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BSL Hera (BSL) (BSL_Hera.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Hera" ShortName="Hera" Company="BSL" Version="1"> <Copyright Notice="© Avolites Ltd. 2024" /> <Thumbnail>34790963-7c74-4dc9-97e6-45888fa72fd2</Thumbnail> <History Date="19-03-24" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="23-03-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="8276307a-7eed-4d8e-84de-60f0d76483c4" /> <Control> <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="4~103" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="213~251" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="108~207" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Cyan" Name="Cyan" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,255" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,0" /> </Attribute> <Attribute ID="CMY_Macro" Name="CMY Macro" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" /> <Function ID="2" Name="CMY Fade Spd" Display="'CMY Fade Spd %.1f%%',0.0~100.0" Dmx="4~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour 1 Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Split" Display="'Split'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour 1" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5" If="'Colour1Func'==1" /> <Condition Name="Split" ID="6,7,8,9,10" If="'Colour1Func'==2" /> <Else ID="11" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Cyan" Display="'Cyan'" Dmx="40~66" WheelPosition="1" Colour="0,255,255" /> <Function ID="3" Name="Light Green" Display="'Light Green'" Dmx="94~120" WheelPosition="2" Colour="128,255,0" /> <Function ID="4" Name="Magenta" Display="'Magenta'" Dmx="148~174" WheelPosition="3" Colour="255,0,255" /> <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="202~228" WheelPosition="4" Colour="255,255,0" /> <Function ID="6" Name="Op/ Cy" Display="'Op/ Cy'" Dmx="13~39" WheelPosition="0" Colour="255,255,255" /> <Function ID="7" Name="Cy/ L Grn" Display="'Cy/ L Grn'" Dmx="67~93" WheelPosition="1" Colour="0,255,255" /> <Function ID="8" Name="L Grn/ Mag" Display="'L Grn/ Mag'" Dmx="121~147" WheelPosition="2" Colour="128,255,0" /> <Function ID="9" Name="Mag/ Yel" Display="'Mag/ Yel'" Dmx="175~201" WheelPosition="3" Colour="255,0,255" /> <Function ID="10" Name="Yel/ Cy" Display="'Yel/ Cy'" Dmx="229~255" WheelPosition="4" Colour="255,255,0" /> <Function ID="11" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour2Func" Name="Colour 2 Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="2" Name="Split" Display="'Split'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="3" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour2" Name="Colour 2" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5" If="'Colour2Func'==1" /> <Condition Name="Split" ID="6,7,8,9,10" If="'Colour2Func'==2" /> <Else ID="11" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="40~66" WheelPosition="1" Colour="255,0,0" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="94~120" WheelPosition="2" Colour="0,255,0" /> <Function ID="4" Name="Dark Blue" Display="'Dark Blue'" Dmx="148~174" WheelPosition="3" Colour="0,0,180" /> <Function ID="5" Name="Orange" Display="'Orange'" Dmx="202~228" WheelPosition="4" Colour="255,128,0" /> <Function ID="6" Name="Op/ Rd" Display="'Op/ Rd'" Dmx="13~39" WheelPosition="0" Colour="255,255,255" /> <Function ID="7" Name="Rd/ Grn" Display="'Rd/ Grn'" Dmx="67~93" WheelPosition="1" Colour="255,0,0" /> <Function ID="8" Name="Grn/ D Blu" Display="'Grn/ D Blu'" Dmx="121~147" WheelPosition="2" Colour="0,255,0" /> <Function ID="9" Name="D Blu/ Org" Display="'D Blu/ Org'" Dmx="175~201" WheelPosition="3" Colour="0,0,180" /> <Function ID="10" Name="Org/ Mag" Display="'Org/ Mag'" Dmx="229~255" WheelPosition="4" Colour="255,128,0" /> <Function ID="11" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour3Func" Name="Colour 3 Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour3" Colour="0,0,0" /> <Function ID="2" Name="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour3" Colour="0,0,0" /> <Function ID="3" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour3" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour3" Name="Colour 3" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5" If="'Colour3Func'==1" /> <Condition Name="Split Gel" ID="6,7,8,9,10" If="'Colour3Func'==2" /> <Else ID="11" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Blue" Display="'Blue'" Dmx="40~66" WheelPosition="1" Colour="0,0,255" /> <Function ID="3" Name="Light Blue" Display="'Light Blue'" Dmx="94~120" WheelPosition="2" Colour="0,128,255" /> <Function ID="4" Name="CTO" Display="'CTO'" Dmx="148~174" WheelPosition="3" Colour="255,240,200" /> <Function ID="5" Name="Pink" Display="'Pink'" Dmx="202~228" WheelPosition="4" Colour="255,150,150" /> <Function