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Elation FUZE SFX (Elation_FUZE SFX.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="FUZE SFX" ShortName="FUZE SFX" Company="Elation" Version="1"> <Copyright Notice="© Avolites Ltd. 2020" /> <Thumbnail>b7080bbc-71d3-4023-acb8-5d9ed9ba7178</Thumbnail> <History Date="05-05-20" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="06-05-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="b4dbe9d4-185a-46d7-a0f4-0232cc9aca7e" /> <Control> <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Cyan" Name="Cyan" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Condition Name="SFX" ID="2,3,4,5,6" If="'CMY_Mode'==2" /> <Else ID="1" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,255" /> <Function ID="2" Name="Cyan C-Mix" Display="'Cyan C-Mix %.2f%%',0.00~100.00" Dmx="0~43690" Colour="0,255,255" /> <Function ID="3" Name="Cy - Op" Display="'Cy - Op %.2f%%',0.00~100.00" Dmx="43947~48573" Colour="255,255,255" /> <Function ID="4" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="48830~56797" Colour="0,0,0" /> <Function ID="5" Name="No Scroll" Display="'No Scroll'" Dmx="57054~57311" Colour="0,0,0" /> <Function ID="6" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="57568~65535" Colour="0,0,0" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Condition Name="SFX" ID="2,3,4,5,6" If="'CMY_Mode'==2" /> <Else ID="1" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,255" /> <Function ID="2" Name="Magenta C-Mix" Display="'Magenta C-Mix %.2f%%',0.00~100.00" Dmx="0~43690" Colour="255,0,255" /> <Function ID="3" Name="Cy - Op" Display="'Cy - Op %.2f%%',0.00~100.00" Dmx="43947~48573" Colour="255,255,255" /> <Function ID="4" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="48830~56797" Colour="0,0,0" /> <Function ID="5" Name="No Scroll" Display="'No Scroll'" Dmx="57054~57311" Colour="0,0,0" /> <Function ID="6" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="57568~65535" Colour="0,0,0" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Condition Name="SFX" ID="2,3,4,5,6" If="'CMY_Mode'==2" /> <Else ID="1" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,0" /> <Function ID="2" Name="Yellow C-Mix" Display="'Yellow C-Mix %.2f%%',0.00~100.00" Dmx="0~43690" Colour="255,255,0" /> <Function ID="3" Name="Cy - Op" Display="'Cy - Op %.2f%%',0.00~100.00" Dmx="43947~48573" Colour="255,255,255" /> <Function ID="4" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="48830~56797" Colour="0,0,0" /> <Function ID="5" Name="No Scroll" Display="'No Scroll'" Dmx="57054~57311" Colour="0,0,0" /> <Function ID="6" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="57568~65535" Colour="0,0,0" /> </Attribute> <Attribute ID="CMY_Mode" Name="CMY Mode" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" Update="Cyan, Magenta, Yellow" Colour="255,255,255" /> <Function ID="2" Name="SFX" Display="'SFX'" Dmx="128~255" Update="Cyan, Magenta, Yellow" Colour="255,255,255" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Combo" Display="'Combo'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Colour1Func'==1" /> <Condition Name="Split" ID="10,11,12,13,14,15,16,17,18" If="'Colour1Func'==2" /> <Condition Name="Combo" ID="19,20,21,22,23,24,25,26,27,28,29" If="'Colour1Func'==3" /> <Condition Name="Scroll" ID="30,31,32,33" If="'Colour1Func'==4" /> <Else ID="34" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="11~15" WheelPosition="1" Colour="255,0,0" /> <Function ID="3" Name="Yellow" Display="'Yellow'" Dmx="21~25" WheelPosition="2" Colour="255,255,0" /> <Function ID="4" Name="Green" Display="'Green'" Dmx="31~35" WheelPosition="3" Colour="0,255,0" /> <Function ID="5" Name="Orange" Display="'Orange'" Dmx="41~45" WheelPosition="4" Colour="255,128,0" /> <Function ID="6" Name="Pink" Display="'Pink'" Dmx="51~55" WheelPosition="5" Colour="255,150,150" /> <Function ID="7" Name="CTO" Display="'CTO'" Dmx="61~65" WheelPosition="6" Colour="255,240,200" /> <Function ID="8" Name="High CRI" Display="'High CRI'" Dmx="71~75" WheelPosition="7" Colour="255,255,255" /> <Function ID="9" Name="Medium Blue" Display="'Medium Blue'" Dmx="81~85" WheelPosition="8" Colour="0,0,255" /> <Function ID="10" Name="Op/ Rd" Display="'Op/ Rd'" Dmx="6~10" WheelPosition="0" Colour="255,255,255" /> <Function ID="11" Name="Rd/ Yel" Display="'Rd/ Yel'" Dmx="16~20" WheelPosition="1" Colour="255,0,0" /> <Function ID="12" Name="Yel/ Grn" Display="'Yel/ Grn'" Dmx="26~30" WheelPosition="2" Colour="255,255,0" /> <Function ID="13" Name="Grn/ Org" Display="'Grn/ Org'" Dmx="36~40" WheelPosition="3" Colour="0,255,0" /> <Function ID="14" Name="Org/ Pk" Display="'Org/ Pk'" Dmx="46~50" WheelPosition="4" Colour="255,128,0" /> <Function ID="15" Name="Pk/ CTO" Display="'Pk/ CTO'" Dmx="56~60" WheelPosition="5" Colour="255,150,150" /> <Function ID="16" Name="CTO/ CRI" Display="'CTO/ CRI'" Dmx="66~70" WheelPosition="6" Colour="255,240,200" /> <Function ID="17" Name="CRI/ M Blu" Display="'CRI/ M Blu'" Dmx="76~80" WheelPosition="7" Colour="255,255,255" /> <Function ID="18" Name="M Blu/ Op" Display="'M Blu/ Op'" Dmx="86~90" WheelPosition="8" Colour="0,0,255" /> <Function ID="19" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="20" Name="Colour 1" Display="'Colour 1'" Dmx="101~101" WheelPosition="1" Colour="0,0,0" /> <Function ID="21" Name="Colour 2" Display="'Colour 2'" Dmx="102~102" WheelPosition="2" Colour="0,0,0" /> <Function ID="22" Name="Colour 3" Display="'Colour 3'" Dmx="103~103" WheelPosition="3" Colour="0,0,0" /> <Function ID="23" Name="Colour 4" Display="'Colour 4'" Dmx="104~104" WheelPosition="4" Colour="0,0,0" /> <Function ID="24" Name="Colour 5" Display="'Colour 5'" Dmx="105~105" WheelPosition="5" Colour="0,0,0" /> <Function ID="25" Name="Colour 6" Display="'Colour 6'" Dmx="106~106" WheelPosition="6" Colour="0,0,0" /> <Function ID="26" Name="Colour 7" Display="'Colour 7'" Dmx="107~107" WheelPosition="7" Colour="0,0,0" /> <Function ID="27" Name="Colour 8" Display="'Colour 8'" Dmx="108~108" WheelPosition="8" Colour="0,0,0" /> <Function ID="28" Name="Colour 9" Display="'Colour 9'" Dmx="109~109" WheelPosition="9" Colour="0,0,0" /> <Function ID="29" Name="Colour 10" Display="'Colour 10'" Dmx="110~110" WheelPosition="10" Colour="0,0,0" /> <Function ID="30" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="31" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~189" Colour="0,0,0" /> <Function ID="32" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" /> <Function ID="33" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" Colour="0,0,0" /> <Function ID="34" 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="1,2,3,4,5,6,7,8,9" If="'Gobo1Func'==1||'Gobo1Func'==2" /> <Condition Name="Shake" ID="10,11,12,13,14,15,16,17,18" If="'Gobo1Func'==3||'Gobo1Func'==4" /> <Condition Name="Scroll" ID="19,20,21,22" If="'Gobo1Func'==5||'Gobo1Func'==6" /> <Else ID="23" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>40f181ba-737c-4919-9621-dafdb817ec1a</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="6~12" WheelPosition="1"> <Swatch>c92d84e8-e321-4101-a7fd-b75c2b329a2b</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="13~19" WheelPosition="2"> <Swatch>a7c7b371-707c-4f9b-9749-2ccb0ba9ad0b</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="20~26" WheelPosition="3"> <Swatch>8df42376-1eff-4580-8799-fa4cd5e545af</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="27~33" WheelPosition="4"> <Swatch>2101b148-6597-416e-b245-547c937d0af0</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="34~40" WheelPosition="5"> <Swatch>fc91b72e-276b-4fbe-aad5-cca62625108a</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="41~47" WheelPosition="6"> <Swatch>f0434af4-c24e-45be-98ea-a0c3ff556873</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="48~54" WheelPosition="7"> <Swatch>cae0cc94-840e-4ad1-81c7-2e40b8b0ccd5</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="55~61" WheelPosition="8"> <Swatch>756f720f-1a9f-4ee6-938d-9d37255242fb</Swatch> </Function> <Function ID="10" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>40f181ba-737c-4919-9621-dafdb817ec1a</Swatch> </Function> <Function ID="11" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="62~77" WheelPosition="1"> <Swatch>c92d84e8-e321-4101-a7fd-b75c2b329a2b</Swatch> </Function> <Function ID="12" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="78~93" WheelPosition="2"> <Swatch>a7c7b371-707c-4f9b-9749-2ccb0ba9ad0b</Swatch> </Function> <Function ID="13" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="94~109" WheelPosition="3"> <Swatch>8df42376-1eff-4580-8799-fa4cd5e545af</Swatch> </Function> <Function ID="14" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="110~125" WheelPosition="4"> <Swatch>2101b148-6597-416e-b245-547c937d0af0</Swatch> </Function> <Function ID="15" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="126~141" WheelPosition="5"> <Swatch>fc91b72e-276b-4fbe-aad5-cca62625108a</Swatch> </Function> <Function ID="16" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="142~157" WheelPosition="6"> <Swatch>f0434af4-c24e-45be-98ea-a0c3ff556873</Swatch> </Function> <Function ID="17" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="158~173" WheelPosition="7"> <Swatch>cae0cc94-840e-4ad1-81c7-2e40b8b0ccd5</Swatch> </Function> <Function ID="18" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="174~189" WheelPosition="8"> <Swatch>756f720f-1a9f-4ee6-938d-9d37255242fb</Swatch> </Function> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="20" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="190~221" /> <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="224~255" /> <Function ID="23" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo 1 