84zM0nLC10r0+AnmbRa2NCv/q7a3b6+0Hs9y66EXZZgQGUAHh4yfPTDmzdv/ts1a1Ycv2DR0rErli8fZq+HxnnRC7dUyumrpHVTPXZVIKaojlQGb/ICN4NOn9n3D+v79Vs67pwz5tk7O/WVeLsydnmCMWxgunUbff/QoaPvX7du3W6bNq07YuWqV45veqFp2PsfvN+QndIJksn0JU5X5o1xeXrjJD12dGIaZJcBX4P/Vp4q7NnnLb169W4ac9rYpfYCdXvHNb+G+KuErxTBGDZg2d9TQ4eWnsq+Xvb222/v/uqrzw6sqakdmH1vyAj2rez/t3v/Q+9aTbdR5Zw/e8p7arv2jIDNvb/Ze+0xgwa9csLI4U0tLc3P9ukz8NkDDjjg0/Zsb0fFV5ZgChvQ7O9fs4/2V2rMFPMxo3/Yef36pr6DB//Xg2pqasp/LaVSz+znPbMpzf5/LSNUVxDKI1JG0HdLLaU/77vfvhuy/58ccljDhppS8xuZDvVGS23tG2+99e/rzjrrrM92ZFs7Ev4/DETC0Ir4l0AAAAAASUVORK5CYII=</Swatch> 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dcWe84YLXU79skYS7BDAxCKHfB8kn6aAPRrIdQFUU0IleIoJUtoyGyevo2G6Zh71i489apeytNZ8GIqkNjbZn3rbbaath/Tws3mM8QBQuZDQQGwddz41jMudwnqR5MFKraVZl2G5BLDj/88LA1VFUr56jsOgpCrUS4B2IEcAZ3vjD4j9MR7PmjPoVFyFZLiDajjRp0JvmwthEjR56voaBvPsAGDTQ0JCP7tAGnn2p/xBGN/Tc15H3V7NkwIgpBiki0QR7BneEE6+23uNGwn3bTfZEMLAcc3CgMvW3bNYNc2uOUEc8nWN50uwtoiKJtQPA2ioGu1wQ6HhE1Y8Us48TXhgd3Ixwa3O9yqimy/8nQ/RZ9+axSzamNzolQK//a17429fl9dEUuAqPzEDmxLJYu/srgHkaeYjeS0q9PUw2WiTbjNHXIEpAQ2pJMxM3pF11GwIrps8zMYgsQDHdwaPFNmEqwkc6V+QYZiBwz0RvfoM3uHHwuy+I45EIkbVzyb7S3USAxIJ0yY4IniBCp7JxuJGnTroZkRoeScuR4s7C68HWluprgoecDSiVFodLCw9cwsQiHbk6w3vCS9Yb9FL9L+iMDGfloa792r+zn90GRb+tzySMSQN3YcTIFtCXBj8MYzve85z21a5BtEvZQKhokP2Rnh3HGRYmW2wiUWOkLiIrYPp9YazkegfVwqT88ZdCCGXoxdMcouldWHMzUiJEl2uzWQZ/ht2WhvPvtb397vaR0McVmEOaeSRWJvMz+UpeVgdSO/CFLmIWafEuswXtNUNHid/StcAQexAaC4RAu1Yr6IME2nPbtPWRFQYp5xFQDjaVN0txkZbm+rBQxUyXWljndPhxqliIzs0yulBUUuWUhQowQDKSQMgSz0sirNuhuuHQzgg1dHiFLAMtjtJCwjQUCAYEewwzILKwLOWQmwCojiYS9+jf5yShogR7s7IPg95AgjDJoggdAnZsgIQLfZ911160rkUcAl+qW8ZpgZc2UnFpt2LtFjtmK1YYTWAwTDjNPUB+itqzfJX+q+G42Ns7y5KsxUyQQfSgEDioxsqVNfWGUJYv8Dp8vwIkiQLDVcKr4Ydf3Ldia1Yjco6qJTKu9rpT+BJomcBqzBYSixmwVrak82crOrqGSgj8m9RIlmdJwy6VGjgwEG3KwgQk6dfSdIZgSngbgEk6dOUiwochWQyrVjUJlaxYaTBta3W8CKY7ZJlcf5BAzOzji0d05zL4XWWYsL92OpTEPowkCJX5sNENDoqGfNeR4b0KwocsjZFvSoyU5ll1aUgasF2sUhXMPNJPOKEgj0mF8pQjUrlHps4GWhzdCMNKIDqZofZ/VjE+pKmQE6hvbJ9iqw95lflamiZOaHe1MVlGQ9Yd8tvxdBBx5NVgz5dBnINzP5A9tgJUlmKVY2VNE9DUOKlNAav/xBoLVnFqqsNHVHypdU7UzJDB0LVqx2maOAvU5CgJqkyo/m5BGo/5Hypiko/i2me9DqJVAZ52akB1JahvrBqyMWyzYKuUYyiA9iBk0dKEshpSQJywD1jG64RNfp03d2lRYPtxcml5fleeDWCJY9nHmjFkdLPfRjngzwdTVZcAhjxCMBctAVOy7jxiWglOrINiKoz6ICJpBVOBTMZFdukQ70T5Kwma2nW4QborqTz7MsI0/kVgmQBl02z5NupyMAvW+CbTFLMHsXRSBlJ7KF/V+EdDNtNE1WN8VGwmWTbo2DM5YjOgXH0RUD6KtqaxoAxdaeofO0zQGixSDyIIIeUfzJLKQphIl+p1NIJxqP8tsKS1rEfXDuDdRgoEHbGyCZbfWi+pf2RFDLhDVOQLFcW3KkE2MFtpnG0Pk9JTa2E4v0+nTBy1wr732CiXGSQoZgtEY3UN7XzZB6VE0UQ4+99xzzx31lppgQ/uorLGZvYSMg5R2iCDbvuXpje6Wpm4pC5arDbn6YO20+Fv2+0OAo3CN3djI7mjmeWRBFokQTM9qBoEy7xUQbGiBIeHNOhuFNqrodEUVBxlEgwc3K6utAdV73JY2350Fs/xn84ec8QjBpJuy4OZEKjOyzTGB1W3ZkRZMZ3IGV10Vmw/bdxAziM7J0jCSbdenq2Xkj1GwzPGnIgLnICj1EbjGKmozLkB0tcjOiQ3cw9qCDT3TrB8TLS70hbPhvSK+CNoED6K4DvZ9WgzbtfBnMpOfLTekmyYNkS8q4szIR9HCxUxbIQQi52UQbKiTlZ2/RTOKoM10nIZZVYsREABvAmXKic3UwyApZAgmmiSiRrIUAqkMwczrjyB6//oIlPgs1+ng+KiJbTOfIZodyA4Z0Uw6TOcaBySVTM4UlEVFCBZ1RfqI6oFtR6mPwuztTJBEtHM5u6xbyiaBLAkg2nyb7V4a7IiaacwbgkWbJ7K6XSR8bwOSDX+py/lg8xHzhmBRqLHKNKfIB04CHODZqJyda5g3BGOZLrroosb3sRwZH29SjR9Ino2Uo4FMFtHCxklgVggWVfsHEa225PtkUilt50E0Qb1UFlGCZYOk6IZbk1jOR961rDMZdVJJA1m4qA3jg2pkrQAxmZzQtbPfppElmqrJ+pmRunzIjoWI+MUIRl2bVgvLCm/RJ6CNYx2NhC644ILUgBbLmA6cNknqYXCjosp8Hx6M6PXOTMWBaKtcdmxD4HOvRjDzeDohWPQJcDHpWpkvtOqqQ6u6b4I22y4jpObYiI8XgcxAdqasqoRINoFvl609i97HTGEDBCzjdQjGnDxw2v+97rp6mYwq71GCETazanQ0ga3qgmaWEVxZXp3epumMu+G8pTE7JAaiuUtNLFlfKZpmy4rUAa3vcgQb6hDRcZTIRAnGT1KuEmmR96UzBFOezCo0EcA52xIw23KPwJoY9BNGfZap0GMQbTgehHOOVFJAm72ZoiMcsoJsoHP82r4FGwoszYx39N6Is+o9uoqioNCL+CK14zqJ2sx0cD7aw1igaO1ZHxpXzdxqU6atkDKq/KsWyUC/ozKqSXx2oLi0tmAj36WMVoNDFBzQCMFUZhqAloGCwAjBzjvvvLpuypKXBSukLkwZM0vYZM3UtRn8tvXW046JD+G9731v6H18r+wW0VaK6K4g2X2/A/VjlzUSLBu+szKsQBMkdQ1HyajdW265Zd2KFoENELTct4HBuqbO+AyzU1kYpOvXtVtKjLNCRpOwx1HsOffRUnBdWNlILxr00Bkz+hpXJWDBmgmWLaON1tobQck6ZuaxqszkK5EimqAmy8Vl9dpCA4QBIpEhIm3BUkanELUZsxDtsndtM+TVbR4475pgYnPvnPYxzG65os2toV9uMZAgO/DXjHcTZ5rg9+uLZCHGaV+bJAQV0X5EtXnZbWAs79FOrGwTdKCEHacuWqrciBsKIbBoWqGJ80m3ikYYQl0RX6TE2RAQ3TQZaEczNyuS/rC8m5yo7X6uwXXVJBKF92bHx/NFo3nIxz72sanPDvQvXIhb/TO+uBpCMJbAiWYG0ClbjhCMI57VrFQ/aHSNbsPMgTbJxiyIuQLNw/zJaI7Q0hXpm5wKQUoEiJvNPASaTy6uP7v3F07N0AnTRiVlCGZqjL14miCEbqNZsXqmFEZKfPkJ2223Xb0Utek26hrOxzJvgF4UdizJzsd1baNjtOiR0bJqIL4HKm9rR7lPsJHNdvb8kf6IgqxBt4qEx8Z+ZwnGiokmo7MnnAcfQ7Q2myTrk8t+j1FIxhvRngX/NqqtZbvgrWgBB7/m1CDBFKZPO+VQ1KZjKJoDo7izeATPJnAW22hWlklTrKP5Q9YOyTzV2Z3iuoBlkR9F/siA/9hm6z8WPops8BCQoXDp/wlmlmZx9Jm0aYuY+m37mTn2VPEIwcDmAVmC8RsMcePvRZs2kIxuZZZ8G5+mLVgS4wEyUxmB32gMQhbmgxi9GQGLHi0k6CMgfVyAU/4wGJbY1nRolZxwN0MwSV/Z+Ugm/7jjjqs7cLLVpUYI6cjOLN/ypMpziLCabbOteVkYimKebLZjx9LYdnMJgU10pxHBRgYm8ATGFyzeIneQYKeUY+geehRtXziqWts1Q34ukgZhgWy/l9nyrw9bobAM0amKfahe0ENJxqCr2ZihSzgnY9azc7fAtbMFj4xCFtI30WXYKpAVbyNZmmoRlxb9joF/NCZFWDZtOKHM2eyvTDa/X2cVEV35UxTzlVZaKfz54CJpcuVXyQxkwPkXofFznKthwfbiaQvCpqVJBO21Tbc4kdrkwzbTH8EDF52hpnIkW6LTMDYTcGjxyJ3FBLO3TPlyTNtQuULElyGY5KmhHpFcm7Ba2uSEE04If34fWuNZWLm6aP/kIFRO2IjLwDm+oDlfzlv6ZJRlc85+nyBF1GbZzRZpToWIuk3UCIIxfmkUItoMCO6BaYmn9fcpgqnS8LHVCIK5iZa8TM4KaaLJXC383tvm6bXc9XOPbUgGQm8OrEO2gHW0TClBmtomb8cxs+7H2cJvKvhqrFdb0AejvheLnx1Pr9YtsG3PsYN/mUowa6cCxGkfW8ukNTizpbIbLtKLJl1Fd5o7siXHwOIgGVU6MpKyCS6mCLBNl3YWfXK1nfnKZ2vYuP0mQMbM7/LwBawj7pwy+A83IZidSssvVbs7lEEc/QzBfAm73Eet0qWXXlq/35LVBkhGJUeySBfSbINDTzaxLLYll6Urs/MJNyC79xQ3IKA5njy42y1Mlz09uhpBMFGRRGdGO2HFolvMgSeZXpUtruuD48pXYA1NZu5yNFOXIEWwPG0devDdTFSM5jVBgWSWzMaDBnD01H+YjmCq9Kwv03ZwMJX2es7sBenLkCEMpI1svcePcNHku6K7gE2FVJWbZ48fY8IzN2AmQIg+/PDDW0kRg3Bdo6IquB7ZB5evKVJvAM7crMLzZgQrT8S/CiGOLH8cWjoqmrRzWWYCokJEs1OjWywT9JQhi8zG2TDUci7ytYTILMy2NXPNSDdZgXM62FgrU3auIcdynLVezjdgGI7Enan/OKzAyP4mdmefNjepp9GJ2jAzA3qT7pno6AAOu4R2Jq82HVgJD4X8pU2xsjvQdgHVCr4L57rNvuRTodZeGimzN7iHLLuxBv9OM0sD5Oqm3RNnWoIVJl5RWK7WY6gvJgVCgsgIdS4ymUP5TBTWfo0k2e37pgPnFmnt3GG2vYLHSQyfG4ReUZs18AfbJK2nAxlGgjrT+WR6oqxFFq5/QIo5Hmem+49RJZIEmaEEU11BmMxaMcskNTiYcqhhGbC0tEn8TgcakMMy7FwcRMpobXwTDMcVpPiuBNsuh4rIacoJR5tpgZ5n061s6bjRAEFdbuibhhKsMPK8YsWsJUM3FOLoC6+zu+EyubL40ZkJ1v++1euKZKCpw3bODrqZpZPEIQJ1A6Nd3ghlmo5DIMPny5Y3R4BcsgzZqgyWK9N62Ie0U2B06em4Muw/m67CvtUIgvnlcnmB/NRNwCfyRG266aZhH6JPMqmYtqmUUbCUSfz2k7/yeddcc03tg0wntOp216fg59TJjbMpVgSWRZYrSy7ykKxEFpp9uEEB7DvqP0cSrDDzrCYrptSGDJANfQmhvnhmUC6ScZTdeE/XJG+q5YSFc2Q7nrsGa8rnyiyL4EFWkt7GmnqIA5Ej63XWqDdEfvNIKybsdzJ8GKp0BhR7om1mC2a/j1AoF+gJG0fCmA+wbHMLsqMMRKoLFy5Mb6YBVqRgpD3SekEjwXpWjIA2dFdy7WEkCMtlBmrL1C4R8qI7efRBdmDGWdDsvKz5AA+SIIqVz0gRIKjg57bZlELVbzBiP6nJekHUdvqN8hlDTZQlizqd3f5POYwqCkssq5QBUurnk1nYfvvtUz87l8Hvk8nIKPSD4Ha03c6QCxIIvmg7IRaGCFaYekmxYpJRQ71rpciccE5odqnkKKtI5etk66nIJW6GzUppW202eZgrIJPIdIhq26a2dFvZw7INPOjmpAVwGE5E3pjx/haUg0YwdAyeDiEh8QEHHJD42EVAMk8s3YgTnwXRVLmKi0vUbLNdzWxCK5j+gjYl1n0YAyqF1wasVnD0KAuwIPq5YYIVxv6pWLPAsH4AAAgASURBVDGtOCOznpKvSNKmQsDIAXVjErLZ5RJYM36gJDLfxbKZtaYzDR1AutT1So4j9HqwfE6byFo2w+oTTOHthgvRz87GrwvLYRTf0GIioa1mD7VY2XpvkNKwXCrxCUzQmxaCBuXAuo1c+LlINP0Dzk8CPuvED4JDz+dquyyCqDwYNbr3CzOfnSJYYe6N5QkxsUN4cpdh77PEEQV1hLdJ7FouLRkqDtoM9e2DFUQ0fgk/DdGyu7F1CX4qP0eE54aOm5pybX1WW4ceSBnBOR+cwl1uTJajpBW48vlXFZKZn6T/fag95uwTYMkQbcy28QB2aVV90KadbRD8i/3337+ukhW6a4I1PyM7b74NLD+S626ko41/OR30c/q8cTaSoF3utNNOkRImb9jVvc/+jlYJs/KLjimk2aj8caQ2ICIR1THBbaAuXwsY30y3zbgNFi6kqlqHFjmzzBBO84P8oeLGcfcXkr/kHgg45DQ57V1v5ULS0YDRRkTtw0OnbDq4KcYn3fM2v2ecjCzJQif4yqPetN9++9Upi3Fa9fUrSiIbzttVnT2ymb7s6FtI5UR0PO12xFs5RjdxWLaApCIfa5Sk8zINUoVG2ynVTZDyEaX3O57agjMvCAsWG5AjWid/W59luUF/LlZMOY/s61BHy420zDHplqW2cNP5ZS6uEqFxHONhoGKzOoHevxmH4EeBQJuqiEFoNjbWITg0RinFVu512983Vk1J+cU/KCQjnoyccuKJVv4sxzUOyVgSlbR8KP5dZHfY+Q5lzgo7Wa5xI2EuhqQ5nzCInd3jcX7n2EVLPX/M5N+RszA5u12QDAw9IeoqpZYwb7N723wAPZC1zo5TmA4sV5Jc727rdw2iq6q4fapFXUjPGfWmPslUQaj2HAciUzX2QnQ3QT5yEntOzwY8QKJeznwXJUmuy2abbZYh13HVons6NjohWE8fwxiJwDVGvRfJ6FHGmMvaj3sBOeaiVFHmfCeaMm4+Jge8q1o3jrzPS2z0ZXDJtlm9axg6q+vtDU/ZoPxRd+3ILSOcu4Subf2klrooL+4TTf0+Z5i80TYTMJPgVxKUVTFo7euyiJLOpWo4MavDrhsbDA4vGRedFo738pXqxgzrapwmx9ogAU0nM4R2FDTc0rgMmZPXRDatcnOp8ZbWZldebgJr3ra5eBRUsupmSmz+akOjjTN5xgg670woJ3hlIZn66RDJDILTLGFyT3aU4yi4if3uIVqV8UoyAw7L80yDlVa7xgddf/310xtQRMEF6c/2SKxyyLW2e9f1+Uxkz+4syVgxjq2oUNNF17X2cna0H4f8nwpcSrtRkBLrCNdVy1of5AXfiUDsVYVJdiPRLPhbqiKSjcUTIxdMbFP4AZIpt27cxksiWF5Mv6QJPlrBJgGWTYrI0QeZQ9mMCllkRzgqfV+pd+OmtrDpKNIYYg6tZVmC3nRElklCXYqszQiqtpBEV8+VlGz4XBtPilwwMYJBj2RrlT/aMGdkdNmHpZJlYc2E1jMBPpCu7zbb/802ZB8ECMFK1EGIFjfo2ueaiokSDHqOP5LZCnakTtaHPkT1/ZY0owa0jv0PNwX/Si2ZKthoA/MA6FzbdhktDsPECQY9CcOOneYXhHe/Ys3Ug0mTaI1b0lvUopCgpyG2HOJiZ7B9utK5mjAjBIPeF9q7EO38atEkllAlItHUU6oMmrrNqo1bUjNfwVKZDmSoXmTO2hRIXO/cRfongxkjWB+93CVZWW3/yFKfQXC+Jbl1HikP5p/9txCNyyDJbxZIdET5FCi52WrcxHUbzDjBoFeFoZbs4HKYahLWJZTsSJYbnsKyUcEnMWhkLkBvgeFvdiQJDCGZDlYN3v/u45TcjINZuzO9L7xDb+iwCXNDa/yngzSIRLfdNNTdK0okGcx30ONUwSIWUbjFUtiH1MWuM70kTsWsP/q9JVP+UmNvbvRxgWpSQYA8pMiTUEvUnGtdRE2wBYyUmVHhJm2PCd0/u7Spoe8as04w6DWSbF7+aHCpnUzTpogQalCtgyXjo0nLUNLnYhOumMfDwUqRG+wtPoa16kNTrNr0hTMVJTZhThAMehfkuEI024KY2qI9rpUZosBr53JIExnaprGDZVN6POlZXsMgIlaTZQmUGzW8pSOYFWEFWDBp4TSLOUOwPnoXaI9CAn7ZQdWIqT4RcI7NrXCAfKChbNq9DMTV5JEd2BIBMmkEMZ5KLZbcZ4eEGoRU3J7RWREzjTlHsD56F2yTQjTb05qFMHRGWQbGC/SrKvpg5exHpE/Sq8yBXCJLp6toWE6RfKDfQLrGn0kpJuN4Nc9rwqsUlXXfyAil2cScJVgfvQu4btdEGwQrx8okqj5nE/OCWH3MeYL1MUA08yz3LofOkfkVKrYHH8sYyANHDdydi5g3BOujd4G3LkTTZKJlbsdqyLY3SwDkbo8sxxHD5tDPdcw7gvXRu+ALCtHMJTDGYNvea7d7I8881DgTn1WfnDzd9izzCfOWYH30bgBh8cRCNoLXhtWiDSTWq4ZsDz0HYRtiuw3Lz54ydUu8+Yx5T7BB9G4MPeKzhWxqexQ5IhyyrVbNHZ+NT3VBtYhUNvA8dyZqs2YDSxTBBtG7YV/vHW8ohLOPypq9A9mIXzovJl2SodifAGbHeqQ6x1HOr1VZxHzDEkuwqejd0DN7R41CuqXLi+3HVhw4NA8v23tdpmpOW0nPXFeOy6tF/pPXywaOi8rvvqGL7zAf8X8ogCaaNjzTBQAAAABJRU5ErkJggg==</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> </swatchLibrary> </Fixture>