ID="6" Name="Op/ Blu" Display="'Op/ Blu'" Dmx="13~39" WheelPosition="0" Colour="255,255,255" /> <Function ID="7" Name="Blu/ L Blu" Display="'Blu/ L Blu'" Dmx="67~93" WheelPosition="1" Colour="0,0,255" /> <Function ID="8" Name="L Blu/ CTO" Display="'L Blu/ CTO'" Dmx="121~147" WheelPosition="2" Colour="0,128,255" /> <Function ID="9" Name="CTO/ Pk" Display="'CTO/ Pk'" Dmx="175~201" WheelPosition="3" Colour="255,240,200" /> <Function ID="10" Name="Pk/ Yel" Display="'Pk/ Yel'" Dmx="229~255" WheelPosition="4" Colour="255,150,150" /> <Function ID="11" 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" Display="'Fixed'" Dmx="0~0" Update="Gobo1" /> <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11" If="'Gobo1Func'==1" /> <Condition Name="Shake" ID="12,13,14,15,16,17,18,19,20,21,22" If="'Gobo1Func'==2" /> <Condition Name="Scroll" ID="23,24,25,26" If="'Gobo1Func'==3" /> <Else ID="27" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>1ee2601a-5577-4f7e-8257-27dea5c89f7c</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="5~9" WheelPosition="1" /> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="10~14" WheelPosition="2" /> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="15~19" WheelPosition="3" /> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="20~24" WheelPosition="4" /> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="25~29" WheelPosition="5" /> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="30~34" WheelPosition="6" /> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="35~39" WheelPosition="7" /> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="40~44" WheelPosition="8" /> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="45~49" WheelPosition="9" /> <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="50~54" WheelPosition="10" /> <Function ID="12" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>1ee2601a-5577-4f7e-8257-27dea5c89f7c</Swatch> </Function> <Function ID="13" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="55~61" WheelPosition="1" /> <Function ID="14" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="62~68" WheelPosition="2" /> <Function ID="15" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="69~75" WheelPosition="3" /> <Function ID="16" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="76~82" WheelPosition="4" /> <Function ID="17" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="83~89" WheelPosition="5" /> <Function ID="18" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="90~96" WheelPosition="6" /> <Function ID="19" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="97~103" WheelPosition="7" /> <Function ID="20" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="104~110" WheelPosition="8" /> <Function ID="21" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="111~117" WheelPosition="9" /> <Function ID="22" Name="Gobo 10 Shake" Display="'Gobo 10 Shake %.f%%',0~100" Dmx="118~124" WheelPosition="10" /> <Function ID="23" Name="No Scroll" Display="'No Scroll'" Dmx="188~192" /> <Function ID="24" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="125~187" /> <Function ID="25" Name="No Scroll" Display="'No Scroll'" Dmx="188~192" /> <Function ID="26" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="193~255" /> <Function ID="27" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> </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" If="'Gobo2Func'==1||'Gobo2Func'==2" /> <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo2Func'==3||'Gobo2Func'==4" /> <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo2Func'==5||'Gobo2Func'==6" /> <Else ID="21" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>1ee2601a-5577-4f7e-8257-27dea5c89f7c</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~19" WheelPosition="1"> <Swatch>b4942502-41e9-4613-845d-b4c1db5b510b</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~29" WheelPosition="2"> <Swatch>965d04ab-6178-4d10-91e6-eb40c7d58082</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="30~39" WheelPosition="3"> <Swatch>db608f09-4ff4-4e8b-aec3-ddd863aae8fa</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="40~49" WheelPosition="4"> <Swatch>e07a1f07-aaae-4029-b222-c7b8fc9947e0</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~59" WheelPosition="5"> <Swatch>0798ecc3-6eb9-460f-b95d-3773f9abc02b</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="60~69" WheelPosition="6"> <Swatch>d17e17ab-e89f-4415-9581-e529f7d5c2ad</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="70~79" WheelPosition="7"> <Swatch>423f5d17-de76-4118-bf10-340206c27464</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>1ee2601a-5577-4f7e-8257-27dea5c89f7c</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="80~89" WheelPosition="1"> <Swatch>b4942502-41e9-4613-845d-b4c1