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo2" /> <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo2" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo2" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11" If="'Gobo2Func'==1" /> <Condition Name="Shake" ID="12,13,14,15,16,17,18,19,20,21,22" If="'Gobo2Func'==2" /> <Condition Name="Scroll" ID="23,24,25,26" If="'Gobo2Func'==3" /> <Else ID="27" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>40f181ba-737c-4919-9621-dafdb817ec1a</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="6~14" WheelPosition="1"> <Swatch>c019db17-faaf-41c3-a392-ad447dea26ef</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="15~23" WheelPosition="2"> <Swatch>8c02d781-40e2-409d-9788-6a507b219070</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~32" WheelPosition="3"> <Swatch>8962baf9-a82e-411a-b66f-703626eb498e</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="33~41" WheelPosition="4"> <Swatch>a93238dc-4b28-4597-9c76-72f7b21e767b</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="42~50" WheelPosition="5"> <Swatch>a88ec6b6-4a6f-4713-aa32-da520c5e1291</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="51~59" WheelPosition="6"> <Swatch>c059583c-f3f3-43ca-8a79-a869e65a3444</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="60~68" WheelPosition="7"> <Swatch>658c37d3-71de-421e-9396-bffe009adef1</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="69~77" WheelPosition="8"> <Swatch>301bc2ac-ab34-47bf-a5d3-6ce0af230c09</Swatch> </Function> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="78~86" WheelPosition="9"> <Swatch>1f40920e-857e-4634-8344-c2c994d6f29c</Swatch> </Function> <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="87~95" WheelPosition="10"> <Swatch>4237d714-ff62-4819-bee1-32f9775e23e2</Swatch> </Function> <Function ID="12" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>40f181ba-737c-4919-9621-dafdb817ec1a</Swatch> </Function> <Function ID="13" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="96~104" WheelPosition="1"> <Swatch>c019db17-faaf-41c3-a392-ad447dea26ef</Swatch> </Function> <Function ID="14" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="105~113" WheelPosition="2"> <Swatch>8c02d781-40e2-409d-9788-6a507b219070</Swatch> </Function> <Function ID="15" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="114~122" WheelPosition="3"> <Swatch>8962baf9-a82e-411a-b66f-703626eb498e</Swatch> </Function> <Function ID="16" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="123~131" WheelPosition="4"> <Swatch>a93238dc-4b28-4597-9c76-72f7b21e767b</Swatch> </Function> <Function ID="17" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="132~140" WheelPosition="5"> <Swatch>a88ec6b6-4a6f-4713-aa32-da520c5e1291</Swatch> </Function> <Function ID="18" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="141~149" WheelPosition="6"> <Swatch>c059583c-f3f3-43ca-8a79-a869e65a3444</Swatch> </Function> <Function ID="19" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="150~158" WheelPosition="7"> <Swatch>658c37d3-71de-421e-9396-bffe009adef1</Swatch> </Function> <Function ID="20" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="159~167" WheelPosition="8"> <Swatch>301bc2ac-ab34-47bf-a5d3-6ce0af230c09</Swatch> </Function> <Function ID="21" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="168~176" WheelPosition="9"> <Swatch>1f40920e-857e-4634-8344-c2c994d6f29c</Swatch> </Function> <Function ID="22" Name="Gobo 10 Shake" Display="'Gobo 10 Shake %.f%%',0~100" Dmx="177~185" WheelPosition="10"> <Swatch>4237d714-ff62-4819-bee1-32f9775e23e2</Swatch> </Function> <Function ID="23" Name="No Scroll" Display="'No Scroll'" Dmx="218~223" /> <Function ID="24" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="186~217" /> <Function ID="25" Name="No Scroll" Display="'No Scroll'" Dmx="218~223" /> <Function ID="26" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="224~255" /> <Function ID="27" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="SFX" Name="SFX" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Prism 1" Display="'Prism 1'" Dmx="21~40" /> <Function ID="3" Name="Prism 2" Display="'Prism 2'" Dmx="41~60" /> <Function ID="4" Name="Prism 1+2" Display="'Prism 1+2'" Dmx="61~80" /> <Function ID="5" Name="Effect 1" Display="'Effect 1'" Dmx="101~101" /> <Function ID="6" Name="Effect 2" Display="'Effect 2'" Dmx="102~102" /> <Function ID="7" Name="Effect 3" Display="'Effect 3'" Dmx="103~103" /> <Function ID="8" Name="Effect 4" Display="'Effect 4'" Dmx="104~104" /> <Function ID="9" Name="Effect 5" Display="'Effect 5'" Dmx="105~105" /> <Function ID="10" Name="Effect 6" Display="'Effect 6'" Dmx="106~106" /> <Function ID="11" Name="Effect 7" Display="'Effect 7'" Dmx="107~107" /> <Function ID="12" Name="Effect 8" Display="'Effect 8'" Dmx="108~108" /> <Function ID="13" Name="Effect 9" Display="'Effect 9'" Dmx="109~109" /> <Function ID="14" Name="Effect 10" Display="'Effect 10'" Dmx="110~110" /> <Function ID="15" Name="Effect 11" Display="'Effect 11'" Dmx="111~111" /> <Function ID="16" Name="Effect 12" Display="'Effect 12'" Dmx="112~112" /> <Function ID="17" Name="Effect 13" Display="'Effect 13'" Dmx="113~113" /> <Function ID="18" Name="Effect 14" Display="'Effect 14'" Dmx="114~114" /> <Function ID="19" Name="Effect 15" Display="'Effect 15'" Dmx="115~115" /> <Function ID="20" Name="Effect 16" Display="'Effect 16'" Dmx="116~116" /> <Function ID="21" Name="Effect 17" Display="'Effect 17'" Dmx="117~117" /> <Function ID="22" Name="Effect 18" Display="'Effect 18'" Dmx="118~118" /> <Function ID="23" Name="Effect 19" Display="'Effect 19'" Dmx="119~119" /> <Function ID="24" Name="Effect 20" Display="'Effect 20'" Dmx="120~120" /> <Function ID="25" Name="Effect 21" Display="'Effect 21'" Dmx="121~121" /> <Function ID="26" Name="Effect 22" Display="'Effect 22'" Dmx="122~122" /> <Function ID="27" Name="Effect 23" Display="'Effect 23'" Dmx="123~123" /> <Function ID="28" Name="Effect 24" Display="'Effect 24'" Dmx="124~124" /> <Function ID="29" Name="Effect 25" Display="'Effect 25'" Dmx="125~125" /> <Function ID="30" Name="Effect 26" Display="'Effect 26'" Dmx="126~126" /> <Function ID="31" Name="Effect 27" Display="'Effect 27'" Dmx="127~127" /> <Function ID="32" Name="Effect 28" Display="'Effect 28'" Dmx="128~128" /> <Function ID="33" Name="Effect 29" Display="'Effect 29'" Dmx="129~129" /> <Function ID="34" Name="Effect 30" Display="'Effect 30'" Dmx="130~130" /> <Function ID="35" Name="Effect 31" Display="'Effect 31'" Dmx="131~131" /> <Function ID="36" Name="Effect 32" Display="'Effect 32'" Dmx="132~132" /> <Function ID="37" Name="Effect 33" Display="'Effect 33'" Dmx="133~133" /> <Function ID="38" Name="Effect 34" Display="'Effect 34'" Dmx="134~134" /> <Function ID="39" Name="Effect 35" Display="'Effect 35'" Dmx="135~135" /> <Function ID="40" Name="Effect 36" Display="'Effect 36'" Dmx="136~136" /> <Function ID="41" Name="Effect 37" Display="'Effect 37'" Dmx="137~137" /> <Function ID="42" Name="Effect 38" Display="'Effect 38'" Dmx="138~138" /> <Function ID="43" Name="Effect 39" Display="'Effect 39'" Dmx="139~139" /> <Function ID="44" Name="Effect 40" Display="'Effect 40'" Dmx="140~140" /> <Function ID="45" Name="Effect 41" Display="'Effect 41'" Dmx="141~141" /> <Function ID="46" Name="Effect 42" Display="'Effect 42'" Dmx="142~142" /> <Function ID="47" Name="Effect 43" Display="'Effect 43'" Dmx="143~143" /> <Function ID="48" Name="Effect 44" Display="'Effect 44'" Dmx="144~144" /> <Function ID="49" Name="Effect 45" Display="'Effect 45'" Dmx="145~145" /> <Function ID="50" Name="Effect 46" Display="'Effect 46'" Dmx="146~146" /> <Function ID="51" Name="Effect 47" Display="'Effect 47'" Dmx="147~147" /> <Function ID="52" Name="Effect 48" Display="'Effect 48'" Dmx="148~148" /> <Function ID="53" Name="Effect 49" Display="'Effect 49'" Dmx="149~149" /> <Function ID="54" Name="Effect 50" Display="'Effect 50'" Dmx="150~150" /> <Function ID="55" Name="Effect 51" Display="'Effect 51'" Dmx="151~151" /> <Function ID="56" Name="Effect 52" Display="'Effect 52'" Dmx="152~152" /> <Function ID="57" Name="Effect 53" Display="'Effect 53'" Dmx="153~153" /> <Function ID="58" Name="Effect 54" Display="'Effect 54'" Dmx="154~154" /> <Function ID="59" Name="Effect 55" Display="'Effect 55'" Dmx="155~155" /> <Function ID="60" Name="Effect 56" Display="'Effect 56'" Dmx="156~156" /> <Function ID="61" Name="Effect 57" Display="'Effect 57'" Dmx="157~157" /> <Function ID="62" Name="Effect 58" Display="'Effect 58'" Dmx="158~158" /> <Function ID="63" Name="Effect 59" Display="'Effect 59'" Dmx="159~159" /> <Function ID="64" Name="Effect 60" Display="'Effect 60'" Dmx="160~160" /> <Function ID="65" Name="Effect 61" Display="'Effect 61'" Dmx="161~161" /> <Function ID="66" Name="Effect 62" Display="'Effect 62'" Dmx="162~162" /> <Function ID="67" Name="Effect 63" Display="'Effect 63'" Dmx="163~163" /> <Function ID="68" Name="Effect 64" Display="'Effect 64'" Dmx="164~164" /> <Function ID="69" Name="Effect 65" Display="'Effect 65'" Dmx="165~165" /> <Function ID="70" Name="Effect 66" Display="'Effect 66'" Dmx="166~166" /> <Function ID="71" Name="Effect 67" Display="'Effect 67'" Dmx="167~167" /> <Function ID="72" Name="Effect 68" Display="'Effect 68'" Dmx="168~168" /> <Function ID="73" Name="Effect 69" Display="'Effect 69'" Dmx="169~169" /> <Function ID="74" Name="Effect 70" Display="'Effect 70'" Dmx="170~170" /> <Function ID="75" Name="Effect 71" Display="'Effect 71'" Dmx="171~171" /> <Function ID="76" Name="Effect 72" Display="'Effect 72'" Dmx="172~172" /> <Function ID="77" Name="Effect 73" Display="'Effect 73'" Dmx="173~173" /> <Function ID="78" Name="Effect 74" Display="'Effect 74'" Dmx="174~174" /> <Function ID="79" Name="Effect 75" Display="'Effect 75'" Dmx="175~175" /> <Function ID="80" Name="Effect 76" Display="'Effect 76'" Dmx="176~176" /> <Function ID="81" Name="Effect 77" Display="'Effect 