db5b510b</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="90~99" WheelPosition="2"> <Swatch>965d04ab-6178-4d10-91e6-eb40c7d58082</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="100~109" WheelPosition="3"> <Swatch>db608f09-4ff4-4e8b-aec3-ddd863aae8fa</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="110~119" WheelPosition="4"> <Swatch>e07a1f07-aaae-4029-b222-c7b8fc9947e0</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="120~129" WheelPosition="5"> <Swatch>0798ecc3-6eb9-460f-b95d-3773f9abc02b</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="130~139" WheelPosition="6"> <Swatch>d17e17ab-e89f-4415-9581-e529f7d5c2ad</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="140~149" WheelPosition="7"> <Swatch>423f5d17-de76-4118-bf10-340206c27464</Swatch> </Function> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="150~202" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="203~255" /> <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==3||'Gobo2Func'==5" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo2Func'==2||'Gobo2Func'==4||'Gobo2Func'==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="0~0" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~49087" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="0~0" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49344~65535" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Prism" Name="Prism" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="6-Facet Linear Prism" Display="'6-Facet Linear Prism'" Dmx="128~191" /> <Function ID="3" Name="8-Facet Circular Prism" Display="'8-Facet Circular Prism'" Dmx="192~255" /> </Attribute> <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~190" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="191~192" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="193~255" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Colour_Effect" Name="Colour Effect" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" /> <Function ID="2" Name="Colour Effect" Display="'Colour Effect'" Dmx="64~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Lamp On" Display="'Lamp On'" Dmx="130~139" /> <Function ID="3" Name="Reset P/T" Display="'Reset P/T'" Dmx="200~209" /> <Function ID="4" Name="Reset Head" Display="'Reset Head'" Dmx="210~219" /> <Function ID="5" Name="Reset All" Display="'Reset All'" Dmx="220~229" /> <Function ID="6" Name="Lamp Off" Display="'Lamp Off'" Dmx="230~239" /> </Attribute> <Attribute ID="AutoFocus" Name="AutoFocus" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" /> <Function ID="2" Name="3m" Display="'3m'" Dmx="40~69" /> <Function ID="3" Name="5m" Display="'5m'" Dmx="70~99" /> <Function ID="4" Name="7m" Display="'7m'" Dmx="100~129" /> <Function ID="5" Name="9m" Display="'9m'" Dmx="130~159" /> <Function ID="6" Name="11m" Display="'11m'" Dmx="160~189" /> <Function ID="7" Name="13m" Display="'13m'" Dmx="190~219" /> <Function ID="8" Name="15m" Display="'15m'" Dmx="220~255" /> </Attribute> </Control> <Mode Name="Short, 23 DMX" Channels="23" Id="fa722e0d-07db-4b37-aeaa-9fa3c6d48e71"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="80c508d7-a2cc-44cf-b6b1-acc7b6c1136e" /> <Include> <Attribute ID="Pan" ChannelOffset="1" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" /> <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" /> <Attribute ID="Cyan" ChannelOffset="6" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="7" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="8" Wheel="12" /> <Attribute ID="CMY_Macro" ChannelOffset="9" Wheel="97" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="10" Wheel="8" /> <Attribute ID="Colour2Func" Wheel="37" /> <Attribute ID="Colour2" ChannelOffset="11" Wheel="38" /> <Attribute ID="Colour3Func" Wheel="67" /> <Attribute ID="Colour3" ChannelOffset="12" Wheel="68" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="13" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="14" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="15" Wheel="18" /> <Attribute ID="Prism" ChannelOffset="16" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="17" Wheel="24" /> <Attribute ID="Frost" ChannelOffset="18" Wheel="21" /> <Attribute ID="Colour_Effect" ChannelOffset="19" Wheel="98" /> <Attribute ID="Zoom" ChannelOffset="20" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="21" Wheel="20" /> <Attribute ID="Control" ChannelOffset="22" Wheel="28" /> <Attribute ID="AutoFocus" ChannelOffset="23" Wheel="49" /> </Include> </Mode> <Mode Name="Standard, 29 DMX" Channels="29" Id="f87f0e79-f278-43bf-a83e-c0d1bf9aafcd"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="378d7f22-58be-4208-82ce-8a98176eef1a" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> <Attribute ID="Cyan" ChannelOffset="8" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="9" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="10" Wheel="12" /> <Attribute