77'" Dmx="177~177" /> <Function ID="82" Name="Effect 78" Display="'Effect 78'" Dmx="178~178" /> <Function ID="83" Name="Effect 79" Display="'Effect 79'" Dmx="179~179" /> <Function ID="84" Name="Effect 80" Display="'Effect 80'" Dmx="180~180" /> <Function ID="85" Name="Effect 81" Display="'Effect 81'" Dmx="181~181" /> <Function ID="86" Name="Effect 82" Display="'Effect 82'" Dmx="182~182" /> <Function ID="87" Name="Effect 83" Display="'Effect 83'" Dmx="183~183" /> <Function ID="88" Name="Effect 84" Display="'Effect 84'" Dmx="184~184" /> <Function ID="89" Name="Effect 85" Display="'Effect 85'" Dmx="185~185" /> <Function ID="90" Name="Effect 86" Display="'Effect 86'" Dmx="186~186" /> <Function ID="91" Name="Effect 87" Display="'Effect 87'" Dmx="187~187" /> <Function ID="92" Name="Effect 88" Display="'Effect 88'" Dmx="188~188" /> <Function ID="93" Name="Effect 89" Display="'Effect 89'" Dmx="189~189" /> <Function ID="94" Name="Effect 90" Display="'Effect 90'" Dmx="190~190" /> <Function ID="95" Name="Effect 91" Display="'Effect 91'" Dmx="191~191" /> <Function ID="96" Name="Effect 92" Display="'Effect 92'" Dmx="192~192" /> <Function ID="97" Name="Effect 93" Display="'Effect 93'" Dmx="193~193" /> <Function ID="98" Name="Effect 94" Display="'Effect 94'" Dmx="194~194" /> <Function ID="99" Name="Effect 95" Display="'Effect 95'" Dmx="195~195" /> <Function ID="100" Name="Effect 96" Display="'Effect 96'" Dmx="196~196" /> <Function ID="101" Name="Effect 97" Display="'Effect 97'" Dmx="197~197" /> <Function ID="102" Name="Effect 98" Display="'Effect 98'" Dmx="198~198" /> <Function ID="103" Name="Effect 99" Display="'Effect 99'" Dmx="199~199" /> <Function ID="104" Name="Effect 100" Display="'Effect 100'" Dmx="200~200" /> </Attribute> <Attribute ID="Prism_1/FX_Rot" Name="Prism 1/FX 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_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="Focus" Name="Focus" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="65535~0" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="50~50" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Dim_Spd" Name="Dim Spd" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" /> <Function ID="2" Name="Stage" Display="'Stage'" Dmx="21~40" /> <Function ID="3" Name="TV" Display="'TV'" Dmx="41~60" /> <Function ID="4" Name="Architectural" Display="'Architectural'" Dmx="61~80" /> <Function ID="5" Name="Theatre" Display="'Theatre'" Dmx="81~100" /> <Function ID="6" Name="Stage 2" Display="'Stage 2'" Dmx="101~120" /> <Function ID="7" Name="0s" Display="'0s'" Dmx="121~121" /> <Function ID="8" Name="0.1s" Display="'0.1s'" Dmx="122~122" /> <Function ID="9" Name="0.2s" Display="'0.2s'" Dmx="123~123" /> <Function ID="10" Name="0.3s" Display="'0.3s'" Dmx="124~124" /> <Function ID="11" Name="0.4s" Display="'0.4s'" Dmx="125~125" /> <Function ID="12" Name="0.5s" Display="'0.5s'" Dmx="126~126" /> <Function ID="13" Name="0.6s" Display="'0.6s'" Dmx="127~127" /> <Function ID="14" Name="0.7s" Display="'0.7s'" Dmx="128~128" /> <Function ID="15" Name="0.8s" Display="'0.8s'" Dmx="129~129" /> <Function ID="16" Name="0.9s" Display="'0.9s'" Dmx="130~130" /> <Function ID="17" Name="1.0s" Display="'1.0s'" Dmx="131~131" /> <Function ID="18" Name="1.5s" Display="'1.5s'" Dmx="132~132" /> <Function ID="19" Name="2.0s" Display="'2.0s'" Dmx="133~133" /> <Function ID="20" Name="3.0s" Display="'3.0s'" Dmx="134~134" /> <Function ID="21" Name="4.0s" Display="'4.0s'" Dmx="135~135" /> <Function ID="22" Name="5.0s" Display="'5.0s'" Dmx="136~136" /> <Function ID="23" Name="6.0s" Display="'6.0s'" Dmx="137~137" /> <Function ID="24" Name="7.0s" Display="'7.0s'" Dmx="138~138" /> <Function ID="25" Name="8.0s" Display="'8.0s'" Dmx="139~139" /> <Function ID="26" Name="9.0s" Display="'9.0s'" Dmx="140~140" /> <Function ID="27" Name="10.0s" Display="'10.0s'" Dmx="141~141" /> </Attribute> <Attribute ID="Iris" Name="Iris" Description="" Group="B"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Iris" Display="'Iris %.1f%%',0.0~100.0" Dmx="191~0" /> <Function ID="2" Name="Open Pulse" Display="'Open Pulse %.f%%',100~0" Dmx="192~223" /> <Function ID="3" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="224~255" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="P/T/C_Speed" Name="P/T/C Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="225~0" /> <Function ID="2" Name="Move in Dark" Display="'Move in Dark'" Dmx="226~235" /> <Function ID="3" Name="All in Dark" Display="'All in Dark'" Dmx="236~245" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Col Fixed" Display="'Col Fixed'" Dmx="0~0" /> <Function ID="2" Name="Col Index" Display="'Col Index'" Dmx="10~19" /> <Function ID="3" Name="Col/Gobo Index" Display="'Col/Gobo Index'" Dmx="20~29" /> <Function ID="4" Name="Col Correct Gobo Off" Display="'Col Correct Gobo Off'" Dmx="30~34" /> <Function ID="5" Name="Col Correct Gobo on" Display="'Col Correct Gobo on'" Dmx="35~39" /> <Function ID="6" Name="Low Noise - Mute" Display="'Low Noise - Mute'" Dmx="40~44" /> <Function ID="7" Name="Low Noise - Studio" Display="'Low Noise - Studio'" Dmx="45~49" /> <Function ID="8" Name="Fan Low" Display="'Fan Low'" Dmx="50~59" /> <Function ID="9" Name="Fan High" Display="'Fan High'" Dmx="60~69" /> <Function ID="10" Name="Fan Auto" Display="'Fan Auto'" Dmx="70~79" /> <Function ID="11" Name="Reset All" Display="'Reset All'" Dmx="80~84" /> <Function ID="12" Name="Reset P/T" Display="'Reset P/T'" Dmx="85~87" /> <Function ID="13" Name="Reset Colour" Display="'Reset Colour'" Dmx="88~90" /> <Function ID="14" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="91~93" /> <Function ID="15" Name="Reset Focus/Zoom" Display="'Reset Focus/Zoom'" Dmx="94~96" /> <Function ID="16" Name="Reset Other" Display="'Reset Other'" Dmx="97~99" /> <Function ID="17" Name="900 Hz" Display="'900 Hz'" Dmx="100~100" /> <Function ID="18" Name="910 Hz" Display="'910 Hz'" Dmx="101~101" /> <Function ID="19" Name="920 Hz" Display="'920 Hz'" Dmx="102~102" /> <Function ID="20" Name="930 Hz" Display="'930 Hz'" Dmx="103~103" /> <Function ID="21" Name="940 Hz" Display="'940 Hz'" Dmx="104~104" /> <Function ID="22" Name="950 Hz" Display="'950 Hz'" Dmx="105~105" /> <Function ID="23" Name="960 Hz" Display="'960 Hz'" Dmx="106~106" /> <Function ID="24" Name="970 Hz" Display="'970 Hz'" Dmx="107~107" /> <Function ID="25" Name="980 Hz" Display="'980 Hz'" Dmx="108~108" /> <Function ID="26" Name="990 Hz" Display="'990 Hz'" Dmx="109~109" /> <Function ID="27" Name="1000 Hz" Display="'1000 Hz'" Dmx="110~110" /> <Function ID="28" Name="1010 Hz" Display="'1010 Hz'" Dmx="111~111" /> <Function ID="29" Name="1020 Hz" Display="'1020 Hz'" Dmx="112~112" /> <Function ID="30" Name="1030 Hz" Display="'1030 Hz'" Dmx="113~113" /> <Function ID="31" Name="1040 Hz" Display="'1040 Hz'" Dmx="114~114" /> <Function ID="32" Name="1050 Hz" Display="'1050 Hz'" Dmx="115~115" /> <Function ID="33" Name="1060 Hz" Display="'1060 Hz'" Dmx="116~116" /> <Function ID="34" Name="1070 Hz" Display="'1070 Hz'" Dmx="117~117" /> <Function ID="35" Name="1080 Hz" Display="'1080 Hz'" Dmx="118~118" /> <Function ID="36" Name="1090 Hz" Display="'1090 Hz'" Dmx="119~119" /> <Function ID="37" Name="1100 Hz" Display="'1100 Hz'" Dmx="120~120" /> <Function ID="38" Name="1110 Hz" Display="'1110 Hz'" Dmx="121~121" /> <Function ID="39" Name="1120 Hz" Display="'1120 Hz'" Dmx="122~122" /> <Function ID="40" Name="1130 Hz" Display="'1130 Hz'" Dmx="123~123" /> <Function ID="41" Name="1140 Hz" Display="'1140 Hz'" Dmx="124~124" /> <Function ID="42" Name="1150 Hz" Display="'1150 Hz'" Dmx="125~125" /> <Function ID="43" Name="1160 Hz" Display="'1160 Hz'" Dmx="126~126" /> <Function ID="44" Name="1170 Hz" Display="'1170 Hz'" Dmx="127~127" /> <Function ID="45" Name="1180 Hz" Display="'1180 Hz'" Dmx="128~128" /> <Function ID="46" Name="1190 Hz" Display="'1190 Hz'" Dmx="129~129" /> <Function ID="47" Name="1200 Hz" Display="'1200 Hz'" Dmx="130~130" /> <Function ID="48" Name="1210 Hz" Display="'1210 Hz'" Dmx="131~131" /> <Function ID="49" Name="1220 Hz" Display="'1220 Hz'" Dmx="132~132" /> <Function ID="50" Name="1230 Hz" Display="'1230 Hz'" Dmx="133~133" /> <Function ID="51" Name="1240 Hz" Display="'1240 Hz'" Dmx="134~134" /> <Function ID="52" Name="1250 Hz" Display="'1250 Hz'" Dmx="135~135" /> <Function ID="53" Name="1260 Hz" Display="'1260 Hz'" Dmx="136~136" /> <Function ID="54" Name="1270 Hz" Display="'1270 Hz'" Dmx="137~137" /> <Function ID="55" Name="1280 Hz" Display="'1280 Hz'" Dmx="138~138" /> <Function ID="56" Name="1290 Hz" Display="'1290 Hz'" Dmx="139~139" /> <Function ID="57" Name="1300 Hz" Display="'1300 Hz'" Dmx="140~140" /> <Function ID="58" Name="1310 Hz" Display="'1310 Hz'" Dmx="141~141" /> <Function ID="59" Name="1320 Hz" Display="'1320 Hz'" Dmx="142~142" /> <Function ID="60" Name="1330 Hz" Display="'1330 Hz'" Dmx="143~143" /> <Function ID="61" Name="1340 Hz" Display="'1340 Hz'" Dmx="144~144" /> <Function ID="62" Name="1350 Hz" Display="'1350 Hz'" Dmx="145~145" /> <Function ID="63" Name="1360 Hz" Display="'1360 Hz'" Dmx="146~146" /> <Function ID="64" Name="1370 Hz" Display="'1370 Hz'" Dmx="147~147" /> <Function ID="65" Name="1380 Hz" Display="'1380 Hz'" Dmx="148~148" /> <Function ID="66" Name="1390 Hz" Display="'1390 Hz'" Dmx="149~149" /> <Function ID="67" Name="1400 Hz" Display="'1400 Hz'" Dmx="150~150" /> <Function ID="68" Name="1410 Hz" Display="'1410 Hz'" Dmx="151~151" /> <Function ID="69" Name="1420 Hz" Display="'1420 Hz'" Dmx="152~152" /> <Function ID="70" Name="1430 Hz" Display="'1430 Hz'" Dmx="153~153" /> <Function ID="71" Name="1440 Hz" Display="'1440 Hz'" Dmx="154~154" /> <Function ID="72" Name="1450 Hz" Display="'1450 Hz'" Dmx="155~155" /> <Function ID="73" Name="1460 Hz" Display="'1460 Hz'" Dmx="156~156" /> <Function ID="74" Name="1470 Hz" Display="'1470 Hz'" Dmx="157~157" /> <Function ID="75" Name="1480 Hz" Display="'1480 Hz'" Dmx="158~158" /> <Function ID="76" Name="1490 Hz" Display="'1490 Hz'" Dmx="159~159" /> <Function ID="77" Name="1500 Hz" Display="'1500 Hz'" Dmx="160~160" /> <Function ID="78" Name="2500 Hz" Display="'2500 Hz'" Dmx="161~161" /> <Function ID="79" Name="4000 Hz" Display="'4000 Hz'" Dmx="162~162" /> <Function ID="80" Name="5000 Hz" Display="'5000 Hz'" Dmx="163~163" /> <Function ID="81" Name="6000 Hz" Display="'6000 Hz'" Dmx="164~164" /> <Function ID="82" Name="10000 Hz" Display="'10000 Hz'" Dmx="165~165" /> <Function ID="83" Name="15000 Hz" Display="'15000 Hz'" Dmx="166~166" /> <Function ID="84" Name="20000 Hz" Display="'20000 Hz'" Dmx="167~167" /> <Function ID="85" Name="25000 Hz" Display="'25000 Hz'" Dmx="168~168" /> <Function ID="86" Name="Hibernate Off" Display="'Hibernate Off'" Dmx="191~195" /> <Function ID="87" Name="Hibernate On" Display="'Hibernate On'" Dmx="196~200" /> <Function ID="88" Name="Dim Linear" Display="'Dim Linear'" Dmx="201~210" /> <Function ID="89" Name="Dim Square" Display="'Dim Square'" Dmx="211~220" /> <Function ID="90" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="221~230" /> <Function ID="91" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="231~240" /> </Attribute> </Control> <Mode Name="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="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="d2aa7776-521b-441c-b0d7-58284af6450c" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Cyan" ChannelOffset="5,6" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="7,8" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="9,10" Wheel="12" /> <Attribute ID="CMY_Mode" ChannelOffset="11" Wheel="9" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="12" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="13" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="14,15" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="16" Wheel="17" /> <Attribute ID="SFX" ChannelOffset="17" Wheel="22" /> <Attribute ID="Prism_1/FX_Rot" ChannelOffset="18" Wheel="23" /> <Attribute ID="Prism_2_Rot" ChannelOffset="19" Wheel="24" /> <Attribute ID="Focus" ChannelOffset="20,21" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="22,23" Wheel="19" /> <Attribute ID="Shutter" ChannelOffset="24" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="25,26" Wheel="1" /> <Attribute ID="Dim_Spd" ChannelOffset="27" Wheel="26" /> <Attribute ID="Iris" ChannelOffset="28" Wheel="21" /> <Attribute ID="Frost" ChannelOffset="29" Wheel="49" /> <Attribute ID="P/T/C_Speed" ChannelOffset="30" Wheel="25" /> <Attribute ID="Control" ChannelOffset="31" 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:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Focus/Zoom"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Other"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col Index"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col/Gobo Index"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col Correct Gobo Off"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col Correct Gobo on"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Low Noise - Mute"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Low Noise - Studio"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Low"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan High"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Hibernate Off"> <Set Channel="Control:86" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Hibernate On"> <Set Channel="Control:87" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Linear"> <Set Channel="Control:88" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Square"> <Set Channel="Control:89" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Inv Square"> <Set Channel="Control:90" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim S-Curve"> <Set Channel="Control:91" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="900 Hz"> <Set Channel="Control:17" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="910 Hz"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="920 Hz"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="930 Hz"> <Set Channel="Control:20" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="940 Hz"> <Set Channel="Control:21" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="950 Hz"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="960 Hz"> <Set Channel="Control:23" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="970 Hz"> <Set Channel="Control:24" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="980 Hz"> <Set Channel="Control:25" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="990 Hz"> <Set Channel="Control:26" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1000 Hz"> <Set Channel="Control:27" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1010 Hz"> <Set Channel="Control:28" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1020 Hz"> <Set Channel="Control:29" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1030 Hz"> <Set Channel="Control:30" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1040 Hz"> <Set Channel="Control:31" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1050 Hz"> <Set Channel="Control:32" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1060 Hz"> <Set Channel="Control:33" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1070 Hz"> <Set Channel="Control:34" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1080 Hz"> <Set Channel="Control:35" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1090 Hz"> <Set Channel="Control:36" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1100 Hz"> <Set Channel="Control:37" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1110 Hz"> <Set Channel="Control:38" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1120 Hz"> <Set Channel="Control:39" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1130 Hz"> <Set Channel="Control:40" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1140 Hz"> <Set Channel="Control:41" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1150 Hz"> <Set Channel="Control:42" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1160 Hz"> <Set Channel="Control:43" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1170 Hz"> <Set Channel="Control:44" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1180 Hz"> <Set Channel="Control:45" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1190 Hz"> <Set Channel="Control:46" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1200 Hz"> <Set Channel="Control:47" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1210 Hz"> <Set Channel="Control:48" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1220 Hz"> <Set Channel="Control:49" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1230 Hz"> <Set Channel="Control:50" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1240 Hz"> <Set Channel="Control:51" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1250 Hz"> <Set Channel="Control:52" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1260 Hz"> <Set Channel="Control:53" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1270 Hz"> <Set Channel="Control:54" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1280 Hz"> <Set Channel="Control:55" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1290 Hz"> <Set Channel="Control:56" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1300 Hz"> <Set Channel="Control:57" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1310 Hz"> <Set Channel="Control:58" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1320 Hz"> <Set Channel="Control:59" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1330 Hz"> <Set Channel="Control:60" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1340 Hz"> <Set Channel="Control:61" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1350 Hz"> <Set Channel="Control:62" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1360 Hz"> <Set Channel="Control:63" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1370 Hz"> <Set Channel="Control:64" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1380 Hz"> <Set Channel="Control:65" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1390 Hz"> <Set Channel="Control:66" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1400 Hz"> <Set Channel="Control:67" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1410 Hz"> <Set Channel="Control:68" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1420 Hz"> <Set Channel="Control:69" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1430 Hz"> <Set Channel="Control:70" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1440 Hz"> <Set Channel="Control:71" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1450 Hz"> <Set Channel="Control:72" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1460 Hz"> <Set Channel="Control:73" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1470 Hz"> <Set Channel="Control:74" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1480 Hz"> <Set Channel="Control:75" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1490 Hz"> <Set Channel="Control:76" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1500 Hz"> <Set Channel="Control:77" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="2500 Hz"> <Set Channel="Control:78" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="4000 Hz"> <Set Channel="Control:79" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="5000 Hz"> <Set Channel="Control:80" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="6000 Hz"> <Set Channel="Control:81" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="10000 Hz"> <Set Channel="Control:82" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="15000 Hz"> <Set Channel="Control:83" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="20000 Hz"> <Set Channel="Control:84" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="25000 Hz"> <Set Channel="Control:85" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="10" Name="Gobo 1" Number="20" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="11" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="12" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="13" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="14" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="15" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="16" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="17" Name="Gobo 8" Number="0" Page="1" SetControl="Gobo2:9,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="18" Name="Gobo 9" Number="0" Page="1" SetControl="Gobo2:10,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="19" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo2:11,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> </Group> <Group Name="Position"> <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" /> <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" /> <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" /> <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" /> <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" /> <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" /> <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" /> <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" /> <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" /> </Group> <Group Name="Shutter"> <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" /> <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" /> <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" /> <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" /> <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" /> <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" /> </Group> <Group Name="Beam"> <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" /> <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" /> <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" /> <Palette ID="4" Name="Iris Small" Number="44" Page="1" SetControl="Iris:1:0" /> <Palette ID="5" Name="Iris Medium" Legend="Iris Med" Number="45" Page="1" SetControl="Iris:1:50" /> <Palette ID="6" Name="Iris Large" Number="46" Page="1" SetControl="Iris:1:100" /> <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1:0" /> <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> 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</Swatch> 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</Swatch> 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Sg9klc+GzrDvIhEuytXWHHNeJ1q622mniNQT/nnHPGk20rC7UWEcwkj9bFa5IbY9QnehkIiKbGNwYr9WYAhwG1bTuxIztGQejka1/7WnfooYdOvI5EsQlihXuCEcA0h2Sdddbp1aXZmxALyZgD9pcSn3QSD6Qhdp8RjJyrAjVqpDUvnDHi2vF2dRxr6pGwCmPEPdrcZOw7OAAXpqsWAjQRLDH2/ukpdtlGIGkalagQkqD4DrVtXtS73/3uXn2iFlAjrFJsEGrigW6QUKMb6VGSQIb999+/Hyyuh2oF/YxCUHGMaKWrCvMqHPWz9dZbj38niwHBbIJRPTmJCLz0opKE8iUkqkXpWVg+G6EE0IXDfb/jHe+YyIr4+JmHVfOSo4w+3+EV6Z7fn+b0nOKHdu0SjN1AxUYk7KD2wMglOImdhKSxgCkuOCrAwAom8m9qTEmgyWG8NA/I43fsQOb3ve994XVGn2FgFTOpkZMQSVwDHi1Sy2BSFvXCteQqZQ26aLgXyqdxiLSqBKnp8b3vfW/8s7ctWfCvfvWrx2GimuS2azRJxwLNxRm7xVyAE1l73FAl2Kg/1xNK72FwWSGoM4xfU4mmFrSPQwRuRLf362DoTUZlKqiJIfE/Hw5QIEGRkj62hP1CeUsOvsbNYmx040E9D0nl4AhE3rbV3yu0zNpX8JIO4rqNYCXJzfdhF0N0VDJAOFRifk+AG7X+ZEWCjcIS+5feA8yIZ/sWA4odg7SiGHAWqMo4//zzw9cNuZRKDiUvkqoE7DkfcWcBadZBi/tQR3Q0VGjo4Jhjjgm/i8lEsr/nPe+Z8Ehz9f+RBNUSJj8OSCCV/r48XME1knVg3ixPmQm4euyfKPLgUtiiJsEYuenqPwESgaQuhKKuyAKg1BmZ3cGKJn2Ekd+yMzvXwigqRBxayRmVXgPU2Ze//OV+YrwEw/ulZt6CvGqjQT5vk7WkhOgnhlTEc1OJFdXm4536EiQIoUa8Ty2RWzTHBgclVw/H5zBXzBEq1RDZ0wGYEDgyvaFihBrBtql9AxszYD2eFy4y7jl2hG7VJ8WB0cnNYBtkcl49EJpqzyhsghVDdnuTfvKqxGABWxYCGzPUKOd+KJI0Sa1ppqh8uaU0CJsUAuDlatwtstcYD28X8n+lHKSqZQiWiy3SroHsA7anBoUxRw444IBeuiHZC4AjwwmWbmjdrqEvqm3rtxQJF0bwT1eX3Rw3SqQcWye3RR9bwSosgIlqQgCReqsZrwrrFRGBa2SAUXfqgBhym24ts1B7zQOVhTpE8rAoITTkt7iWIlpwPq/pFw59zgz3ve99w2tAs5GWA1b9YmCs8IyJACBBo9YHI9DGc930WSELSxJsW/8CBPGVpcZ61B+TROwGu0Kh+UfygGwaVXGs0F4RwAaSCYmqUr0ox+7jGvkOPyhRhN+APUScCakS5Utz4ZHIaWjZZU02wBLaGNNIHAKpvqqWBeFtPOBtNa9ClYC+Ls1AMBbNA6IKFMCixsGwsvcM4Eo7wdJNUYo5cVdUXFJsZ3X1AHsGrwNRjf3Fjm28MEo/FN4A5bPwvCLb0MdrLGGeM85VskACS6qTaPaeXymSjarlgYEerdaobz7w2Qek8ze+8Y3s9xiQ1Bqfw+OMVB7hm0gN8/4cGBNdJFGKCOdJOwtFZeYGFl+FYE+FM2k+z/d/yEkwTtCYsIZpmOYlAKqMACnkwhMyL88nTfkbqs5yadwM0ihygzXeQ5TaVKSPYutnR6BkCJtJJW5LXb7WeiFlrKM0dgifhRQ3YvB337mnlCxXoPI1S8FijSSnT78ZLCht0EWBo2CLl7H26g9QlauELnmZSFDUfiHVBVfgzBv8H6ZGPDHR3jwB9LhXj7ayzKA0MUs0GI/MgBFL/wTdTs97vbeG4aueIhFwI2GuBVMOkB9vtEWaKNTIxtPDOWFzLNKbZDgP6yOBMe9Lf0iN1YB9g8NBAQAqEDIwlgQ58bK1utT2NihYdGpjASWnBmCNHAraZWmfM64nZ6cBBAPaqSLFNkv38qZ0LxNSI1rS7NefkpdIL18aYmSwAbFdQxAJG0td57e85S29NLAqgag0xItynSxfeGhQNeNLXpB6SrCoZaWHDrytapMApJ10o6wPXrKQaj02AOTCXuXB5LJwUbVIG7QBE0llBNLZxlSBI+ClvxYoml0FfIAWk4OFo+YJ2Y1aCg77sEIwOAN3JjzKiGAv8C8wINgnPjeFvcTgWDDUDH48GiSO9pNgVXGBVrLrb4iB9t0GNZOfi8voSvb9vrAXyXvqfdSgxrN9J5PPz7XSZAKbLQFKC5qyAG2i1VmgXxqpN7RAtLCizIDuBNcSHm+/IaG9WeEdqwg5J8AB7uQJNtrIMXWyBpIFUa5FcIhdgqroftslpIZiVDWKLRPVhAOkoS9H0cnKBQqVYCTNFT76XSt45P7UmLdFwILhs2spr6iBSwRzZLD3LAaGYa55UhZczustxaVwbnSefFgmKnrUJjM5lIo4BYvgkG4Q8RIMf3ZqyUSkwF5CzemOFq34jAKgpfLe6HQLDWjmcojqjvvjYHyMrFSPBVAfqjr0HpDINYL5Doc5RDlVSsRV2mJ2RATTGrAIOA7+PvHiWSTYfF7C4vggMWvw5d8ZwB04NA4jeIJt1AWwAdHVbdIq13ZIo8KGkoqJDpAqxa3seiwtg4TzoQxvp9Si/n4BaBOVWuoEorf0+GLRmOGukoZkP86EFSuibqNwCTZe41lGY2APUyQZbWrmHkshCsOA5n9waJpgozOuw6o0G1wVr5YOsdd8jImaeY+SisK4pZJSQwm62lAhviYep8MCk5CXnzWi7XcORQazorTrJ7dRxNDaHx/Hw48dsBSbAs+QCL/aqzUv1XflYZFiC3OkTgRUtIVfcsCBqJ2VKdgALtkZ5CrByDBPFX0zSVE6hi3swG7Ie4XR/6BOIQremU9tUKbCdjStJFUPMEq/qP3F5CCBVP3wP0yoxYzYrlaCJ5hObK15SmsXRN1qpwFoFqg36FHX2Ld6HblNHrbQNPTDOPO/SHpzgPy4Iw25dm//KkjIlwomHeAQXOqrGpRgofXNF0fsxrPCG7E6bu+yRwPOgEEkxHUklumWQ0KbU8wIWJpUYMW3tAMgH+rtG6LQRrDSKoWg2hgOdatSObIfNYHcUjZErImSGIN6eEpgm0wMa79wo11Uei1oAgO2FXE1pDvzcf/73z8cd95TIljuOwuAS1MEC9VjLoLOdnMIFiWtGWzfQM5gkfIoDgYBSTT7ZDNb3qIyG//dUUKaQW0BC0U/j1ieV7EeWjXRsj+R+9L7IDxg4Q8lqy0cpI/aftxfLs9p46khDBayBY6x8XAkoog97/G9YxVDDvgaAS7tyg89wdJKQW6GdV/a8lJtmJy9QuCTiHQu4GiDN6SnKGSO4Ju5LUn7Jd+vzOdESy0qWRi1HqtIeJ/2wd7EO4UUWtdmnrm3Gbnf3JY6VB9SSgmISWAEs+uLJFjJriv1BiEMhJkStDlYG06lcfmnSTDqQaZEBCtYM/GlgByDgiv7xje+sXjBRryah2hAAkV19Eyqt0dqbcpzIKDpXf+WzjuWGcAb1F3sESBXVJOlDhTjh1dn5oW3l0rjSnk6poCGWVDzZlpYGIhwj2+RwJzYd3vgAORIjVOGdAu0FVyCU19Rgk2BQVbXP1cNCvAQeW8t2s0uGQaBKgzLw5WQCwKyUv02/6jiQUkX9XsAUeDSBxYjiW1hj5YK1lyA2QgA+cyRMWnpY0+lXvqMv/fSMeCNwHaiL544tqiShnAOAiLK95YavWAiRDG9ESYIFqpHX6IcbWePLqaUeWcQsHW4OAhbC35aQaOHGrOGqC+qGt+566/1TQWl0uxa/37uk2RxBJOUjJmFaOyaSZUxPka8oYl79mpazKwWZmEBRQRDtUd1gKAiUHryGMHCVLonWEs0F8OUhHG0zcqAWKXJXEQuasW4aKvGiDZ6AKozPKI84CyHKAAlI5NUiuF59YgpgT1ouVTCD7lkvYUgeL+RydQxEhfJYpUOLeVGCl9xUUJODSIBuUavLSAsnm+here/6JWTKsAwCCOQvga+JVmMroc8vj+rgvAD+yUZMA0uYlhTZcmWeSNYZBcwAa0Hd6pXlUs3RWqaFW32J7ZeNAFGOnUAmBCuHbXZcv62SUbIRHgCI1zVuqp9YlmtAd0cfL81A+oezUKinEWuwAb2BMOGruQn14RbLAlYFPrjPj0SVVZ6RBF8D8Ib2AJ4SeptUk2BAVpryY0jEUk/f8O49fr5OScgMuD183NS0F5XEiNxWd2kysyYLi1MDaJyHd7L09/9eQCtQMVZFgRHwS8W/o4wYTc5NfqeYNyTT4OZZimQDE6tBcFWz73Dp38wSH0lZg7EW2q2DWpUCWDlx1rP5MMZVCwcddRR4ef5ch39HIDLzjHJHhHBtDwl5yEyWTghOulmtHPdkAOSl7xvDXCa7QUhoz5lUfFhC5BAZoNFMS1UMNcKCZkPsgF+h1H0P6ASDVg9SzB0q28XBNOJrbQ0/TebgwHHUNQqS4MGca0BHeLbYjlIQ1vBiHZ6yLOHL3fsis8m+PjNLKflglx6BkngnQ29J4xmCOarPBR402xWZu+lBYVzO3haz86kRxkq3vZGqAcb1ZKZh2kFB4Q7lGBRDrcxzJQnGBMb7SGEMCWCWayH97HCyb2hBrQ5iEEnA5HL/6LGjEA6oLTepHx5CHzcach5kyqlh5yioRLJpFl0PpOBRWvnPqJusLlMovK7miktzZBRy+zrjAjGuPpafqSW7fCyjSQ+qBylkUyAEA2AJ5lNMT3BQiqWmoSU4HOGlKDk9DQq2Jq5mUpSlalpjWhXt0ct0DrktA9L4mOLlU7n8IhKj5XoVDZwsIRvzmJjxLOlqHwuMgoJMLlcoy1KJAvq0Hr040hZVoKx9bbr61//+t7AxyGza/ImEJ/FHgf1pFu6FHE5ECwMkORKZGtb9f0m0cheswg4A88K4DPN3ss1tUWV1Ow//zefgM41uIuS4GZ34erntqy1Ao/SpDUpKWw29o4akZAq7KAmbsX4YWRDQlQwCxRVi/TyRyBCQAoTkVTswgY2b5CMxU46x+wvb6hjltipKti2ubnlOnEwtKBSFytSNjNGq2YlWG6LfenYOVheiOyOofrbyGYhDU3ZaFyLlVjKJACf/PaBV93TqWBSfasiK1bMER71DYF9/lNXtkkL68KIbYkEw8aCwLaoKEkn7kZ4g2oT9cTZzZQDzgMTr4a7hZYgBbFC9UI9wQj+moer+yeiVp2MnREMYuvnQraM+u4lWBwBzKDQM6pPcrfUblutPCLXDHo6BrJidVcPjoE/zKAEL/69y5+LS1FC41tOmluf66uKvUIXRS9VsPPMKDaVgoSBDCwAyMUYaWTdFjOSDClW6QUxhtm16oRoJ0MfVvL5Vt2zoKGYqNmxfhbXr6EXtEumuGEVCBbWEbekTzyiLe4eDKxNNOUj5jERaPSbVq25HKKc51qPep8T1L1+SMDc3j8kiBYmAovzRPYXah27pRY20B4buhMbKae2FekwU0/0WW0Bi4d2WcCum3vMORRoHn8iiGZJhhwS4YVIVB4/wmrZ3EOuOUkOsL6FYBTBYXth2GvTuQi8z1QyW+Nq8TcWBRLHCKxxPKRKqXs1UkwJZqo7Ss8wMQyy30eApFXHJFfE5yVLa/hBwb5Jro3xMa2C6ZErg0Ib+MyK7hNlszR2GGU9kRbSsWythAFZguXsFSYvOt2LbV3Rxg0PKxvhM2phAwhFDOlNb3rTuAtMCbj6xIAsT6livFSxCbz6JL7FptWoB0QkJfh8Wn/rCWu5PKrfANzSd9bDYmZa/1XykqNQi6ppzl/igTqP5l5zqd4+L+VpQ4IxqdFRv4CeBhHBcoT0sE26Bx98cNP72WwwYMPBhJ2hg1JrguvtNbw83yXIEEkcjG3bp2DI7UTykniWkJB5bVrCUyqK9B4iYxOpeG3voNDx8WNViiyEBONwpJxhnbM7/GrNVZdiGFN733Kg1JLC1BjquBTsBEO3ggElMAsG9UxzPVMnpeQbtBgAABuUSURBVKpfRWNMaQJ00ua+kDoGvFrs1Mjb9tkBUmaNXQx76Hx6s6F02khIsILR1l+Uj9xyQz7fVjIaPbn4/1Ll5BBo/I5FQmqLEIDPU3rYpONQUKLN/eVynvZeJQbqGXXK6SP0fgC5MfCSJldTxbVDmqjODbWENlFAuNwY+iD0pptuOv4ZCVSzqzQMofYY31ey10OClYxOyECcRBPANAdR47J2xiOfwQ0SQOR/8aK4SJLf6r1CZv5OnKfQYW8CXhpgh+GhNm597+2ozTZb3FwI1z3acMoGkdw+Q5VauR5eEEFPlIs27LI4kIjcOxqlBUjU3M4pX7dlHjUOAj1D7IS8HHJtsli8pb0QUwSzQrIS8IKUYF79oJZyVZCAKLXX9dghvEZC20D+EW+JAB+D3NKuPIrTITEgbsnWwa5ggnRbGXZbRDCS5rldRCrZc7aJ7Xc0gkXlQDgLLBbGhAVfq/kHePK5okTvSNiCI8lO3K1GMN2xpaXntfQcV0Pp5jgWhptd2j8IfCDOx5dQoaRlohJfRHHOkNTSY4hu7ZyI9+BY5A5XUEAkDH3LXaJKmFDUHtHq3AQwodyH/h1ya78IA5/HAe7s3ywtpBKQdEb4yJu2nC7SHg+dnl41RMWZNZC2ajnzW+dcq30r8dKLGU2s2zHBWi7SV4ZqQNFAnVREsFKVp7rS2ExKdPYUthCMyWdVQjB+NvuGa6FqgHAHMSFUIZLRVAfP3juiexAhhWizCARhMeI9+7qzFqD6rKyc8fNhBFVpLYl+UOq94ecIiQjBUcMQRjtQRshptZLnmnAZBEOOr1F6l4c3CCPVRQ4NW4ZJ1eh0abBU3PrKWAYDO6/F+7S9gEgGlQ60JdDWBKgptdm8LcEkE5yNCGa7r9k5rgQzg5zPKqk1JBJ2XG7iNEbVUnoNSpWz3gaD0KhJJBDzV7Nxdc61jUAllnkhBJvYEtNyZLBXodgavhcXdhirhtp7JVhulxAobXljMFoNdfNqtBFbC+iNoWAgcz0ZjBj+vm1FIx1Lm2QwByB7zlnQXeOobqRTbVdXqUmc31VEOwBsSRMOjFnrmQPqwFV2tF9qEmwMAqF4DKWo/JDdLX6Qc3X91it+HjA3urRRFTvRx4GwuRQY37XQiZfmqGLsvZZNKdhxZB4i6aGePAsaJ8dKcnIotQj1W9KIRSqG2JEQjLghTlHlHPJegl2gr+AFYfSxMygHX1SYE69Mjp7qgQSK7DWADVCSnki32v5Dgy2OqEzbwH3ymaUg55BD3BV6ykkJJNI54a3lWGRMDRyOEuFLKScWdquJEUFtLaQeqpV0VWWMLpgiGMA+KBHMt0GKDD1ELruEtGadLEBuf6D/DE/iIbEw1BYrMto7qSAQWkohlSbD4n5Ic7/9bggYn0hye+JjkyJhS7u7S6eesLj5f0I/s8DHwRgbxriidWKCsTGAAcupwpZsOt1a/IaI3PZ54FeCtye0qA7vCxXnBxuDnOa5HPKAEeubsXkgOWo5yhzM40QtQYaWevkI2KR4zD7eFu3EplrF7hmjHRtKHYBayokuRTmC1WKfPlpPJIF7riysnmC0XUHujpOPqCuy9NHhU8DO/DEDMZJg0e6V6EAAg+9Oo59JIaENLPYI52ojfew1ViYxKW2HxO811FoulXp+aVkOP89KMAoLCBW0tKhUCcVi8mOc671hoDAQQvoiSuazFKIAWlCIR48WqwR/4dR5KyeSXJHIwn9PREu5+BzBUA8E3szrqzU8MZQcB7/NXQN7eGQ2gRir2HGWXkHl8ndENRtysQ0IHrY4DDVSlGI8GkZRRwaJxsJrbJrbS45aKbhBc5L87MupGUPbgpYDi9ATDLLWSoY0r2oNaSpdu8+FW6YDyVVMEAyVlDuwyiOyVfCCfD07F5mz7byKNHWKd6lnDlFSDIwcEJEBYmCHhiVqbr/vdYHqhbgkwbUgQD+HunrGo2QOeET9HSJnqJaWwbnYaaedioWVUd6wxeTRg2Ht3iv9Yvv8lxGMIqqJDtPESSBErmhOEQ0GOtoTLKoKAKhAf3SyVT8QK9KyZbOZbPXwzN5Lv9+vBbmNLQbvtdKlmQmiYiJ3JiRqDCnBuZhICmyXnOeHHYd6isYvKqWpqXTMGsyHkmCIguK1UiXmTaWe2V2VDEZfmGcEm0rnEzIgF3jEEUdMFdK1ILcbJwKTpvaDxaN4nfoxAyrWyoJ08rU4EpVD+S+2GtdeklK1zSRqg/HdVgsHyXNqDQmH9GYTCyAMwf1EJEOdYsv61BufHcULazYWoC4NByt3bxFJGSNtE+WBM6GSz9R/6cS3bsQpJRhBqIlRQyySj6OoLRdxjgC5ohqhXCrDq1grT6GoTisSKLc2qZNbzcTdbEFQElTKHJRiOCwwVQsYtZan9ccVKnwul0UKMaPDE4xEvpwbpyEKmkak9kfc4D0jWXJCIbJNrddurtpEDzZTFCQqXPofweilmVYSIxB2OqQmni1SOnhEy+3GfD6KwYxEcS7SrLVkuNoE8LA39txzz4n3aUlJjhxKKFIsXGeuIK5k0/D5qtLVg1MHBEmqExw5Mki0iGD2mVRyQB4LNOf6+fs4F3Ye6hry671wIkmOYDmHDGkdEQzJy3dEQGBkgt9nwyl+0EAXgaaQYDAco1o3NGiMzOvwHLNzXhuTYlWyNojUhWltFd6jeUi+LZOBla+2C2K/pCJLjYj93sRcjInrmLUS1+6Vhcf9G8EaD57qtt122/7/iG/ZeeKgdPZjDti5UVKd13PzyR5M0l0BxkFLJRhR0akDJQ0tR+EZcrZCrvIRgiEdIRSGKv0StDQHMpOHM7si1yXHG97EaXKVmDX49E0uA2HnBACub0hNlpYHIWlt0bTkepF45vD49py51vNE3nPZiVwWIIp1me1FY+MMwcYRdr0T3AT88qmIG+TymfZSjCjXjaZEUtuKjwGpGxkgHx0PVeTnat09mZAEeKO5luql+F2tBwfAm1IHAxtxyBY0NeRrRZ5ANQD3ZuOJ46OFjyTco2OUCWPkjhvMOS2RKUJ1jG5uceALxi7nmGCcLZPsMETb1IFYqActlUEllvJ0ud6gvrRFkQvC4gn6/vK5joNWvaqdalCrOYJhOyJVo7iRV+cRGSG6lhIjeSPkVIxKXCar1lNV/66bbEgr4ShYXAqjnANgFdiTJUct53VGniJjTBgmI61PtnOKgJfF+NZTBPNfjtjM5aAgXrT67dCBHHDVfaCU3Ft0ZnUuhcN3M5BmhzHgVK7mgI0GKdW2NHjHJXIIdCs+tlCuk3Tk8DCmLS1JDXh/Oj5+LJVgkWShLKiUuYj613LdUcoPIC0zBv7R+osn2Cnd4hLqCYPDvhz3lyCeH2xNi1BNGtUWIU1KKZFoJ5P3Ig25gC3AqDeCoWpr5Sm8PyKYdw6itEjrlv9ILUGInL2meUGkH5NM9kClqG9FZTEs7l1jhyxG8rJstMmB/40O4tprr72qJ5g4wJ1T9IUJgnFSaSICVmt4biQTFolxnYxcZxhrWZSbFB/kI2Cai2GVdhdhM1gqo2VwMOb9rnRI6XOJSGW/qZUwiG3sxUFh4XlHw3YQeZRaGagpQWrM17XxnbleZ8T+VIKhAawSBZuNxe+dLTus1MC9sNGEpsADcYKedgsid4VjXUOC5WwZFZW5lA0DTbM0a3jm4Y1jbjgqkbZitxwsRmWnV9SAke63bLEYfOiBz8N50T0FTBhRemv9ZAdMKJAgUSomF4pgHKx9OtcQOUw4PFGLJaDERSUqSWitibdISZPCe5BU485ALjB1JHBEMCQY+mAiQcag5zxHtVdK6QPSJjmCYW8xADUgLUobDXwfqxqiAChOTdRNMVL9SrDo77nuiH6rn9m0RP3V4Yk+szWRjhOiC4WcZymzYWhJSQWAMyf4F6cIliTElWlijkg/jl0i1AgrPWfYMwjYKIQySjZPqZ0AA04JTO64OkOtctQ8Qoxo1G4tDhYl85kUr4b5vKh8SW2X6N5zhrU/ZtAWby7eZsBZyu0rBTrGfoEgXbE3S0f9LAGOgDv+xVxEjx0BO3Wj3CRi3u+48cD+YIVYz6oItZWB2qgRrJQ/RK1arhI12lLDHzWlwyj314o0jOJ4SqDWenfsS99q1KSWSmf7Tr0WgqulSL9ejw8WI90JaRD51w3FjKmGa3K5xwJIQRwW/SEkWGLi+enm2K0R2mIRbPAxMHMkqBSoTaRjMLI1pmXINSQBTNLQg6Na1QGLxo6DVuTs0hKiQ1Kxg1DXSgrunTHRa4zCNgolmGY8tK8q3jnjaOEepDyOCATDUy2NcQbHwZnoD6WcxEHdAIKZyEUM5wiWifyGf+fmUVU+wt26Y6ey43iMqEVmjpyejFyfbk+LovFRoj2KB9q9Y7Mhea0mX20ocqfWNjMHu29Iox49BDP1SyiDqlQbSzx7q3Qh3tayN9bhoNwfsgRLjDw9XRSuxPq59yjw2PBgSh5eqS0U8O48q8nXilMR63u5GjSdVVO1hsgIz61gL00pS9L7jRZQdHRLLsQAUPNGLmwoJeiiRYuqJwUTTuGBN1+KF6qNSUmW3Rtmjj+Qq4JT4Eruj7WsKjs9mwhmF1SqXqh5MN4DjfolUBKcI5ipWAZvln4Rhlzdmo/V+YOpIoM+OlA9avVuwViNqPvPLxHTgBPE+7z9afsELN6l3rOOMffIiSoUbTaiuBu4RrDju8WJy2pzBAsPIP5zsbBSqgi0HKyO15fbQGo2BiraJAsqe+iOn9xEetXhg85IKz2XCDXvqxFQo1HmwMwKrhvJjRrzu69LPSpUIkWpNP7ONj6rv9extnJ1Yl/keQec6QQ3ji+9oUiwdFFXJ9GJN1nt72OrEhshIhgDq+d/zwpsi9rh73TXAeQGaa5GL3u6AUYZgKguP1dlgX2j5PAxNJ+EpyLWB2zxAn2QFPvVnAVUNgl6pD2nfyhKJkbLtjfLQvimcZZaY1fWQMm/09WVpm3VwqP0/6clktGFN7vVG/LYxoXc0b00qYtOvB8KqitLBENFWINhVjyDSpUD0ofKXI9o80bOQdAkPqTwu2p8HVckZbfaaqup14jWa2qK1g2+ZxfjGzUngdScN1DZ4TOxucTH+Uz177DDDkMI9kW4UXtTaxcTNuCt17mafYMFWjFykRgR6LIzD2gi14MJJv9oG07Uq2MjBO65j9FpuY0ht8tGwyiQwks6H5/y6pFQRLRvsWVHFBLNOxlIIooLW/dgGnwmxL6fvCd50AaSYSvkz7gRNBEsMfWcdHM01qpulIxWEhNt+xlzIARQC1Qy8aWGJj6npgOJ9MRO9PnJKKQSSTAkndpAeuSNwZffeJWJyo4qSloCtNGueMp3hpILeIKxWFDRFGc2EuxQONHyXUNOGSdRiBgqNpFikv2kMTg19Ug+r5a+IJCKFMnlIjH+1b3WXUF8dtSrAnXL56l00nQUqoUeG1SrWl0cKiYqf/Et3n3Ixp9EZ2gJ9kYVqrlarRq804O6JOGP/ZwpgVYQJqgnjUdoJli6iEtGBn8YIzAVGeX+cnYZIDSx7777Np3RY3XouQ4zeE965BxeEQFF7B5KfKO6LAbXX7P+TnSb428UfG5Uq+5LcHyqJndWUq1JC9UT3rPlunO7fWYBdXzWGbICDPvmHlBDJBg4Mj02SY8N/R+om0d6RC25S4BckboBXqIxqLmackCi10fOkT6+y08NapdBNlSYBjhzTXN9WXmtY1AraFriQSBZJfQQDDmY1eEL3WIONGMQwUZhC7LeREQnCrhIO7SmcRSl5mvYQlrBwHndeq6hBwPH8S+cz0ibIiMo26voFYaBDwmQShrBhwhaCKltDPgfVKgSrJZTBTga6lDw/7nme7Vd8JHdljtmsAW6/5HxID4ZlS05UEi4RS0s4TFUgkGyX6aL4iiL5k5mudZAqLRSCY8GAzkJbLvttit+D9FnBo9+FvS7x25i8PBsMbAhJ94sW+AIOFrgFDVt9fRIKx8G8VKzZceRr6alp1m0NZ/vqyXmI6ndEpTOQatXdcNvBdsw90O/azDBRkBU0cOn6QiKXPUlIr5U36UTyT7J0uLBzuN0NLwqJBS22i677DI+09rUCcSiIgKbxmwOVTWQy4cydIHw90h6IAk0DqYSAS86V0yJpK15glFesJRnjGCRfNJgKoEZm4ZD7/FohqunbkaCjVTllulHfOfVa++fITvfQ43fWvkzUW4mmFIYCE3QEIKiNiGnhR6sNwNq0wimJTg+l4rq1PADxInqzFDl6olqHpEzuHMGfotzgxnhS5dqtW4Wb7PP155llaYlHhekx5ZDVaNhVglmG0QorSSTXtzOnLOzatWp6r7nOr8YWIm8H3sGQrNvD3JhT/E6PcYIjFrMSWuyLD/H++gQrfDVC3iKfK7P9xHINSDlLB6ICtKNxAokU8vxySwujjS0gxtArf8s6TGcGyOY1ZaB1lq5BBj5bL+RYwhmJhhIX3z2yB47tPQ+AoIMpo+FDbEjIEFJiiH2iUirtCS8gL3Bg5/J7SGBiGOpdLSmxkceeWR18yvSkUYw2hQPaJ08gUpzItjlk+taQ1WIXi/Rerxqgp7sY1Qvmm6G3AOxOD3rPAIBUyQ6nr1BK3IHxM+wu6rWfwlLRDCQLuAD6eIpbN8h9x5sGnZoM2iKKE2j0Ih6qWuffYf3hNT7sqQ2BYbUP0Vb2qIcZ9T0hNM9yGuq1lBJp2qvVPbiqxaMRDxYLHTJMUB8kvioPnZnlWA1+zp+dn0s9MaF/U7mtuWNJSwxwUYgAEvT0uyh3Wxl52gZnbBa98QBRW/9qvVmgtpTSmafCrHAanQ9UZQdieQ3lEBuiiEJwFq/ChZF6SRgn5LSgDTerxIM0C8Nm9CfE6lgUdk2PP18yyJw7w3mFOUoO9Xe1IK5EGxk9FMsjmEQFi0ReKSqQVMReH2onJxH1HrwAqBpnZY/Y7jnekV4mH0X7RqK+mBEh0ZgZ6Fqaedp6hGpUbIdS95jJDkJ8PqDXz2wIcmocH0qpU2FN9h8uMgbz2rUe8xLgkGyyxPJFnWLO9uFRgcFdIh4y6uhtvDm5pHyIN+pdgnqRNMrRj7sMQZfCWKRbapJ/S6eqEQZG8jXeWHX+AO8cuEZA5F9tSv1M2fp8QWsfTvOjlaFWPPlSqaF5Oki5nKmLw8wN4KBdGF/TiSjrAdJNkUyBpBdxYQHrHgOVaAE22ijjfqJxthtXUQkwfXIZMIVWpxHoNUSz3h3hCqQnkYkJQLRdo2sa4WqoTUGVUsNUZ2h9pRmEFo6P3tQOGjhEHUQWECofxZZIWLPAK3HHA7+4gLmSjCQLvBXJZKhXgghEIshAKmeJR4SUXZUDATDbqodzAWoMlUngPAH6hXiQNLddttt/DcIRFyLsILVlmnayDckiTrmtB7aVeue44821ABoS78wA5oBp4OxtP9T+5UxQLpjA2c2Ihu58odvz4i5EwzUSIYUoeqUvvOqFizarMedMOj+bCQPs0s00c1KxSCmYa+qBcgBiTQ6z2QYGZA6WtMW9c1q3RJX2wFEsaCemKJlSFxH6xlInAmFF63VuRroZVHn+r52C0gusCAEAzWS2WGc1tdh9D+9ytRUDSsPgpUMflMnapAz6Jxuq6e92Xsgnu5n1BRPS88uXyWBBEVy+KR1rU06tXNIHavPUqOfa0KtWZAa25A+/YcffviYdJCGxWVFBrYHgO9tPJRiQckFFoxgYEQy/GOaYkx4lxig1q5cEbUdQKyXNjWw2pkc9SKZNFODunWMCDc2lK1wJkON8xaCaRyJOnkmk02tGNJaytNyHCDfZwTzgWj+ZgTDdqWZHt9tZelUl3D9RjCyC0huFmRDtB5vcdG8bS6PBSUYEMOfoq9snCwHVjkpj1JZMekbvDFfP8YKt+ZrNuCkXHgYcA60dVSNYCwA3XdA0NbULZ2xtWqVbkKWYM6B77OAqw/0aiMUq5Y1NYrExEnwJVJ46cTCKmXYxLk2nqe3mMOCEwyMQhi4Y3t3hYh/BCaALEAOxJkwlqMd1KgMVEqpJMiXOXvvzad5/GYP3QeAuiKWZvEn1Pp+++2XzUUCDe6WyoDswAVLZUF0ypdsi56hoVYNz2bnNCez9V4fiKVCMDC6oR0T0di1cUhXSZAbGMjSJgQIiL0SrVjUZq4fmf6/QqPpBCd9oxKfZlGCYbBToq0BTgogKRvKxcSUYNSroS7NWFebMupeXVp4AZBWm6d5mKnsZlYsNYIZuME0EcwADSCyro2BcEWpetPiXS3HEkfI9Y1FEtGjwm8V01gV8Lu0fboJKUaxJEnvCFrHT1yOIDSlRthSWlaD8W6nzM4AormbLGniehYsdYKBURUGxsqB6UF9TLYVoa9a8LBS51IpdQkklZk8vFWMfdsWh9SJpIbPD/o6ryh/yikcbNuL+otBUOvzCiAWyXQPVOPAhryA+Ac19FunMW871HPOWCYEA6MbfvGoNz8NNNpPMBCgTvBIazXq2GrYSF7dkkXASMe+wZaz6taoAzQeon4PwV1VkTgaqEQPwheQjKYiHi1tPgGSvPXg1xGIBlNuM2iTxryxzAhmYABGbaI4O2awl4lKIoFba5VJCQteV2TP2cRpGgVJRiWqwhMEcmkGgc6BuRIkKiGQYr66ojUdVtva5oDlzwaN4pnHSwPLnGCAgUgko8aXjb1UyRU39yrYM9jSkY/9kthCrfCeJ9kADc4Cf2hodIiogeQ6lQ58jmYRUM2znqcUgPokml8cM69qiCXFckEwMBqQTyaiEWTaIz3YHlc9zBrD10frI2BnDemerMY08TUyAzVEzUkUBF6RisTHzB4jdjYHUBqCBth9yKbYpYHlhmCG0QBtk4jGGTD7pcei0vujZm7zBscU10qpW5veYcfhGBD1x0uc5ShoB7Ik26fvrx8KsAyw3BHMMBqwJyeiPTo940oueXOxGYD6oj1SBK23IkiaO6TLg5TWIYccsqSXht26R0sLpWWJ5ZZghtEAPm5pE42KCaQShn1us4lWP8zQ+ntWrBDEMiz3BDMI0ajN2TE96AdVtdFmBeEI0kSlDRLWEZqEcxSCmCOwsTA0903j0FQmsbxghSGYYTTAz0tEo1vuZunxkvSYPotuDohanCtIRWFL4RDU+kvMCNIGR6THYem+L6q8d7nECkcww2jAd09E48w/2hhsOnrO94paADS2PBoCCt+Ih5AzPDE6nmVFwgpLMMNoAggsHp/Ihu/P9hkOkNigC46HXk5BdxMyGhzmeVK6p5lOo1oescITTDGamGN5JLKxX4wiRwgH2SiAXzCbbSCwqUgbQCqal52lxxBfk3CNIphiNGFnjB67JsKxtXud0QOyEUBjK1K5rnnJQZkSPcqJYUAqNgicma4vPufvGoZrLME8RhP6ldGjRyIdiUR2264uDyoOVx09U1JaS1uRniEgRrXgpaPnC+RxXvrucmP/azD+D7PiPYxvbebPAAAAAElFTkSuQmCC</Swatch> 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ulYFv1Y/DLX/4y6zMsoLr+SPdNhqKvqQRCZuHqNQWcHA5PnlYWpK4jvAmKCmQiesAMso3qEuFNGkwj3qAyVGpa2qXvYA/aQ2v8UMTOGQ+OYEtZPfWpTy2FLEKEKjku8qqCadO4Ied5k5vcpNe5LSDZAFxdW9WEmRseNlLauRQFWHQxlUSTWhAdpTONYJqVkst/RrAUggELnunsSrG5Fu/rCSZnt6KmdH6JgM32/tml7xnGwugA0dsQEC5ONu2Ew1HWkgpWhFwjwePv1AGfJC9JC+Pfdtxxx9rPiZB8F6DQnF3lOGr9VfjGHkffVemy+jZkrjIk5lVwYiF0CUIdfLbvRkhT+FyRqkOUyecU+VaLEviv/p1GH4Cdg+zsV901rk6DIVUXvvfP0MnPqXDxYWiStkZVIXgbrGBJZodGEEFLncligjR35PpcHmzddRlhQNBQHE960pPKyI3mVYcfXYw+sCj4oZHuqSJmKLgEzGY8B6d+5IYRylq2C8ca4XudgD1y6BkWjVS4CA7N1dUFLXeYC6av58SaRnTNpMD7xeYO3wt5ql+gL1UjSc8P7KpqsZCY6Ynx8KJNwGb7LU6Xc5gTrDYFcigOwoVkFIV11Ui5qRmJ3NXQ5qXUuS6qNTKJScmFzALt0EYdKOPmk6nNEhXKJDDbfYVMjpKvN49G4A7cJ8jQeunA4aoGw9Aty36LZ511Vtb7PFj+UVx9gglVFjlgfkR6XVDX5iHJiTYJBCGXaSDkOSSzuWBKk0WKbWCOmUxUD59piJDJOIgqmfkFw5wD/RqrewqrAja/0s4OiHy0UnEy68CJ1gWkzzDukCEEzxUuvlLOe0ViOqC7TC1tw4yhVkSmGcnh8vrVW3UJC7+MBlI6E4WMb1lXvdsEQrZMQOQtFbDZ8JItl+OKgADQGgaLeGgGpCBirUJRGuIvHTpCs+B9ckDbEIaMlvky2uszzYagGeWZI2C0pwWSQ+GoIFHA6P2uG3UiTyoAkIzvQg8mfmrcPcjS5cLzLB9WqsFkW7PClvgAOK5TbiLBR3IDHV2gjXLb/GmNtMGUQBjFxKmuDlDh2xEEoTy+iqBXB9353kw11pyvVJf3xOvROHjBlFh+0YteVEaUtG8XRHpxsg8NrgfBomKW1YQ1ZR7UitlGcJmgOkGK8Rj/kwpYZ4ZUPbwKUybBl5ND44e4aUNLY4aA8507lM1Q4VhZIdLEOyFkaR4lNtXcKeHhA8VpNBCHoTBtyFDJ9CYaIALnRRP7PI0nyqj5YBL6zLDiwa4BfCo6CJkkdgTH3Xei1fmIFkJqOkWehG9sm9xIPKCoEbBW8yiaYq7SOnelxL5sLILrO79+KFQsdPkYTAQeK86wEP7zrVLiNHYpdYEg9qn3Mu4plkGLQAmxg9YkEBajigemr0vIfFfVrNVybNrXQduLOmlzPNYyaq4Uq/N9pYAFbUStNZZBIEGrwpUCPaCsucogzwu6atpAuBCOoi9AYDItVZNCy7RBAwihiBOpmUsHARGRSiv9+te/XvJ36Ajd59XGET0LigEIBA0oEa1MqKuXgdPfVO8v4JF9WGG4RbjXVwnu0++jBiNxtblHZoE67+rQYbKkGJiCeYOZagITJF0UhUsOTvRWFS6f0eb0M0upmUzhgUvKK/pTHlOFylfmsC4lpfdQBxEzGUeaE5DUDFYxp82yGqE+TjZAZYf7yez6Pj12JeGkq386IhWwWrgRbmQXPEAjxdENPUs9ekPy9sc//vGS62LGhPZxABzfxOyFuvFRSlraHpySH/5OWy6yrYtIECJ1VZcCE9EqBafNCBn/jm9YTc5HSEktCnKg8qLpVEfmXSJfhqBH1756wtUCVmseRYt9MutMiRvLBLSBYJhfgYWPm6b3geiNWbH6mSHRp8+xuUEa1eKSquMvwQLAuYFIkXYmlGk6x0Pld9KAPgMtIjqLMJNVSqcKGp8GEz3Scng9lEMaifLLBEcEyzUz6agLQk/reZiRK1N+1Le+bSikqxSO1s2F5fOyBKiTzGqPsigwClhtITdHtW/pCqeU89+kTlEGTETUKgTC7CulOn0oDzc9CkkdpI/4XlVg3ZXN0LjMuUjMA1esV23v9x1omlxY/YSOJpUL5DK89rWvLU0xOiRNXmuSIWQ0XNSkNKbKCpYAE+//p8qFdsH9UKDYNXTY9+EyZQzUK5sM1gkfbKnU9swPaeokOLReXUqEn6HoL83t+WLeG1+ngrLpag5RbRSykibi9MesAY3YFFFK3XDGPXBVCD6jKcdHaGieO93pTqVgCHosAiMwsfGCipQkxcf53KpLQUvQJIuE68spl3L9Kj+Y9A5cjaNPg21SrCoYWwNMAvMwBDQfIUs1koetGK6pHJppwO1MFWZHc+YaOKkEioby/7ilqN1iUOChVuEh02xpakfUxg3wGXXvR9KiDHxP/JvhKkw1DSa/iMiNVaeuZYpJjVXwPQmCxU7Td5lYixt5mwv0D3PZocVEVRsRsA3rfju0dBfwNkxr6pzyudr69nxJlMBUAmaFfeUrXym1TqqdOKpplzjTHH0p/hzKJV43ht7PtIxJPcqu0TWf+9znVv89baUa1qqOFamiQiQpIWMqcV/8Uuw/rSkiI7iaXtLq0ynABfHwY9sdIea0myvWNLgPF9dneiLlwxLULbIKbtooYHXOcR+oCk0FzAV1gZpmJuuiO5EMoXeT3LCuUhTRWV0KJ5phN55wMdnApNJy+jCtfjyVBLNDZMdfw8xXIUBAVaAfXD9/y+emw0xkQPg30SLE9M/UICh1Lgg+jzajqetQR7V0gRZzv9znFtyoUcCG9iSu/uRkn2zRZRvPE0HzESSaJwWnnPmMN06D7NBBK6gBvoYRn4SH1jJIJPoftEo17SWSw7wb/Fbd0YP2Y4KYRdrNwqJBRJJWeNzVRLQ6FEjjuEBdd6pBUxDqJhfEZwim6nodadi+oIAsuLZAK+CaBKx2XN6UG6kTmtwObaswFTArT/ie3jjmSn39EH6oGrjwiaJw8ceYumo0i0rQu1m3XQxBcpNjH6L3MTc0loDAYnCtQxs5JMVp4kgUY/4ly6v1c6LmrtEBtDdBSyEwGTo/NqNTaQMCtqTA0MMc6uDXoWM04xrgq6RTpP0tE5PCzUYvYJvHABEaNQMuSr5SPrXaViZxXFdUqFlXrpNwiRA9vFipgd5Acyi3GQObWaVZCCw704RlT6+xznxXIRqOPF3EmOHEGbvlXbVWg/Enctj7NmyyySarf+4zzhyPlj5gwUEd1I7Jf6aOK+2kJJqPRhN1QZbCw6MxrW6CTNMgRdP+ybr0F21Bm7hWpp2mknzmxPfZdMF98jnMMoFP+UNCVDdMmc9kIarqiOgit4E74B4Z6hfRdH9zoMBBN3tdBA7BNSoFbMm4wFQ4hoIvwjnmjPdZJXErPb2LVlvTDhdUO40RHz6fgKkS+Uq50ByxPFpGgpkyMyJd9dIexhSoFfPv6BXX7MZ1tW4phqRFURNRI9AsuUWQEUpr+HYOPhLtF9HGNZlRGwVMlJs7F1cgkgpYjuZrgsXpXqWCniL4n9cmYEvGYk4xiklqgWM/JtNPS8TJ0XWQiokCRqNFWoVW4UNGAcNH4Z74WylFUY3k5DH5FUxJl4CpoiCcdXDjaQo+WGqOBAoWT7xm70s1iIeNPyS8tGjbnI80yDHPIxfp/eQXd7XxjQF3o7aze6q9D6u+U190ffl0Y/dqCQ/fzRA7D0qBIaQPwlRBdETKkREG7xlbpasAU24RPRDn+osyLTbalEnGqXEH0qpcvxNwELCuwSXp7/vU36fBFmEbux9lF+a2KfwUGLO68Fqcb4JXV2OvUJKPU42EhuypLcco4GDe/X3cLCElqvm1kfx0XgJWl5oZsrttH7gOC9+WPH2CryYIatqwogWsq7Cwze+IZcRNnTge/lRjy5nWrqqTVHCYSqmZukxJk8M8FVwHU8xdGEKwVsGn0/DchBUtYGPJ3irSRHP1s5kKWg3d0HdaNMdezjH3gbVF6FPsw9SFGHRNwXUy81yVpgmXcxUwN4t/MDRo4EO1TetLU0pVbcDRr/oXKZ9U3RyBOUYTqILoK2AiXn8r+qYVaQdlOE3z/NsKHXNa0qrou4nqlPt38um4CE0J9VoBm0pzYJs9SNI9ZNZq1+yEdAxTNUWCi6rOAks5pqqASVTnpLPaIHHtcF3STxLtdWgLoobcp74CM3SefxPagoxaAZOPGzvxTxmKvBfhUoAnvZMDvFmkF2IHdxNSgVEVm4busSYf+cnxJoBpCkqStq22fwwsDFolTcin1bBKvqGuVGdIkLHcaKvVJ2B6zdbgwky3wxFlpAIaIfEbM+0S1bkCJpSPNAFtQMiaVnXatMF34kNFxEZb03QkyzHdcb8jUJvW5pzmAClLWDDxKj1T01et9nAdUk6qNOIUxmqpuL9v27wrRSqIfWml+LdT9E7KBzcpAhQRAeNVLiFbc3r2uk4c0WegmXLcCNNrMOV1W60wgWlVgapQTD0H1s/p7rIKDh0pVLE6qhBl+d58iq4xkkyTIkKmlbbnezXBw1QjZ/xBfCD8PQs5Lj6VHjGJjaRssyKpmeur9WI3u+fCSR+DaCnqEJ7frwkY8V/CiI7t1E5XFU3EH8oh9aqruknAVBikN9bDwMBj92mUnB3OQEQnCHFenyftoRhQOgWXloLTTiijhnWPRJAS0gRIlkD1gzkVdVvfVO+p88ldul5lPekI0ehiNM2sHWremWr+Iaj8GLKLSoq2urbgHp1LwGorxuoaSvsgrTNnKmmmrrojZqRagqMxAomZNp/QXuY0VGH1546BilC5IQIkYEqhRX/MW9V8qkxVNlQtJsRnxd1o43TtuhmwTYjdS7RhOtwFXE9d55LFI1swBAQzLj6+tuzFmKCubqhygnOjBlsC6tqDHEIxIAs1OqRgProETIFeVd3TGBLn/BY8Ey2gCmLIjhqAGGQGrV7nIhgETN6Pusdu8x/TdBFfwrX5O+dOBUwQQ7CicCn70fHdB/6mbhoO7V030krlhxq1iD5TG1PhJ1wEZGq+McHPCNhZdb/BYfmC8ml9oXaqKihq7UV0TZWoQvo0y59ClCIpLNWSa/qaoIpVWM3/8d1oCFoslvfQltXBbRZZzHvW7YwmiACazyKiDZlZ+UhpGe6CqpAhbockfqx/EyD4zOqGDb5Driaqdk+xNGN2BumY8nh2o4CBcY5DBKxOrdMISlMIWp0vpjSlq0V+rHABk6TEhCMf6RMdTXF2l2S3MqC4bySkVbASxCpKU45LqU005TrOY4ta5Kf83jmHTBz0nWkwjSUEtI4x95A57Dnb+qVjrEAyfqiAsXCpJq3Bma0C5oa4+FhXngOqvqlOm81XNmPmQzpjzINti0b6wmf7PKUxHrw6q/hgmOooPL6XxSABjGagtdEXsQpExYICRB3kEbQEJ54QxhEFSqSjSa0KF+Df0gF1hFSelabLNfVdcyFo/y4BY1mqPu6YMQ++f4dS+AEB0zfFni3pFmCfOedpEVzOSdtMgehPdBRzWExV7hilXEjXxDorvpVZEDpqRLNWsGuMVbaEicPMieePqdWKmpLg1VWKxmLHKGBRuOT2aIRUuPB6NFD0sSywN7/5zWVqy/1VDTvF2Cumn5Zry3PWVeaOSa5Xm3MqcFO+v064Of8INp5HXjs+wM3IFTChdc7OtMyIY14QKVnxcStkJo05jPXz/KG44QJowo1TmVMzjC/SDaR6lA8k54YI5bPVFRvGtrcImhMNYJXzo7R6+bfIbXmdatSlz1FC3mQ9uAAaUaqgtTEGXRO661AdtVDBOen4Jh0NtQJGhTIzXaW1nEyC2JR/mxpSP8p1aMtqyoU59CCZuwja0gOmlWg3R9xvkQaq2x8SRGjKcfhXhKeOnAVaKxLTzD5Kg0PuZ825NGSVzzP5p0/9fhd8Hm1ZDaTcIxq87tpdn8F8tF8fGB3a4X+V/XHxrmI3GwdRKKBjaprUL+GiFVIWfp5Q2BdHUNI4/Ci8WKqyDRDxUKsbutNabijHnZkU7YnOqmkTwuRBEUznU1fGH3VY9VHXCmEAABD2SURBVEx7qu1okN133331hBqrm2/GLBGwKiyKKpdl0dCYKjtwYjIVfQIbwsJf1N0dKyz4eMxnGzeHdhGA9dn+L2Mv82/6TxSw1n59K0C0xXGu5hQ9GJHmooQLdPBEbUHzoAZUidJI6Aa0gAeEFBVQVNMtNAmNLEca/agqNIS0TWxkYqtb7/EvYzc5jebz6xpu+V7uWUzquz7fSUYgJZRFhrrZqwRsG5DafXk4z5crlLuBGe2VERyUqz0VMM5AY90HR1QfoEmGwnp1S24mSV7UbNYIjnEVVj9BY/Iiv8Xh9sB0Q1fhIVgUTa3vTD3fqamEuct3cs4m4SLgkcpxvTQI012FSJNGqlIL8wAiWQSscLIN3ImMLILQskwUrzP7o/PDKmImWzdrpIJ16PTdD3uRoOY54CorRIX4NRFbdTSUWnJ+VdP+jlY0DaIFLu6GSxjxeMxeWwIf/VE3iqoqXNJMXb7PlB32baAluTmok7ahN2ibjLka3+Lg+yH1bLGAw3cDHQl+h2gPU87xxZk1FcZ1lRXzm0RM0jpumnp5CV6aIjVBUkRtG4jy6WJHUh+gMKolRlXhokEFD12YMgjoguoRBQM0e52Q8Sv5mRlY7XKlAqa4ql8oMREIABWdRnJUMUKUX1KlNPgAQvIu8NNoMapfQhrZScjQDvyepiEiwORy8uUYq3NT+Xj+tmkBWCgpONoENVYx8P9yhAvmSefUwfcS0BkxFTW3IIhPalFkBh2rUzmpgAkrhVL9NykcAcnllE6IiPPCrHq+Huc9rmbhcZwF0QV+WUztCNOtQKy9yLApzBZdohnahnvwwVwXE1otLrRYZBE48bQBwYoNuLi0ODKqC0prcraomRo0mRo3boRgRYtbD75OsdvJ8X9WC1jQGBeEh8pMLnRDLNqlDb6g1c/hxchHofBgUQ45c8wIlGEukXFvm8pDAHMqXeN14eJcR1p9QWPVfa84Fza3sYP2rnuwmkvQLOrVImXDl5uy1t73IVgD8Jm4TxFU2cUPFwsWsNyOGL4TxzrOn5fiwM+JsJpmYkXQSDkONaTd4jkQKTLtOSucT5g7i4tWT4MpWhhtwm8k1Cn1ImoWbWrkNUVxmXFU+j9VAeOHidsXtmdkn7pwD9K4JTc47qOIoVa+0pWQ58xLF3WF/Aja+P4qSZtCtkBOlf+YI1wEN2NwbgnfK6bcVNEqPESetnUPMb38Ulp+GaH68IPpP6whYEG1/S2sDIzpwrRYzmaeVSgvUXPP7EljedAGjdRxSSnkHLsEDBUjpygKxbfVdYaLYpmjprRRHWivnFkdGH4pLdfh+xC2rvb8CGVBy4wT091uoS4BZ1rHwgSMo4y469vbp1adUKlyFdUhLNXTt43i7jPUWLTEBxnohyxB1x7aoAqYDyitI4LVqNJnE9KuNr8FYMlQ3DoBOy4cvMWldHkLrHZRF2dceCvi88B1+jBNTSU8hEOVQ9pylguRjtJupT/Ox9lGQ0j41jHwuZwSv6q6R2QKfiNikkDkauCuvZ7UxDHLzC0uClnctwl3ypq6AfCAj6j+4xIBCyruwmAmDw0/Ls2vNIBfxKxUH2qsyfIwaCllLnVNAvgVKaghY9NpsljtEWkI/Jk0URqtOW9aS1+FaFQ+0NE2l6sK/JqcZ9c4cjnPuu4o1RpMd6x2tUix5UM6vBeRUmrBu2WEqv/YNJtCZZoBqJ12S3QjrdI2dkgNPCFiJkRG3p92Oqvdwms17dfdBUlnjr6aLcA78UcMsJMZkOKhbdJzpkDISl4PaXARvfEJOeJpY28VIl5akba1ELDiImICGoMEwkUQ+1QQR4iwm75fCtMQaXpROT+P/8pN6eNP1kDBam3+sFbAgiT+PGgx+rbTF0MZNNVSVeEGowr8jeiLIx35IzSCED7dz6cPcEKELObJRHk5+/xg6aVvhjzUCDSJCFGesqmqBBvOpPM1PdhqqTEh53PVNZXkoG0bRd/R4nPPqzPXUB+undCNyBqcFJ7j9+t+0SYZxiN3ClhX9r0ONBo6wE21smkY/I2mVSt4aBuVG9V3OjYTO0a4Uugu6ipbqqM0WAH+ap9JhSn0gio2rAJXxvVgPdqCBT6lqdgWwMDZGI0t7Y0CFiTyK+ECUf73HHLGHPB3NLq6CerytbUJ0YfOjECoyh2aHpiLKbfKGxpx8l+HChe4Z6ng0lgIWTnX3PmtolZFh7lprARSK59u+mWXbVO22CpgdbVZfcAnUCIi+csJ56PxqYZM37NiRWJNW6bUQY4yN6/ZBj7QkJn4KmrHzIegMeO0HnDfmMshWwGlW+v0wIuCMmpUe60CFv7ws11ajGkbMjQtBb9EvpAv45U/pcx3SL9e3OOya3BJCp0+GkWkXNAJuT4lMCnMEy3SNOWvCRaE4GAojIliBUArHE3ITA+d8+q7cxc6mmlTqCFsHSOecydbtRhGva7mvC/c7FhVQchwQbQKjVbdXL0Nbi6fpo+AISiVCzvcYOaF09uVJ8XvicD6mOQU0l25Y62qIFwqUXB7/CvBzdjiRAFXn/LsgBde1DGSu1PAZloM+bp13e+Re2O3dIkgZMyMHKCIh+miWZiAPm1VY+b8W71xl7V5Ywi5DKlwqeDVZDJF5asosocW/mKQjaO63pRrC+Q5dKou4cWUz4hicneayIFyY1+UP+Xztd3TahK5XZUT0DQbdSWBphwysrMqXIovm0Y89UV1hloLaK09c96YJWBBUn8QtMsB4cclS44Pom29rrFiDOLceatcU4lksfPgztqSxq6nb5GedjzmWCRllJJEdk64rgmXky367ZsH7Du414KTUhMMyUpMLVzg8zLxniATS/cFrEGfKdNqTYRnS5J0Ig/kaR9fKQfCZsV7sQ0LR6bYTre0iKd6PkIRy3JygNZQ4iJBntZX5VYvoAB8b9WqfDE8XO5ssLYtcqpA0gp4YrFlNItTCpd7Vx3+1wAJ3eZGhgqyBSxI7HnhITylWFWUuAYksuUZVWBODVEWEjJ+eavXv9FkIqbUNEu7xPGQbZAtwPprCBkz6DgCMSwSVeJN+KXCupC7V7fFIsMRq1WjcI0Zb1oHudTMYoDnBFnIHs7Wd06+bKqwdMkecKbWWGVdm2L2BcpAJza+LE2Uq2itm7XQBZpDCgnBOzUIGm3uta7PIAX+TaSbdjmlIID6AgQ90fGeh1mMyOjUBnm4Xj2LvQRMSBpWvI14DD9YI1STLJX41eo1pcMP2HmNFDk1VV2QopqHcKVg0tEGbblQzHtsuuW0E0pz02gq2hWnlTaT0LSqLOYhXAKHpp3jEugV3LWLlqii904f1GP4sk8KP9ojeA37wldAVuLG+pCVOVDSonVqzE5wossh+1P3hUiX+e1KtptqEzMIBMzRRHJKVqdzyqYCeaG9MuTm2U0J7TYMkoJwog8GIdsq/LikK9VNZSam0DYprG41ZdXJz30g3ze14DehaSRBEwQK6d6SKVRADEjhdIJQidbrJlJWwC06YMg5xtxtlAV9vWTLMiU5Jstg46cEHkyUOHQAsFp6TPWYxHIOmL8pq0uZ3Hlwe9yFttn+M5jQ0ts0RgwWsHC+PwUtppzHmJU1npiVKOGs8K9uz+mhoH2YFLO/hiBO3OH39G1PywXhkh80+mAKWKh9JkzmQnSaYWVEFw8Jz3rwGMRR9iKc+JtByHYtaor9OaicVxTDlEImmT1UwMCqRcQqL+6zl3gOtODxlcZsI10FYnUKKiWFYkc+bUZaaK9cQrUJox2SmT+mlWfJOBk3fGoh01RCMDSTDIXyaXSK3kNBydh2L6XKtCLaJJffyoGkfayWmBL8roztfQ4Mz7bfDvc1mMrjtQeKwrAlczanFjKrGck4RsCAP6Z6AjmMY1NNqyrENeZkJPBYyF+Hcp0pBStCwn/qoIQP28XRBZwYjj2mON8kVz/jxwzUpwo2q/6ekCkiFGFOwZG1tZ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</Swatch> 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NleVZsFd+VDYjXkpxiAkYwRJnMIK7AtLjffvuVdYvApdP5ISCYEAnrvUvyXcTCyEEsumgWqw1t0CWN+vUs11kU2DheKTmQRq4IjByMSNwsXdx1111BbmXSVVBVLbMIuHTIztJUPuSCeCr7cVCIrwucEpJ+GY1gyE1bxR5hMatH/FZZ4D3opXyAkYenOl7CnKnEhAjYj/vvv3/h+3DBmOyXqTVqJ4gcCbuJ60RcsUp8/fXXQdvmkSNHBq+2YCDZc889XRXhg0tw6pk4wVJBjQRS9dE5pQFjkNpaPoAcOFkfn0XHLbfcop3X98Mf/lBLlEeUIenQLMKIESPUbbfdFozwPPWmPkFXYLGASJDYJSQ3kUaxiECBy0ioKZPWxRwEazU9RuDkMYLpdcg0Eq0okdGQbIDy0RcI+CYBWSg0wgpOB++8806QcEu32aL32dgd6L+qTPDIAueOOBJbk0UDZgVTfxZwlmPIM2rrZrobIuBURLD18t7J8I+9gaCOIh1UpSGM4DuUw/RIuaY4qCdhekOp30VMLw/ka7YFMLIzGDCSoS9DZ4ZwMFJGYGexSqQAsecRN+BUe5kWFlCafRthfVE1GpfgQhEQxsUQHR9bybTnNkkjTPOdOnVK/T/NQ0nw8AXcCJQSoFXNeuut19LPm5piXE/sORYvLh9YRjRGJk+jkw7WgFuMYIyj9Ynec8D0Q7NQfEs4ScmRRFlqCnxcEIw4ZzzIzk3gScYj7kM1y3ROiQRG/zRZTjwDmymaAD8+tDYSi4VTa0OwzjWfSC4gWVY8zgRUqSbITmiGUYSpApeCrybtu+yySzAq6vrFEBGiNqEJA1GRqvIqPaNzwxPMJQiyP/HEE8HmE6x0WZXZANcMrg5GM8jW5JKluYtgVYDKQC4KFeNjw92Ab6uIZJCSlSOhKhzAZctGkYWPzchID1iFM6KyctctqhciIFi65fs9jIGt6CqNH1DvFQUwMccsoOQg1BW5YegOwuhpk/GNnUrgnYB9EhRKJoxEKQUDZ3InCFZNK7M2DqRL+ARdq0why+OPP66efz417TBYISd9fOj4mWJNGkuwEMEnlidnx+nNQonvSURFYzRbtNYRjEA6hjdxQhQEhCuaFUQdbCvx5AHCkhySVW0xrcclznAiGLoEI/6INk3n4eA9fFemTc6rAMEIVrkUgpNkqOXpi8IauAxQaVJspIrCIS5BQN6nHo6VL7KpNLUFtTDwr8VB2Ep3dczDTcjLdOTl3hGnLgiMLwLBSpfFNAVDcbJ6M18Qpyr2BBfMVJ9VJ0iQRXjpE1R8TCMYiwqKx6GoALhf8OvlZYXHgTTHpqwDsw8+voLV8jJem8KngfLeeaXBCWsgE6amWLMA49g3sspiMoKg62cKpY8TYSAT26uMzId7VOSOsSIYoQ+cgrCfJTSKC93OFCy/i4CMmJYtVXU/K4u0VZdrEOaiUiTynCQQJKCksEGZZhY08ypSoFgRDA0Uq44I0epJR1mh69nGrmkWgtmqWE2AaphFhOtrkpdvUQSmVmT1aaSPYEwwniKcekkgD9EhmG5x3Yqbos+14Drb1m9DVVPkqjAmGPN8Ws9GXSMXcSJGaR4w9JuJYGj5fRv5wEdhO3pSZqlMikB8tyjKYEwwIv04/TDW49BtR4wBj4SZUEQauFkukxiqAB7u5Zdf3usxWFX7KG6H4xQ1rA10lMxWNhjL8ksuuaSlUCxKyrhNlgcMUtwRhBuSqy8EcFQQxLfjAlFhNx4G5MCQ24fIjlpeSV+Ua3BNfBRAYXGAeNT0AWE0xQ9WBAhGs0QjXxiGJjYX/haMe4SAJmAUxHmIWpW0MQxFSjXyROT1bjQFWvO4kpWRE/Gi66kGTZnvxGOk0D7AjEGhY1S/us5W7C6uKxq2AnwIwbjaVs7WMiK9yHOv07zTBviGkjJpqgLyUDD6ugQmA6pYwl4+wANMHQtfQCmBNIhFWtGqknPhGjK1auALCEbvkJUdnGdDISvhIS2RpCx4WCgQ7CtljSwq34sezAdkPsQXUXFQOj4OTBtGUdQiBjHj6RBshuuTbQQwqpCsknwiKR/lA5SyIjHYtVf//fffDzriVgG67WJG4HNDExb1J8duJWcAt4QhZkQjWJsDRdqIGjDsRy4EklMZDXyAUYwpmSQLlAwugAOTXpiO8xULgY3q6EEMRrBpLvbUiKBCDQpP/DwsLMjl9AmMXkYwRrKyJGO0YCHV5DXUptVOMCIDuBGokUVAl+QHwFOE5ITEDKYfi3KOAfAdMfRXBXRtlHFKK02uC+RK+KbaQAHk+ghGrJGVCwVus552VoL43MjOwZGLNMW0Ak0dILWOhwXZMiuupMGchagWyKmnntpUkYwcBASbLBsBpcpyI5GW0Gg0q/NtEvjJSAOjvQm+LQqz1dEcywS4cNCxIwyg5AJ6rjT1KWC0ZsTjQXLlZG4AwKnJ7eWpmdmuXTty8XPLB7gCy9zzzz/fqpEAjkAMdyQmxDNNM7zrAFM7SRvDhg0Lpn/sQVQIrG6jYr4s+3EDtDFMgltRqOgNVQHBkNlCrrJg+sENgd3moJZVJngICAGRXU7BFVZ12IVEHCZMmGC0LxSmU6dODba5BHCqJRbJuGzXTEgTNFbCGekKGNCEN9CqG+bqaYGKQlQPSpvGSaylviv+Kd0g/1yIYK6PCDbe55HQG+Epdt1fB0UGianUXnUJbDzsobzYHPmIjGTkLaLu/R6tEHAqTjBkiakd1pgm2AhEE9g1DRYTTCXr2AcYZQhhWLQ9SQWF9ohV6gR+eWAoz4mdRV+lZgLuITK3mbonT56snSSiCbj0/wSjlqZcUIa0VpUOmQbiTyiuBWwS3bABkhmf9dwxmnFIDh8+vPS+SJ7F08/FNwF2JQ5dVyoNqvKQteOryg5JNyTnRhEOFktRTTFHtTBehVP8ENeDjVMJgqERYgqIA8UA2i/sEB1gkOd1FHMBNGQuCMYKFZKZAj8eLomyUyU3nJKkOFkZHSE7MiBXozOgPBTpZsnj8pDgdxw4cKALko2LfogTDGt1jhwkkhnSarBnNbJKg28hHoDE+MrKDvP42myB+LIswYhYEAWIwMjMVM2rCxDXTJIrDrLEkE/RRaQkWlY+cYJRCg+5Z0u9b1ZKDPvJOvhon3Thy/aKg/Mj8bRsrdQyKVyUFi0DRsE4uSJw0w8++GAnK2Wy6YvACFaSYHCopaxiC8HoLSNPC0Nbi7sCcuGBJrWc0A5AnGZSbtJmyrEBTsyyBNOpRu0LCPnwsyXtP5yxLqTSTLk6D5CDFLxxUZ8ikNTk36kS/jBcANQQZVpELWDqYKT0ZRWwSX9PgoIetgVMyhrkLJpYvVJoOQKjFs5pFwRjH3gBilQepvL3FNwZ/yVJMOZOlodzsILovm1BkqpCIAjzygItV7KqtS5cNDAgDR81RiT1plYXzmQXgGDEO4tW9HRZKwG4M4fneQ6C0alUpsmxyqFXv4qSTFw8F9Wv6VhiSzAaMpQF3wMNG5sP4BHAzxdJopKI3BUlMDbe7Rakpa1xpZwRjHZ5vkF80EU1HhpwYgKYGvt8R9SyjQ6uEWl8Y8eObUUyriFyaZTAJdDqKUsjGFU0yEdKp7khqM7HvJ6WDe4KJYf1FuD/oQwmIkddW4zvhhvBsSfcG/Dak/iCy4I4LrYjtVeJ0JQ0Z+BMqwosrQgmQ9w3Mk3eJD+eUeZoEdBFEbMr06ipCC7DNNhSLNVHjx7dsnLOAk8778VuaiYgZsShW6LpaCt06NBh5MyZM1s9ZVmZ3ThCWM6YxUwyQOKFL4KRL/jaa6853SexTSIWGN10IEu6L1jxISRk81Evognx9axZs0ak/SOVYDKKTZVRjCQ/J7YYMmeM4P79+7vYXQuYnlyUDE8DNgmjE1Wbt95666BUePR3VKffE2sO3Atn0v6RV5uC8dOZsY+iAtEeMhcXwF6inqttMoguGK18pe23IWTOtZkEE0Y+L6PYU/JjDxdnwBIYER/FNmyzbSIwcuErQsHwPWrHU3Al659F1XWGKUcEA0QCunfvHqgESOCwAQYq6glfGdqNCMJH2IRM1Wi4KNnJqpUFCen+5E76HslzMCzvn7kEE2Y+53IUA6ShU3iWAC6Sn6xMmySI0+GApHZCjRezUhDWIXQU9SxPAhUJ1SYJKeFqINTEit2HhDwDjF65Tcp16oM5HcUAF4AAOmEQ1AIkb3Tp0iUwpJHdRGAqxKimjR+OTFdRAWou4NVmVGCfNCGowiGsC+K35EZitxa5SgCBbGYGNkZ2RKE2bQ8tkDt6gUKChaPY4/KjXQwlB9hlCAUjsSDO2PiT6iK+mATHoNtaVGWna9eugQsFLZivUlImWGmllYJWx7Z2KnXXcNsgVHSg68rD40WjF9CtcIiQCGeTE79YFhixHETzc0E4JFnCiVGT0aJugqEIoT4tPYHKgFGPuCqya3oWeQCa+2JxmdIkmDB1koxinOngMmfVCIhPwY0EpjnCNWXJFd8f8mh8dghHHeM6OKHzRpOrTeejvVQNrWdcAtcGmUBR7asInp50bTClua4tRvY4YTR8j3m17A1BjdPCLlgRtAkmjP1YRjF6wPir5ZgCiIDX3FVPbRSiJAFjnyCzZr8odNHD1wXcEBSB8QHcGiSROFR7HAsXdN9sOl+Mlo14j50TSwNcbOJ/JFGQMILkmig/hisyExeryfHjxwclNql6gz+p7roQrKKzNFouQMaTI4JRt3y0yQeMCCbM/U5GsaPkx81lc955gJtOcVlCSnFgrFLSkY3YI74h7Isy/h4+63tBoYu8TB8XwAVEStrEiRPL7IZKM0d9Z6jfNrZ4Zf9vC8kw9pkqnbV3XX311QPtf1FbE5QNTGks5/O6tlUBVmu4E8grxF9HpMJUP88oSiKzbzAblCAYX2ow9970g1ZLKjnQaCHZrvLj/jafTwLfF85Uk545JP9CSFZeVYLRlCgEG4kw/B4BkiFNwrCmALEOsAPLNKTSRdRP0hKjuOc2HyyzZmdc7yqbXhW5HOC1trkAVDwkkcHhCikX9MYmWI8SNA1M7RTWI7ECx61OSMtHG+Y0rLbaarYfnaJm32srWBNMGP2ZjGJ7yo8UErXWQ+OXQqZsA6ZJgubkavoGiw/ifFnkigNHblTSvIhkvssqRLAcJTFS9+Re2x63lNdRDjxRSHa4/GidBsMyukxFZhQGvglG+j6BdpMyCNQVY8FCtnbeKtV35esIljkDh3OPyxy3tFtbTmCk3ADScIbYfJ5RqAxcJNwWgf5GNh3JiHMyOlNXNgtVKUMs8gYu5d6WPa6ruAn99yjO0NfR/hoKyZ5HJqD0Qh7BUD1QBtR3DQ/D4sLI5Z30VHRCsNA/Rm8/lI1dTT771ltvlTq27y4YVBeid48tsMewf7JWlbg1yFfw5ckH+PtYpWuCwiX7mvq7suAs8hsWT6GVLaV3tCtoULCERgm2y2g6tvoE5CgzDePnYoGQ57Zg5YnbxbTwnS6Iv2rW3SdE0jNevKQsnEoL5MQ+F5IRsaX/iRbJeFDwG+FyMAV9K9FO+QTJJWlNtVyCytMsCKIGry6Bca9ZfBlybcs9dHl859oVOcF3TUlGAiiyYLTmuiDUQ0qZy+p/aYBc2C8Y+jZgCtdpGkFJyz59+jgvIUW3EQ11a0Quuwo3OfAijjIlGSRBOo2uPFnsLgvUjqWWRBUgudeWYIywOi4CSDBkyBAnpUAjEOnQqLrojVzAm/ouRjLqFaxb9H76XlPZBhlNnteZaZGAd5VVnUeNGhUkqJiEsgDEorCuLrDF6MrLyFwWKE54aAvITUmi3r7IBbzKO0OSURcSLXLh6pLuYigqyDoi3EJSBoFkRjj8OMQduQlVZ1UzzTGFmzp0mZ4oNmIChIfYZJRnT6uPqwNGTfxvBYY9q8Werm2uJLzrh0PDH5LhtCssUMETR7aRq8JrroAgEVeCbr9visclK3TrgpoXlFugNoZJYWJSAqnDqpHsQcbyAJerxSxUIlAPXRi4winxY+XxLwtifjSkoj4WoakpU6YE5UFJWdNtnceNJ7QDebKmSxYFNL+CiGVcScj3Ep0AAAL/SURBVLhfUN4yiiNL4meC7WnA1QOpsN80Fj2XynaCKz9XESrLgAi/0PFCNPxkVGLxVzAsAQR39BSK6/Dxu7Fy48ahx9IlGU5R6pFRFyNqkkWCBaWcUHZgG7oM/1DRm1peTJc8GPQuwGzgck6fPj2IAlA/Q4MvBK4PtZXd2KLyFJtQS4ZhgpCrlEhJBySx4mhMJnlEQNOFvUNPR11QKZDVWZU9ivDHkSdqmStKy99+ZQPXNqglhytUYdBV5ArZBiqHytgkqGNRVMMeAx5NWtXN1ysAwxpKl6PlmvvpS1OA2pIEwy98YFh0GOePc40/QNFQBLz0TKNkfLchoOEaXPWUmETtWajhlEmQ/GrZdnW9f13psqMmUI0C4meD5NqWqujrArUTDHAhhGR91OzEXoqZOUvuxZtNIDkPSK5dlEFvAJAUi7z57qpWiUVoCIKB8ILcJURjnqJqyyDloBYGQWSyaUjbysI111wTdMFoYpCUwAww1Lfj1BQNQ7AI4QU6RoiGXXaZbL3L7I+pj8qK6KGIEiRBecx4+5YmBKG44+S6vVn3iaSh4QgWIbxgOwvRuqvZtRCskweJy5GsgVsBDX/Hjh3VtGnTgiA2rZ6b1P6iMOAwnRJKdaJhCRYhvIDblSUajlRKNLUBNAWxIjQ8wSLEiLaJvKIvRsfstV5ZAwEbC538JXIdGqcUowaahmARwgu8jxCNaiGHynaQctT2pgFB7PYm2UbI936n5nOxQtMRLEJ4wYcK0YjX9JJtQPhaTYNKf6AlHs5n1Cd0L2uOJkgZaFqCRQhvAI7FB4VsVMzdSc1uILG9irWHbnDQhpiOXsRnH022xGtmND3B4ghvzBg2IRtVSYgTQTjI1kU1js2GTUWiIqSigedLVWiz6kCbIlgc4Q17IdxOF8KRTdEt3CAbGSaUcp7H86lQxIx6pqRWQ6rxbHJ+bko2NjjaLMGSCG/oM+EWQEi3gLzgfe0c2zqp2XYcr2SgFIWtCAGg4Z6uZttPvE6LbZPl2MVpRW0U/wcxYOkQHqSVQAAAAABJRU5ErkJggg==</Swatch> 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Bw119/vRZGM6JKE38+6KhWrZpOHEHQuUMOyXzfRVtfdNFFWh566CGdHGPKlCleZZuDS/9PMGJpSoUY0lyLdHj22Wfr8JBcnUbTpk1V48aN1bBhw3TnmMrLnQ2KFy+uQ4ESOz8bYsUD+QomT56sunfvrjp06KBWrFjh6P3jYAWc4kP0YodUsK4QjDCZY8eO1QtUt8CI1rt3b3XuuefqkOlsCoICCECmWa5uggjW77//vmrWrJnbgf7y0gpHE2y2SD+nS+rcubMaPny4KliwoNO3jov69eurjz/+WCeBMJ2+Lx2cc845atq0aapcuXKelMfu880339RTsItZUGZHPkQTbLkIr71j8bNZF5G+zmsQ45U3tE6dOnpX5VcwYtHZ6QT3dRKQjJ14+/bt1dSpU52+PRxaHvlHHsHILSPrMPLpXu5EKYwgjz76qBO3yghEsJ41a5YeIXbt2mWsHolQqlQpPS16Ta4I2HWSDYUo1E5Olzk5OSs2b96ctwiOVTiRETxrglWtWlWNHz/eeP5u9GrsnJo3b67zF/kFZDth5HJ7zZUK9A8qDNat3377rSP33LJly/T9yoj5/b8iI+J8nzYIt82OpXTp0pnewlGgoCSln+l83dFATcP07QeUKVNGTZgwQcfjd0CFQdKC/0Z/sR+RyFQq0+QC+XhxpiV06dJFx7v3E9ADMZKRq8c00P/5Jb1zBGRcQfHtwHpsQXS2WxBvpJqsMiQY54d+yi4bAdptkmR5kAQqJe699960NPNe48EHH9SZQbLMnDI59ot4BJsm8qTKzSJvC2jpIZkfQdpgpgKToxjEYqTwIypXrqyuuuoqTbIMQbKoabFfHkAwGeJ2yzQ5RT7eabeE2267LbOqeQAsNFiPoXMyBV5AU7vGdICmPwuCTYE7sV8mWsyTc7mTsmGEyKKVXZufwQtgimCcDd55p+131lPQh6wRM9hRskUfHe+HuAQTJn4mDYK6P+21mFcZbbMBVgbYUmHW4jUqVaqkk1n5GbwETJOc6drEPDgT74dk6ggSXqdNME7t/Q7OKzkYHzdunOdlo2sKAsjnmQHBEiZHT0YwRrCPRc5KdXcsT91MBewkqlc3Y7jrdJZft4DKwibgyLxEPyYkmAx5/8qQ+bB8fD1VCeQvRMEaBHh1qBwL8jwGARyxYTVLNuE08TBcSfRjKo39LJVr+pp0eELPFBSYqisH8EFB2bJl0yUY3JiV7A+SEkyYuU9GsYdUilGsZMmS6VTGFzjuuOOMlMvhdlBgoz8f2pfifCnlmaP8/5nW8VHDRH8TpMbjoNlroGA1Ua7L4FhoZqo/SvdQu6fIRyJxvTPWr1+ffrUMY9u2bZ6XiVsZJwh+PCLKEIxaPdP5w7QIJkxdIaPYWPl4e7zf/WhvlQgmCAawuwrKUiINRetYOJHOveyY5WBO3VLFsXjFXzEo2LRpU+o/cgG0kd9POsDevXvV5s2bk/0JFqtpm9anTTBh7DYZxRgWn4v9Da9iRga/2IAlgynXtmXLlqlGjRoZKdsO1q5dm8qDvidcSPd+dg0LJ4i0FdmvpdhILFq0SB8z+B04hJjA0qVLjZRrFytXrkz283yVy4G0YYtgltqiA/VQMYlMlyxZ4nuC4co2b15CpbOroH3w14zn9u8nzJ8/P9FPhFrtkEotEQvbptFy/2+FZD3k45jo76dPn64GDRpk93aegjqaChBCHA3s8P1sFMBmLYm1SQ/63u49M7W9Z0fZWKRV5Iuvv/5aO3Xil+hX4CtgEvgF+JlgmJUTrScOXlW5fW4bGRHMmio7ysdzRCpGvh81apRvCbZu3Tr9ApgEIxgbIo5i/AZmvmeffTbeT+tFOtqdGiPI2HtIyvtVSNZCPhLaRscEwBpyzZo1qkqVKpne1jVgc27adQ0VwFNPPWXEGTkVcMT96KOPYr9mPdGCvs70vlk5LloK2G7KGj5pQIJrMFI4HcAjGxDeiXhZfsDIkSN1gBM/HX7z4hHXIw66patQTYSsPWOlAuOEZGgQu/PvxYsX65hdNKIfAOlx+PALdu/erW3z58yZ41m8jlSgv5h5YvAEfZvtvZ1yve4rcqrIFfyjZ8+e2oKzZs2aDt0+c/Tv31+rCPyEBQsW6B13nz59TFdFK4DprxhggtPXifs7QjArrkU7+ThXpDZvaZs2bXTlCQFpCripDRw40Fj5yQDxCTZHDA9TYMPRsmVLPapGgcAl7ehTJ8pwLHiEVOg3IVlTlRvZrhJHDti/E33QBMlmzJihOnXq5FVEP9sgpGWrVq10GFATJINcOMFwjcLXIk3pS6fKcTQ6iVTsZyFZA/m4UKQS6zFIxu7y2GOPdbKopCDwCmtAv0c6xIQHkg0ePFiHXEgnVq0TWLVqlbrmmmtiQ1tBrgb0oZNlOR7+Rir4XSzJcAjBbZ+Atm4Ct3fWEwS88+vIFQtI1rVrV33ITL3djkiELo7ly86d+yXZi5DrO6fLc+VpYkmGLRQhlIjLQBxSN87jvvzySz0lEsI7iEBJ/cUXX2g9mRt6RPINsKngNIGddRRcIxdw7XWJJRnfDR06VM2cOVMHpmNx6YSuDGJxP/RcWQbuMA4OmmvUqKF1iWxOnIjzwQg5YsQINWDAgNhRC7hKLuDqeGyRjEBYBLarzXfM+wQAIdhGx44ddYBgYlTZBZGSn376aR2lL+jEigbPQjRuzgVvvPFGnYSByNx2p06sUrkHOq6NGzfG+xN2i02dXnPFwvUQhNbCv4l8nKQsPRlgOmDK7NGjh9aX4VbPWg2rTyS6QbFE2LBhg9ZnYXeGzVLM1jrfYfv27XpNhhQrVkw7xNatW1fHjuAUINr9DisIdoOs47B348gnhWEleq52Tu4WE8GTGJeWCgNjMex5ukf/xjEFoxEyadIkL6oTOEAgFueIA8DNv1cyZ1kn4VkQVeuBegjRCJIxUlkH5CE8AwfXnaUfnveyUM+j9PKAQrJP5SOnz5W9Lv8gxRcibbM9uM4ERsJAW1YYLP6JKdXGRB0OIhBM8A5p87iWhG7DWJxxHlhIdr18fFtkuMogZGeIpMCGC1OqSZkaCzoBo4HsrQefKETD1PQpFbXLDJEV2CXeJc27wXRFzGZKsEBDCMmay8f2IoNFcgxXKaggJA62NxNNjlrR8AXBgNUgLwrRCKhBDhrc44IRdMw8yM+IVXE/acbtpisTDd8QLAKrgToL0UbJdajKIinEQYI5IvdKu/kyG6vvCBaB1WCXCNFwU2LarG24Sn4DRz248Zt1lUoB3xIsAhpQSFZXPnLchGdCwjhlBwmI1YZb0ly/rLOSwfcEA1ZDMhXMEbIRrhnPcnacB8sajTUWO8Mh0hT/M10ZOwgEwaJhNXALIRqnvbeKkF7keLO1cg0E9Mez5zl57rgmEX5H4AgWgdXg/YVoA+R6mUg761o86X/0PzDaQvnMyf/b8pyBtkUKLMEisDqA6WOWkO0IuV4q0lrlxs5wLD20yyCoG2F/XhGZHS/nT1AReIJFw+oYwsNME7Jhl83OE8JBNkKx+2XNxpqKg2dIRQL15U65ifkN+Ypg0bA6bJEl9wvhisi1jiWQDcP3qspGwq8MgZkSKhdcpyEVbn3LpH5JwwjmF+RbgsXC6tB3LdEQ0hH2mQxVFaOkgspdx3EtplIfW3E8QxRkzv12Wtf1UfK5lL3HiWcIIv4PDllf5w9voq0AAAAASUVORK5CYII=</Swatch> 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</Swatch> </swatchLibrary> </Fixture>