ID="CMY_Macro" ChannelOffset="11" Wheel="97" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="12" Wheel="8" /> <Attribute ID="Colour2Func" Wheel="37" /> <Attribute ID="Colour2" ChannelOffset="13" Wheel="38" /> <Attribute ID="Colour3Func" Wheel="67" /> <Attribute ID="Colour3" ChannelOffset="14" Wheel="68" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="15" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="16" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="17,18" Wheel="18" /> <Attribute ID="Prism" ChannelOffset="19" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="20" Wheel="24" /> <Attribute ID="Frost" ChannelOffset="21,22" Wheel="21" /> <Attribute ID="Colour_Effect" ChannelOffset="23" Wheel="98" /> <Attribute ID="Zoom" ChannelOffset="24,25" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="26,27" Wheel="20" /> <Attribute ID="Control" ChannelOffset="28" Wheel="28" /> <Attribute ID="AutoFocus" ChannelOffset="29" Wheel="49" /> </Include> </Mode> <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:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="10" Name="Gobo 9" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="11" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo1:11,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="12" Name="Gobo 1" Number="0" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="13" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="14" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="15" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="16" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="17" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="18" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> </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="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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hIfORAUxupVqlUETmmPAOhELQ07YcMu9/r8kDH/v3Q/MouKD1Bg7nL6iDsq2GKuQRK3BGYGB6F2++6G9r6mmHe8kbIaQZEQhF435nnwY7+TkasAchoLhhKJGGivRUm2AnB7XLwySoOnbxjh6js8DElTW3e3hy3IUjp8lpo3mmYpYVBnNiikU+tUxhTWVkFdHezE0FJKZXspZjyd+gOSCYT4PX6sA6aXXvp/RHZ814cXjuNkpptH2MnoZ6eHo2dHP7fO++84+Tbb1+/xrBnoCoovIlQBK1QALc/sODAvt0WSdHsQHZ/IhGH+oWL4LmnnoBwVQ1kBwahfdsOmBiJQttTHdC46h3QM9QLbb0tsOnxO6CjuQkaTl4KK05aCW4tAUl3EC5a/X5oH+uHl7q7weUtgbihw3hHOzh6u4j4yysq6BiQYNFZ8SF5ajxvmtsdjJBzflK3suUbr1EZZzNpkcPBjxsT8np7uqG8vJwp4UEoLSkHfGBwaBBC4QhEx0ZJcWezWIrntZLwZIdiDv8GXr0SHYtCa6YNPex3XHvttTvY81YqklZ4K6AIWqEAyVQmQj/xbW3TOAUW64XnNy6C/Xt2Q1FZDjRGXMMD/aA7deje1Q+/ueGHEB9NEpki8c1fuRAaly0Gn88JWcMLl5z7fqipLIP/3vUqGEw953Q/5EZGoWxsGJ5/9VWmjFOklvG5VFqH1Rhoa7DbqKpdThcYHhO8WAPNLmmmbrM5L3UZ4qIidgaCjCZl/1RXzyGizqSzEPAH+XtLJiHMiDs2Pk6K28n2ia+Fr2uwY8R98jFbNqLO4T7TYE6Y0M/eb3Nz87L1629vWrdu3fn3339/29H9thSOdSiCVrCwYcOGZQP9/Rr6sTI1DiGVJS2gsX/Qx42ODEM8HqPGEbfbCYmxJKXTOXUH1DbWwPJTT2IKmClbRnhnnX4RU7DF8NvtL0NSDzDSDTGFqkH5RAx2Pb0Zmpl6DofDVnWG1+PJ39aAEzfWRLNrN1PSGaxrZtskkZyZysYKDidVZmhE3giHywmV1dVE4GhljI4MQUlpOYxHo3nfWWSK4HAAl8tNtoppcquDN7+Y4A8EYW7dPFi4cCGsOmkVWSSPP/7Y/JdeeqH1wQcfhKJIJLVk6dLnFixY8Ml77723/Sh+fQrHIBRBK1hgpPjO3u5uXncMfGFQquhAMES+rdPpJp92EKsiGGFqOiPuZIYRl5O8Y6/PDaeffRY0Lm6EwWgcFs1fAaYjB7/dsQ0S4AV/KAiaoUNooAuG9u2Cxx95mBG8l04CSMpImNhUgi/iENGmWHGhO7g/jW3gWfZ4xsOIOZClCpNEjBMsPo772fPqTmhoXEj78zACJwXOntff3wcednJBcsb7KiurKE8En4vb4vvB9yx97ZLiYqirq4f6+fNpP088/gQwYqYhtxIDmYwn9sKL5wwNDrVeffXV3//BD37wf47W96dw7EERtIIN+km4gGZqUGBx0GDXSIQqI7BRBK2DiViMqVgX1UozKqWIT6Y/oX5BHSxubAS3rwjmRObDzn2vwL7ONihesBwq6xlZM071jA5CDVOq3/jVz3FRUnT4AdkOOEIL27NRMbtFFyHeRp+Y8qeF7YEKGid7I/Fm3OxvptSzOXYEiQTUzKmFvr5eUtxFRcVExj52cqkor6BGFGxYQaDFUV5RCV2d7RAIBKl6A8k5gYuIbP9I1mNjI0zh8zCmlpYmS3XLXxd47BPsNds7OrREMnnN+vVfXbxhw1fPP5rfosKxA0XQChYY71TyrOdDCRqJsMCXZoSFPjEulTkdvOHD6w9DqAiJPA5NnS3Q2tMPMcb2cd0HPS0d4PSVwcJwCoonxuDr3/o6DA8PEdklkzwylNqwTaDqDTwOqlvmx0XVGWRjGCbZDJl0CnyBABGn7CRMJ1MUrIS1z9z2cMPePbth3rx6Uv8edpm/oJHK70ZHh9nxmxCPR6GsrJIWQbHOGyeRS18a9xsdj5JNEp+IWwrf/jnIxUW0Sfr6+uCZZ5457wtf+MI13/nOd1TWtMKMoQhawYLX6xnD6geNM7TVwIHABTSXy2mNn+ILcvm5hJK8dLcfXtm+G4YTSYgz8k45vZB2IJkxZc6I88T6efDvP/4uZV8g8DlZqmPG0VR8H05Rbod+s/Se0e7wmGJqCjswVNBurx87/uj5upgmvmfXDjhh1Snw7FNbYAFT8gsXL4YXn3sWTj9zNe0T1bnH7abKj1w6AeUlEegfihEZJxIT5D9jgwsSNJ4gdN0JGUb2dMJAS8dG0HhSAchajS0JpqS7u7th7tzaf7vlllt+e9dddw0cnW9S4ViBImgFC4xw99cytblv904i6ZxNKY4MDfGEuGwGUkwtopcbwwndTD2Hi0NgJnPgdWmMzHIQjyZggpFXUnNCNpcBw2HASfMWwnsXLYL/e+1nYYQpZztw1mDGzLBbCZt1wBU15WsAP1HgQiISMxCps9fzujmhkxeuE6FjTGnTgb3QsHgRjA7zLJHFS5ZCP1O3TlrQ9JBdQuTr8UPf0AC9L7R2MK+jtLSc7BAkcPSmUU1Ho6PcdqEhtnJIAHY4YpaHgzz7nKj+GBsbg+3btjvZsT7DDrnxrf4OFY4tKIJWsJDLZf7h87jX44JYIh6XTXnUPY1eM5ImqsskU4pFkQh5xJiprOluiFSXQ1V5KZx88ukwmkrC9j27wMBsDEaCy+saYXXjQvjOvXcROdsnc0tPFxcOpZK2Rldhwwq7hSV2uhhUG2Dbo40RihRR2RySO5E0I9m9u3exx+JQWlbOjs0NaX+KiBstioxoF0cSxk5Cvz8AJk5uCYapygNzp1GlhyPF4GUETkrb5yNbJc2UNp4QXFTyp9PngMSPxysvgKl/kKXFxZHRUTjQ1NTAFPSNTEl/86h8mQrHBBRBK1hIpVJb58ypMesbFmq7d7wKopWQSBobRdqa9sKa8y6Apzf/A8xgiNqoE4z8nJ4IeCsaYNmpq6C2phLqdBPae/pheGgELlh5MiysKId777id/F3Lw7aBWyR4guCjq7hKld4zgC4Usiyjw7B9vI+mrDDiResC1euChkammodh+6uvwKpTT6exWU8+8RisPvtc6GxvZyq6B2pr68j7xhONpvOTAvrV6CEjaUfYicfLiNnLHseKk1AwCCODfexYsrS4yMvxNHpOOp0hWwUnw+B9mQzfH1odXZ3dMLY0+iV20IqgFd4wFEErWFi/fr1xz733NtXNb1zY2d5K3XbAQz6p4qG1aT+sPOUMaFi0BIZ6e6C0tAzijKBpuok7BInq1ZA122GsvxuMZBo+euY7IDrYDxu+fQ8R2mRitsNO3FxJp3i2BvDwffK4gdcsB0Jhsi+kQ25StKhBx4iVJqe9YzVs3fwELD/hRDjxpJNh145tUFxcwgg7DCMjQ1BRUc1OHv2kdjHxDiNI8TVxMrlfnHh8fj8EwxFG0H5S03j8SM74mFxAxNdKuhLgTHHPPMV+OSQSPMIUm2G6urvKN2zYcCb7XJ990788hWMSiqAVCpDLZv9PWWnJo8tPPBle2LqFLAwQVRTYwPLw738NF33wYxCtnQsvPrMFRoYGwF0yD1wj4/DSn38F/pMqIeL3wPvWng//8d2N0MWIni+mFcJO1vayNbyWnYwIfK5cgMQSuHCkiAKV0IZBy4EW+5iqdrpd5CPv3rEdKmtqYO68Omjav5cWGCsrq5nqTtDxFxWVUOfhnOpyGIvG2P058pDxNSoqq5iKZsqZqWa8lJSWgs/thEAwTKoYtwkE/KSu8fjQYpmYcJPl43QmyP7AVnMkasz9aDrQBPPr67/N3saZb8mXp3DMQRG0QgFuuummf/zgBz/cFh0fP/HU1WfDjldeoiGrHBr5uY/97Y9w0mmr4T0f+if2Ez8Jw6NRSCcmoKq6COrramHvzp3w4M9+SgFFRO0afy5Ces4SduWsUdmeYT2uaWl6bjyui5xng7wPfE0MbkIrgp6jG1S7HQgG4Nx3vgtam5upIqOIkXkRU/m9B7vB4/ZCsJop6OFBek6CbY/2DJ4AEoxo0fLAC18cdJFaxrmKZjZF+42N++g4cZExXBQBh6ZT/TOv9nDxOnB2QduDT2nhfndnZ/fpN998c/Hdd9898tZ9iwrHChRBKxyCnp6DHztpxZJ9WxmBnXfR+6C9aT90tDYxBSs6DHMA2194GnYzIltywomwaPEyyod++snN8Idf/5Inzxk8o1nOATQMJF0Z6ZnPGZJkPBVRZ6ltG6s7Jhhx8kwOfL4/leJKFRf/mKrGGmefmEOII66WLFtOPvNAfx+0NTexv1fAgX17qUywuKQU2lqbae6hzxekRUusf0b/WTbC6NSx6IayslIYHxth12VUsZKIj9NCIvrS2N0YEDkguF/dwVvTeRdihtQ8Hl9bW4t2wgkr7mIH/rm3+GtUOAagCFrhEKxfv37/D37wHw+H3I4LOzo7wOnxwWlr1lqeMFY2oBWAShET4/7x8F+hr+cgjI0MA49k5nGhnJylnWFYt81JjTB2FNodhmg4cZKNQCOusDElyyd6Z2hMlRhbhbXR7Lg0YYeEQmFSwfi89rYWihVFVY2kXc5OJmNjo0xhl4gTQYYqNpBYHWyfuF9svkF7Bwk9HIkQ8ceio3QMuC/8G6s9QOMuPdaE86abJNkhSPo4YTzOfn243e73gSJohTcARdAKU4Ipv4+ftfrMgb7/+b2jvb0NDuzeTs0qqFyRNJHYkPB4OBEnJ07IGpE0J2p+W5KXYegieMnBm10EJtse9vup1VvjMwg58fNKDsqEzqatKSgGI1O0PHSyHBx0EsATSf2CRujqaKfFQWzdRu+afHXQiESl2jcwJY/tJ4sLgIywMWYU/845+SRx9KTZu6G6biz7C7C/TVHlYlpDdYECnLBkD0kaTyS8C3Gi+q375hSOJSiCVpgS6Jl+//vf//GiJYuvGh4agngsBklGzqhIaQSVIGkkXzlQlo+j0sUeODnzCdr82uHgVgdf+AOxeMiJeqoKD11O8qYuRje9ruVPJzXeHIL1yEismQyV3bk8bmrxdoqgJdy+vLKKApiQOHGbgD9A7eC48JnN5cCqBhHdk1TOh6RNj5hEtEjSmPCHHjPe5xJRpbyLUJwk2Ofhi09Q1QcuTuLx4q+Mzo5O5zXXXOPatGlT5s35thSOVSiCVjgsHnvssWvWrj3/nyNFRb7R0VFGTmlBRDkiWk10slCov7AudN2w+c06/U3eriaaT3RUy7JNmmd5aJpRYHdIRU1B/Fk5CDYLdiKV7dXSq8bt0JpAhez2emgxD/1iLnJNUry4iJcUyXZo0UzE4pYfTvn7dIiaGJvFZxyiKi8rL4eDPX10H2aAcDWvifK7HKQCafAlk9QM4/HyTkVqrKETQJZCnZYsXbKQ3bH7rfv2FI4FKIJWOCwefPDB3MaNG+848cRVdw8M9FPdbyqdtgLtsXPOCrcH0dMiAoQ4aKyrIG7dRtSydA6J2GHlL0sgMWNnYIa68/L7LPSvDVEtwa9RQWeEf+xJ+yDtTtF+dDEoFokUrQ8kbuxENHJ5DzwnAo/k8ekaiLBV3jTjZaSLKhqPOcNOBvgZZMUJwyEWFLGRB1U6tsBjO7qV28FORNHxcfSt14IiaIXXCUXQCkfEdddd9/UHfv6LdeHnI2VYbudKukT3HbY8OwTJAjdihZrmC4ImPY4WBnrHAJIA80QtFw/Rm8b2bpmah0DFPHU5XtbKwnA6DbEtV9I5ihzNkuXgSmMgEu8yxAoLer7BQ6DwPiR0JGZDTC43TH6K0YSCpmM2+etjtyBWamDUKqpqOhFk+fPxPqfIqqaL00EnF7xNvjvbr2gj37hhw4ZX169f//Rb9+0pvN2hCFrhNdHV0f6BRUuWbI3FxqlJRNb5ckfCsGwCU2aVgi7INEfkixYGJz9+O6+kQQQQcfLFTkAMX+KdhPohkaf0aoZhU9Q8plQej8xzzmayFJzkznhoyoskS1TAUqkbJk/ly2Ql4fP4VIQmrQ7xnvCXAypkp+7k5X2MoHFALe5LTn6hxD0ceCuiSvn74icdPKb+vlmWrK4AACAASURBVF5naWnZGWyXiqAVpg1F0AqviZtvvvnpb913/wtdlZWnYfMJTtbmKppXZOQtCsPyoxE8T0MobDCFvauJcj3uMzscfCGQe9J5bzpPptLPzmNyeR4/QeQ9aSJFsUDnJpvDxWNKkahxb6ao2shlrRmEeF6hvA/RVCPcdcsCcYmxW0jsSLj4GZBtIoiZLjpX0HRx6NaEcJ4fkkbr4yK22399k78uhWMIiqAVpoV4bPyfzjrrrKaD3d1aWv7EF3P9pHLmi4PSjUZwgkXS5ouKMgjJpAU8XfjPmIkh66RlUJIkcASfFViopqU65fnURsGioRxphddIjg5nhmwIXWR6oE2BAUeZdP49UKY0boP120LhU3u7sEZkpKmR4xUj1JDCnkOxpYyMpa3hcLgo1pSrdm7t4ImAardzubPf8i9O4W0NRdAK08L69etb7r//X/99bm3ttVhyRz/zxSIdb8+WPrJsSOHPy1+bZF+IUgn6R1ZDSIUtPWBZ8YGQNjSvo+ae9eTsDgRXw7JrkROqJG05IYWsB0H2WUGwMsSJH59OF7InkIxxX+xXgtPFS+qomiRrkoWC790UlR9ExLom5ibqdCKQtkp+ERLHZ435br311uo777yz56351hTe7lAErTBtrFt3/Rc2bdq0NpGYWLlv/wFaLMtXZ+jCauAqmrd5O+lPI5evdebqF+uJDcvyQMi8DknQsnZa7ptXfhhUZz05Tzp/nffDuZLmBIzqGMlZkiyCWyC2XwFUkcG9Y93BTzYgyB6T7Vxuj9W2blkcSLxsXw6q/NDJRnFaFofTem9yCk1vby8sWrRoDbvrN2/yV6VwjEARtMLrwoEDB8447/zzesfHY+GBgQGYSEzQIlrekxaLeCZQR55pGGDjUwFpg2gFdoWm5VumeQfh5CdKdS0XJQ9tbpGdhUiwuRzP9EAVbNhmF8pkPH7MOevEQQt+Tge3OvR8BYnPH6BFQnl8+JyMfC6+P6s8j2d5WPGocjyWVauNkaWuObP4dSgc41AErfC6cN999yU2bNhwxrvffcGOvzz0VyeqW6y+kCFBUrECkpfusDWxFFoS8jb3nHVbSD9X4dSVKErykCzlNX+igxbrJld40DX+T8tRA4xUy7wEDysueC2zbgX1Z3hCHj5XxJpSJYaTe9FypAzWU7vFyCs8yGyO54FIz5sWH/EXAy0UOkVpn6Pg9ckGAjom91vyRSkcE1AErfC6sX79+r3f+MY3Pnr22Wt+t3nzFoCoGFvFHsuSapRb8sVB08yJhULTKqnjkEo6r7LztodmBS9xdasJVcorLZBA7c0tFkmDaU26lYuHvLtR+uT8ZIAEnaamm5x1LLyO2UnVGHzcFm+IoTI7r4fuA5EFggubchYh3qeLGmjdImfpQcuSPoOG1bLjSb6Z343CsQVF0ApvCF/5yld+f//993/jhJUrvvLyy6/wO02RRgeSZDPAqzt0sI+ysjYGSazyTs2q5OCPGUToXDnzfeTT8mRddb5zcapRWvb6aVmLLUvyZCeidQRiAK0smcNt0arBzsO8bQE0QQYVdEbYOrx9XSfP3UkKnAcs5RW0SYuq4XAIXzM2u9+EwrEMRdAKbxjr1q276Xvf+97ysejYJS0tbYwMkXtMW6GdvMVVar6ueWr/mHciyrpm3YrFkAuD0tNFRUx2g4BcvJNTwA+t8MgVvoooz5Pb8iISk1q8pT1h1USzY8GwJg9GmYqcavKgRR20rIWmmFN2eeTRR2kuIhI3hTiJUCkMaQqHwng7DgoK04QiaIUZob+//4OrV7+jaXw8Np/iOwUpyopoEITLfebCBcPDzSjMdyhKy0MOk5X50tKvzvvS9nZyue/DKWp5yWeKiNcUVgX51A6ufvndPIgfZHaHbaK3IRZBZbt3c3MLhEIhOGfNWYABU09tfRqGR8fIEiktLUUvfHxWPniF4wKKoBVmBBw0e/HFFy/1en3JkpISGBkZgVQiZXnHoh+P3c4Ikp7cBWjdKtivvX5aWhnyuTy7w7TlT+uWLWKvkbaqKA6xOvILd3Y/HPdDFoVtgY/Cknxemr1I+p+8b1MENOVnJ+J7RF/cxZ6Lo7JuufU26Ovrg6ef/TBoQpVXV1dBU3OLqoFWmDYUQSvMGKtWrQr+7a8PQ23dXFo0G82NgZlO0U9/sgT0HClduaZnJ9HJyOd52Mlb5E6jH20RtWyKcYh86XxZnF1Fy+vJ1SNT3QdiRBdomigP5AeM7eKpZFJId9EqbvAFwnyjDi+xKyoqgvHxcRgcHIRoNGrVdeOCYlFRMezYsWP7zD9xheMFiqAVZgxGbiGcYt3W2s5UYjUUFWuUgYwKU5bIyQqKQtVKz57SirDDEJnORI62uFKqkBDkLAcF5BtdNJEjXTi5xR62VFAFAiISVdfzq5TAORnnIaKfjMdAIXcUzMT9ZyRrSrkzud1SyVTygf1NVBNdXlqaXyhkZD8WjQ5hhOvsfOoKxwMUQSvMGIyEgniNinNkeARCkTD4AwFaXEtl8mFGR8LhrQ7zkHt5CJEMXzIEURtWc4gkxSMR/yEKnhYLNeoGdIgyP8pQokYTsIbC0qnCAMuHpuYcfgah166srITdu3bD4NAw1M+ro7I9JHfcYHRk5PlpfJwKChYUQSvMGIyo/AaVmzlJUeIEbBrAKtLjCkONCp871WKevH+q2/JvsjmQUk3Nqp2W3YBycfFw+7W/ZkGuBypzhxyoyO+h4zZ51YhDhPDLSg5S0FilwR53aLyqBP1nJO2dO7ZDd3cXjzAVLePjsdhzb/xTVjgeoQhaYTYQ4J19+cndw8ND1AbuET50nqCNAnthqg5DiSmrMDgtW2V1YLWH21vG89Gm1vOmuEhYJE0+soMsC91KyxM+M7vtdrtEXCmfhWhYZXqaUNBAFRzoldfNrYUlS5ZCY2MDI+udBUNyFRSmC0XQCjMGI7ggWMRnCD+YkfTgIM0I9DBis2deTCblI1oPk+8zudItXGi0VV5bBK0dQtBHeg1EjoYQyBFemnUbRE41jsuiE0JOWByiHppKAAHT80Q+NCN5DEYqKi6ByvJK2MH+wRZ49oui9I19wgrHKxRBK8wYTGH6LaWJk0lMhxgbpUGSqehMxgkup4N37BnGISR9OMKUj0/nfqmo7cFLiKlU9OGQoYndIGq3ZUmfaeVL48mGk7fBA5BEnjR60Ro1zhhU8REMBuFgTy+ceuppUFlVKWqn6ReDImiF1wVF0AqzAR9ZG0be4pBMh7dxkcwUoUJgHt7aeP1EbbXDFGw3eZbh5NuHU+l8jFf+l4BMwkNydYthsAjpQRu2MjuptrHiA1u6m1tbYfHihVBaWkKHKIKVio70ISooTIYiaIXZQIAavLXCNmqqSaM2b1ME6hsF9cpHImQ7Dr+dnOaSh705ZSqiPty+ZK0yVmTQiUYQr0ys8/h8TGEnaMGPFghFhKh9zJasAikvr4Cenh7YvWcvDA2PkiWDJM9UeGRab1hBQUARtMJswMcJirdbc/CMi8LpJwZNA5ce8ZEgG0deozrv0OfM4HFMqaMTjMlVs5wUboipLNjybYr9iBFWlhftpuPF96+Raj54sAf+5/d/hAcf/DWv4qBWdS0w/XejoKAIWmEWwIjHxwk1r1x1TWQ8Wwt6cusj+8AFmGKzqcrjxB1WSd/UuzJfk+yzOb5ImCtQzzlr8dB+UFapnSBq09b0Ei4qgvhEHMpKiiGdSogEPPKq/dN74woKHIqgFWYMXdd9MipUTkmRc2O1/A3hPx8+zW5aqnqK2+IOPtnkMNtP9VqHLDQKi4Nu2+NQTZOyo9FflicYu/3BfeoclU/jY04HHwiA2SSywoRXfKSVglZ4XVAErTAb8EniKuRY2/BXUcF8JBk72TcGufW0FbcJ8Bokb38tOi7b9lk5QFaQrmnk/WbM4vC4nDQ9BiBhETT60HJiCy+HNuig06k0vCBzsnHfWSRwR3B6b0RBgUMRtMKMwRS0V96WMwU14cdawUf079c2lQ8hzumSM7y2An+tbcmDBls9N6+3AyPDFzgTjKSxhX18PCpK52wWCJI68Bb0SCQMy5ctgReefQZCQQzpT8NEbBxT8nzTPkAFBVAErTALYGTlKeglsWqSCzaaNFHlNfdJ10dKvrPjcOT8ep6PU76pIsPI2xh4QXsCHx+PjkOkKAK9PQc5QSM5i9FX9vI8rJleunwZ+H0+aGtphrGxFL13B3axKCi8Dqj/YBRmA5bFITsKiZD1wm4+SooTI6awldqQRA6SuF8j2e4wAtxOzlPfLnxi4YKhZvnlWVvJnPSWTYcpFg9NSCQS4PP7rOMiC8Q0rNjR/MmAMkmtKhYEnyxu6Bs2bNAxQ3v6H63C8QxF0AozBipo2X2HORW64cxPGdSkoqa/IP9v+1+C1A4jsQvUsXQ+RCbH1LCpd6ooEUV/sj7aRsp28IoMRqQOblkg8WZzujXBmyZ9A+TtDSswiddNm2L0FuWMaKac4k3PwZMR5kRnMplK9qcK7VeYFhRBK8wYqVTKI2UwerBEUBbPyikqkyNHtSn/bQpyfa0KjCnJWahxPvlbKyBiOXfQFM0t2hRq3bA3qBiyMkPnJXKZLHj9fkglJqyWdl4jbeRzoa2JBPL45fvShAKfAK/Xh+3eiqAVpgVF0AozRjKZpD4NQ3iwIMhYEqXMMtJ45L1tPFXhfkSVnngsn6UxeYyVHYU2BogMEJ1UM4jp37JpRrahy8oQbnXkS//s9obdh+azB3P4PsHn5euh9kVC6VVjSJL9ufI9g6gDT6XSEAqFVbu3wrShCFphxmDq0iPtA6mghWlhQROFdvbkOcv/td1VoKUZsZ1//vnpiy66KP6rX/2yeO/efSIVD/KWiVX7rNl2mZ+qkk+1My2CRshjlMftcOi0qJcPSTJ4pKiui2D+HCQmJqCstDgf3C9CkLJWNYduPT8fuJQPh8Jaat3e666g8BpQBK0wY7Cf+m68lgrUUrtyg4KFOx2sB+18XcDoebXMCC1+/fXXlzCC/EVvb8/Hn976tNbX308Ldnyqip5fnBSxoPK5k5PtaM9WtQXfzulyEjF7vT5rXwU2jayFJrvDQZUc4UiEXUdJKeezrkVJnsy5lv/W8u9JTAF/Hc3rCsc7FEErzBiMdFwWz6JlIPxfSY7Sj5UaWqpf00Ze9KiGJKfZCysscv3yl7/8z1/60peu+shHP3w7gP6p0ZGRqj1798Lw0DA1mGBjSDqTxW49WTFhNZlwG4LzInrKXq9XDLTl5XM4iRzHcwXDYR7oZD0nRxPEaYJ3NksKfHBggCJEkaANU2yXE4MIbOpbDi/QZMs7+yOZTOEhZN+yL0bhbQ9F0AqzAZeUwNJOsFdjaNKHBps1AVI4F7ZW5x891G++7777EuzqJrxs2LBhwdq1a9e7XK53jUWjJbFYzMGI0oUpchhUlEqlLBsDr0dHR2jYazAYArYtU+BxIlRdc9B9GLzPSZjXN2tZndc/i8GzmMaHsalujxdCoYBVZmeRs5WCZ1qK2q7WKXY1i7MJQZXYKUwbiqAVZgwcGjs5EAnLzPKehSBhVNaW3yx8ZlOzkbMmnvfaWL9+fQu7+hf7fddcc42rsbFh9UknrfoAI8RPDwwOF3V2dhJZY3dfV1cntLa2kBeM+c4+nw/8wQCpYKfTB4FAwLIoDC1L5XW6yNXAMH9U5wF/GHyBILhc+VFeVPGBPjX61TmutmWAklUXDXJRUVkcCtOHImiFGcOh6yFZrYDgilFGYwjiFtxLf/PJftadRNKy01Cq6zewlLZp0yaUqJvFZd03v/nNT82fX//NF158oWJoaBiWLlsBp552OnS0tcHQ8DAkEwmanYhRosFQiKah5GclOniGc86w6p3x0ssUeu28eVBSWgYT8Ti3dGS3YSYrfeYCW0UuKIrJ42qRUGHaUAStMGMwBRnMe9Byka6w70TT+Egojryy5gtzRr6sDvI2yOvJ1pgKN95440/Y1U/uueeefwqFQt8YGBqe98Rjj5HnPBaNwvwFDXDWOeeQn9zX1w+lFZW8QYWqOhx8yEDWQdYEXlAlT8QnoPdgN1RUV0HrgSYi7YwgZt4unhWXnEXS8jOgcWC67pnRm1I4rqAIWmHGSCaTrsnNJbgI19DQAK0tLUJJopHhEJ18YjFQVmvoOoDd5gBJ8BoMDQ0Fr7/++sp//dd/7Xujx3fDDTf8F7v6rw0bNqz40Ic+eDs7HZzt9XiKU+mUZ8/u3dDT3Q2+YJhIGclWM8U0b+E9k3oWFgfaGa3NTbBk+QqaDkONKmRpcItDzijEjA6ZLy1L/PBz8Hg8DeyOJ9/oe1E4vqAIWmHGwJI3GhllWxjDaonz3nUhxH//W1KnCGlsyEoNDnNSOZxmqW9U13v37nOtXLnyefbAvJke5/r163eyq4/Z77vzzjtX1tTU/HjP/uZTeFYIz5XO5fJVIHgfqeQM96VHRmIQCAahvLISUokk96Axi0OSs1DQ+XFY+K51Odn8FPbHT2b6XhSODyiCVpgxkJSQkHOiCkL6rS89/zwsXrocBgeHrLIzhyb8aSuwiBMyt2Y1qyyN10A76P5nn322jqnff2MEe+1sH/vIyIhvcCR6stPtocB+WfmhSZLO5ij0SVoc+F4TEwnY9vJLML+xEXo6u/gCYZY30FjqWWxvWIN0QVaJnDHb70Hh2IUiaIVZAV/8ywOJaXhoEJavXAnlFWXQz1R03lO2BxbluwaRkKVyFk0qdBkeHsXHPn/PPff87YYbbvjLbB3zzTffXAwO1+PY7+JCe8OQBI0lcez/HDknqV5Nd1jWhVwExOAjLNErxrFWaV6ihy47VXxQPXbGGpTL3x//TCYmJhpm6/gVjn0oglaYMdC7xYtppvNt0qLud+f27XDBRRfD7//714yc4lZlR2GcXL4lGwnZTs7y8tOfPABXXXXF/9xyyy21d91118BsHHekqOjF7bv3+V1MPRMBZ/Jxo5QYKnxoVP+SnCXpdnd2Qv2CBupCRB8a7Q98z5lUmrzqLF4sBW1fFNVUFofCtKEIWmHG8Hg8jKDxPyXZQcfzkHNmjvzpgf5BmDuvHvbt2QOyvG6q0CNJZLo+KUuD3YeK9MEHf+3+yk03oh89f6bHzNT4/+zYtXeBzo4bTwCysQWJWrZo0wKggzefZEkR5yyCxssrL74Aa995ASn/dCoJWi4ryDljNb7Isj0Evr2+vj6VCa0wbSiCVpgxiopkgBAHHxdlsJ/+WUgy1Tw00E8q2sGIF6sm5GLi5MQ6/lxe4VEQ9k8bAYyOjsLDf324fmxs7JdXX3315W/0eL/1rfuv7+ju/VCWkafH7YAUO4nISd7WCQZrTUR3oMPpFNZFxlr4Q0RHR2Dvnl1QXVMLTmxSYeSMTTBI9nhdSNAaPX94aAj+7d/+TZGzwrSgCFphxqidU5NjZOqQi2HygmozycgKFeWu7dvg9Hesgba2NkqFm4qgLVWtgWVtTLY9tj79NJSUlnz8/vvv/+u6det+9nqPlanX1ZHi0vv6map3ez2QQ6XLLjzDOSfS7XBLk2dtmLx1BtPuuHrOl85h1Ud7SwtUVFRBiu1DF4uJGaGgZRypbMKJx+Ps80iqTkKFaUMRtMKMEQyFRhg5VeZzl/PRo2hxTDBCLmH3Dw0Ownnnv4up4L/YUufo3wVELIkaa6nl/Q4ibAe1Xv/9kUfh+uu/+CNGtk+uX7++bbrHiYuCkaKSR5986hnN5aYAPspoBjOf2ZGzOglFlw1aNew+t9cLxtgoqWq5qCnnGD7/zFNwyhmrYXwsSopbNq7wqg1DvE8NBgYGoL6+PjM7n7rC8QBF0AozBiPSbQ6H490yqF42M8scioGBfqisribbYm7dAljLSHrz44+B7CQkEsZrYWugXYLXSNAup4vUKy+504mg8fpnD/zMecn7L3mWkXTNdP3c0rLyl5574WUffx0gJS8nbcnIUyvLWecnmJxQwJjdISs8EFLhy5PRtpdfhHnzF1CJHf5qkCpcPo5qGtPsFi5snJUFToXjA4qgFWaMVCr1Z6/X824kM2dBID8nM1SZA/39UFZRQW3Vi5evYH/3wf59e4mg0ZvWdSeRLyplh1i4wwuStNfntSpF8EKzAdll8+YtlatXn/kQe4mLXusYv/rVr/7+1R175uOxYeYGTkehFnMQJwaTlwnmKzhkN6FmDYS1q315IgHxnEw6Bft274RIUSkUFxdBMmGAy+UGr9cP6XSStvF4XDCnZs7ON+M7UDg2oQhaYcYYHBz8uc/n/45VYmdbGJPo7emGopISWLZiBaSZwjzvggshFA7D9ldfATepZCeFFmFKnIP97XSincFVM97v9/vBya6RnHVB4qis9x1ovnDdl7/8h+7OzksffPDB3FTHd801n/vFaDT2ATwu3EcqnbLlfxii7Vwne4I6CUn58qnjlPEsSuXoZOLQKVfEXgIo7Rrc/+BALwwN9dMAgPyJxkFkv3z5cshks4+/yV+HwjEERdAKM8bdd989cuGFF6YZibmtkVdipVCqTbxv764dsKChAYLBID1+5ppzobSsAp55cjMpZY/XQyV7Hq8X3IxIsXoC5/w5GFk7GWljezUObnXoeaXtdNFj71+xYtXoHXfccfltt932J3lct9xyy5L+gaHHBoZGqrFkDhU6lsGZ7DYu8GGlCV7rlnrmHY5k1WhiUrfJ0+zwQSzJM4wsHaul5omg+XN1nQ8AwEXHMabQpfLG7UpLS9mlBJX7jqP4VSm8zaAIWmFWkMlkYox0S+wz+DAsSBdEhkDC2rrlCViz9nyomzePFtEaFi0iJb1v9y5KiUNS9qL/zAgayRrtCFzQw2tU1l63myai4HOQxJG4UXX7fN5gJBL548aN33mxr6//e0MjQ6cl07mrx6MxnRSurlGmM0+UY4o5R4wqgpFQ64vjtsZ2iYjQHK/kwLZvnXxxFxG0JGkEb2DB1DtnwSKnvOaK30G/Ati240fnG1J4O0IRtMKsIIvpQAC2OmIgtWmaTnbRre2wDvjxvz8Ml/7T5Uw9l1HtcE1tLZRVVsLYyAip7N6DB8kjZoQrFuZELgcjRzRPkG+p2kLTuep2eyAWj0FrWzv0Dwycmkpn/jOF46VEwh56zMmJBFVrkHIWroZGk1B0a/A42GYaWtNRNK6gKVsjl6Vt8ASBtguefEyai5iiyg3eYMPf61STyHkzD+Q/DAWF14AiaIVZQTwez8kFNgn7uCd7I8r4eBR+95v/glNOPwNWnXwaI01OwuGiYjjlzLMgOjYKI0ODkEqnwengXjRgswjbdxpri9NJSI+x80E0Sn42krGmcxJP53hbtmHyjsVUim2LZC2IWuNeBK/AIKLG5D2xsCmHBgi/GfehmVz5G6SS0bIwyWpxCnsjm+VVHg5Hivaha1N3ScoQfxPPWAoK04T6j0VhVoAK2pSLapZy1PNRovwOa2ZhdHQUtvzjUWhrboaz1p7Pfv7zOX+YaaEzMo4Ul1CzhyxtIy+XETDaHbLUDgnWyf7WMOgoxbv4MqJlG33g2Pg4pcwRaepSJvPFP6DpJg7gqpm3l4sKZ/oVQNNUHHwArpHLWVO7JxJxeu1AMEQqW3YMygVD+R4nk7QhtmXbuN7SL0bhbQ1F0AqzAvaTn6ZV2y0OXicMpDpNS6Hmg5KwNritpRl6DnaDPxCAefMboLSigmdvpLhtICtCOEHr4HA5SVHzySs6kTeRK3udRCwOoyMjPFgf0+Wk943K1rJZsFKDbU+LezkiVE72hlWxwRf3kLgddKy8gSVHFyTj9rY2OP3MM/nioaZRs4um5as6CoOgwKqDxkku7H0oglaYNhRBK8wKQqFQzrTUs8xAln9rBTYHXiOJoirFxb9UMgkZpi53jL5Mi2+4AEhKGWuOqTZaNqk4yFrQxKKb9HvJ5kilxL75iUE2ncRi4zTRe25dPRE8bQPi2IAbwuQ3a3JuIA/ap3Q+fCeCXO1BSbjPvr5eqJ1bRwuhVBpoyyKxOtZttg4+H1u9dSz1UFCYJhRBK8wKGEEJBS0X2vLNKpM9aATaF7yT0GORORI7kmB0bMzKhaZyNp2TckEEqeg8pPZwUXYn1Tm1Y4vQf8ykHh0ZhFAwSCV9+VnjJvnLsjnFvqgnQQuAOrdtJHHLbXDwbElJKbhdbsvW0K1jgAKLQxJ0IpFEmyP6Znz+CscmFEErzAo8Ho+o4jBFE4iD1xDbAuvzBGZCIBDk4UQgFWdeaVNgkei9lrP8NKHKrUVIJn3RtpCPEUHyvcn/0X3llVVE5OFwRD7KCVmM3TJNOdzWtCn+fJs63RaldzLJDveLfvL+ffugtnbuIScf+217qzf7lYEnptE35QtQOCahCFphVsDIJ5snqDxhyZpi8qFti4dctTpsREb/FpNZxMQVaz9YboGq2SRSNw0tn50BnGzpdUR2NJ0MBGmGgiF2bGErUW4ymcr2bQmppGVXJP1tmCAbcBC8QcVB1gwOxfX5fLZW8EMh97V06VLYvXv3nln4uBWOEyiCVpgVlJSUpO0jrfJS9/DpmnbrA8FJTiyyCTIlwiVbQ1RGaHmPV6pcytMwuSWB/0XzahK2ndWizZ9g0HXeAuYBTIXHM9nmyInyOFwQlA0nMswpJ0r60JOWXjvWfk/1HpHES0pLMvfcc4/yoBWmDUXQCrOCYDDYwYjolEKSk+VmfOK3rvPp1vnwocKStIL7TMnEmtC3mljUk/ebwp4Qj0oCp4RQkQWSOzRr2l72x4/TYfnHBZDvQ3RE2v1nPBas5cZ0ukDAT0SfmWLElZxujk0tSNCRcGhs9j95hWMZiqAVZgVut3sbI6MPcSLDewzLUsjbCIVqmSBNYOt++8grocRJVYvFRt2Zr6kWU8Dlbi0SljuywVLStnyQQiVeaH+YorkE94a11FkR1k/3kbeehXQ6BeFweNJYq3wWiX3OIl4mJhKtM/6gFY4rKIJWmBUwUtrL8OpLpQAAG35JREFUg4MMa9Evb18UEiLdYylfWzOLjcws5UxEbBXE5cnUskHAskXoMfKf89nSh1PPdIRm/lh4o0p+MrlpU9BysVMeI+WE0FY6RIqKYWR4sKCCww57NKnL5TwwG5+1wvEDRdAKswJGYP1Y04zVDRzapOvC2/bStjyJ2rYlFSvyMkwHOOgh3qlHbq8kXyqr4xNReEIdH1XFa6gdU7Zd50kebK+vizi7/ElAKmNZAy3vx/coy/76eg+Kqg6e1WGfWch96hzVaGPwUyaTa5/p56xwfEERtMKswOVypTBGNBqNkhfLiRDElOxcgc1hb+SQ5Ji/jy/E2TM8rKkrttmEfIFPE9UamtW84pB10djU4pRDAHjTiVzcs04GWt6SkB6zJn4F4IIjxpxS+3k2I8ZXcYKm9ySIWM4exMddjISdOu8+xNemgbPsNbGOGitJ2HaqxE7hdUERtMKsYGBg4IVPfOITO371q1+txMGwMiBoclXEVIp2qvtBZGLkCV0uDIr6OjEuiz8XwL4gKZX1ZJvDPvNQNrfI4H9O5g7KAqGQJPYPEjTuLzERZ0ScIhJGyAVFqZapixH3mclaVR5en4+6JDFi1MX2feWVVyQGBwd/MWsfuMJxAUXQCrOCTZs2YWvgCYzEvsWI6ENMSZckEolQR0eHA0OL0BaQKhVT6nCBDW2BKbr4TPG3lidd8YDI9ZC3C7pWrFFbBpE4VVIbdvLPV1fLChD5nMITgGG1dk9Vdpc/lvz9SO58D9zFxnptI5sGl88DDfPnwTlnn2Ow93/5HXfc0T2jD1nhuIMiaIVZxfr167/Mrr4s/77sssscK1euXMZUZYXO4+N0Rm4JpjxT7BJn6nOYkfngxo0bU5P39aUvfclXWlp6ksfjOdvn87+ztrZ29d59ewM//ekD0NLSBr5gEJatPAEWNDZCkCnWgwe7Yc+O7TAy1M8IMgPBUADmzpsHc+fMgYM9vbBj+y6qxsA857PWnAMlJcUUqpTBCdyZDLvOUCYIeslOlxt8bDtUwAzG+Pj4iCbODkjoLpdbY8el8ThUWqREuZ+IRCLRioqKZvbYi2NjY4+zE9RzX7npK2qSt8IbgiJohTcVYk7glGOerrvuOk9lZeVpxcXFlzIFvszvDzYEg/45kUhRZVlZaeRL69Y5uQecJdKkuE6mVktKy6Cztx8q5tTBRR/4EKxZvRpqKsrg+Zdehd+aP4OWvdsgm4xBde0cePfFF8NnrvwMPPzwI3DD/70R4hMxCAZD8OkrryDirsRW8Ek12dIqyZf76XpXV0e4uamlbWxsuDkWi+2Ix+PPj46Obr7rrrvUlG6FNw2KoBXeEtx6663VjIjfWVZWdll1dc1Jc+bUVmzY8DUXWgqoXnM4sYSUbMqKCx3q7YJUMkEe8MjIMDzz/IuQNnVIJBIQCIahek4NNNTXQW1lKdUoDzPlPDTQB8nEBLAdwPDwCHR3dlIGRnFRsZgpaMIE299Df/wd1FRVwsUXv5fK5tweHyXoOR0uOgnI4bSaKNmrqKh0VVVVL2SEvVDXtIvkqmZzS5vZ1dWZSSVTExMTicFYLNodjY69wsj7tzfffPNTR/ljV3ibQxG0wqxiw4YNTAn7z2Fk/I5AILC8uLhkXnV1VTFTyw6cIShT4ZCU49ERMKzyNZF1YfKhrUjSjPFwYjgj2kHylXEq9pNPPwuJeAzMbBp6W1vg1z/7KTyzeS5NNmk50AzDAwOQM5FY3ZBMG7B3z3744abvw4GmFjo+ny9AFge2bpeWVcJLr2wHEepBi4Q+n5cp7AAEA0Hw+320PU5Q8Xi8NC8Rka8s0SEcCmrLly13s9tu9mcRO/bGeDx27u7de774ve//0GDEPTAeGzuQTCZbXQ73rnQ68Zu777675eh9QwpvJyiCVpgRbmGEXFlcvK6souJdxcVltRdc+F7HfKZqA4zc+NDVnKgPzkAikyQCRoKOxeKQooXCLPT39zP1Owz9A/3sMohzBWFocJgR8zCkM1jChlNSeIgS/s/p8kJ5iZuW9Zr2HYD9jISxuw+JPYeLjg4v3U5nTKZwu+G+b39XtF07GdE6aYHwkX88CY8+9iRYHYr4Zmx12Q6mml0uBxFzJBxmCroCFiyYB9VVc6CisoIukUgRI3sfr9Rwe2CUqXwc24U1z/XsM/jZz36q79q9pzIcjlRWVFatqauvh+VLl33jf373u46W5uYbvvzlLz94dL89hf/tUASt8LrBVPKSyqqqO72+4Lsa6hsie3bvgR279sDq1e9gBLQI3IzY+np7iehw+GtHRwcMDQ2RIh4YGqGw+77efojF45RnERvHiGSNxldRahyqaqwxxnl/OMcPbJNaRNaGbE4piPg0RNefaDjhd4rIUjltXGyr5QNNJ0WM5jGRwL/j0Nc/AAeaW2DrM8+C7JDE9U6Px0050+XlZWShVFRWwsJFi5iqDkFRcTFcddWVEI2OQ0dnJzsJDdD7qaqqhHn18+rOPnvtfz36j8f/vaX5wEPd3d3fYp/plD69wvENRdAK0wJWY5x99tm3LmhovPrTV1xVc7CnB372wM+gv68HTjvtVPjoRz4EixY1MtU7Ci+9ugNaWlphz549TClPWNUR6VSapnonkgnKt5DqlVsbONcwwclVKGXQZDSpyLow85GfhiBje2u2ZoqZiGJbK2vDajuXNdT2CKZ819+hedDWy8pb1t8Gjb+aoCkpvX19BY01st4ao05POvlkOOPMM+HctWvB7fYyVZ+Gg90HIeDzwQknnFi2atWqT7LnffKBBx54qLW19ZL169fngz0UjnsoglY4IhjZ6N/97ne/fcutt3+2vr7eHR0fh3GmCl0OHT772auZeiyHZkbG+5ua4fEtW6H34EFobm4mApb1z7LhhNSqYeZn/0lSk3XJSLCiWllua+VhoH3Bp2LzCSfUJJKjICVZ5yxJV8IU6llmdHAVTo+QFSL3nY9HlWFJ+RD/fM00x+R4VACZgscnwkgvHZ8TZb8Mdu3aBcFwBEKRIvD5vdDGPqudO3cQSY9Ho1BaWgqnnnY6MKJ+75IlS/tuu+22k++4447ON+O7VHj7QRG0wmHBfnbXP/HE5hdOPuXkMhSu44xwD+zfT8SDFREulxte3bkLnnv2WWjefwDGx6KCdEW4EAhlahiWv8ubQAzLspCTT2SGMwbyW+lxOR6dzC0KzGQ26HGDyNrg9odpT5AzxGsXqmBpbSCfOqyxWQ6b2pXvWLMG0PISO108H49ZBjNNzg0xre2tk4FQ7Phe0eIZGR4iW2fOnDkQDoWpW7GFncSG2f2BQICsn6GhQbjggneV1dXVbWA7uOIt+YIV/tdDEbTCYbFq1Ul7n3zyKc9Xv/pV2L17F5FOdXUtLGhcCHXz66kaYmx0FNqZKhwZHqYOQU2o1pwYdSX94yz5yTz8Hlujs7kMKV5cQJQ5yphrIXOVD9fBNxPwfA7evo0ozKEufD0efmRYrdukunMGkbbP5we320WkLNU8tozzffHny8xrJGgk335G0KFggNdya7q1Pb5nrFTB/WOOCXtOeNbfuMLbFoqgFQ4Lt8ftGWUEjKOdkFiQqJBccYIIesmoPtHuGB0ZJS+WFC6YlsqVC3qYY4Ht0DIfIxaLwtjY9HOD7DnNU0V6Tuf59PoF2dRAeRl+pmCxbhrrrcXWYI9KlaOyUHGTcqdcaLw46QSFvyJwm3g8P1XFmuDCSBpb2qPsl0U/I+HikmLaBj15CZ52l6R9Y+khe9z1ut+gwjELRdAKR4AGaUYauLCFRCKHpcYYKQ+7B4mAkZjHGWGnGcmgR4ywL7ZhO3VJaT1vqWb7SiT4z/npEO3hgpVeL/IZ04X3zV+4EFasWgVbH3sMBvv78raLxi0QEs6AKjdrvS98nt8fIBXtcnmozA4bXeTYK1MMK5DvH38NoDIe6OuHkqIimq6CjTYySEom52HzjFDdiqAVLCiCVpgSWLVxxRVXMuJNMYWXtkgXFSR6po5R/p9OPBaDBPsb7Q3DOHTcHo56wqaPdDpJP+u5muUcdCTCPdxjcsHPVi8nrg5dIEQyLYgILXwBKC2rgGe3PAnlVTXQ090tnqPlS/ogn1xnjemiOFOHIGKNokjl4qVU2/YTFFk37LNBfx5L7VC14+eHn6M8TvxnjD2OKp/9QikcaqhwXEMRtMKUaGhoCKMdMRYdI5KWpIMWRxw7+YR9gY8lkxOkjiXs9kBSPI4eNPnQ5tSK1o5pKWURYDfZ/pA51KDlx1hNFWmKvvG2l16ABQsXwTh7j3ISjJzOouuFpXZyIVOX+zM1TsxZaYdwNSynysjPC//GhhyuogfA5/dBbDxGn4X1Vtg2o8PDMDI2Bn6vV5XZKVhQBK0wJRwORxC7/dA/RZUof47jT3Zc+JKVEuibpkk9y1FXsnaZVzOgekQFzuf5mSJTuXAG4HRgJ2LKXqY77Rvkt8NN6fi0/AxCBPrNc+vnE4F3d7RRtQiqebwf1euiZSuguKQEWpsPQC9T1Pbjk8TLDwJNDEbGGPQvqlV4XTYckoEtPzO0MNB3T6YSpKCzwoeW246MjsJB9pqNCxsUQStYUAStMCUYYbmw0WR0dISqFxByukgyyUvI0A5A8qGqCyRoUp1IkKKCg22P1RDcIsmJigfjsKp2OrCImh9Qfj8FbG0baWV7XjAUgnddeBH8/aG/QOPiJXDKGWcyReuH/t5e8LhdMNjXD5+++mrYumUL/Om3vynIqS5oXKEa7RzOiSECNgrK/GxHIY4P1XIymaAyRTy5cb85Zx0XXtDTxuhSI2soi0PBgiJohcPBcLs9XA1DnqS4d5qvdOBTRXhZHA/IFzXNhiSnjGV/cMLKN4S80UU/Cev5gomt4a9mvmbZvq0/EISujg6adIK+eUtTEySw+oI9jh50Te1cePSvD5GStZ9E5LHn98VtEKrpFpO+7Z2EBfXXdBtPYjqRNP2iEL84Cj5sIydtH6WgFSwoglaYEkzpjTQ0LoTqmhro6uooICBNQz+ZbyebT2T1g51zuaWRI4KePGH7jcBOfromp6iI+8EseA0kvMlk2dPVSUH8WBrX2nQA2lqaoW5+A4wODcIwuwwNDEAoHIJkImE1scjFxfxx57U675DkahqgUGlPJmlZTofVIfh52KeEI0rLyiAcDqP3rcL9FSwoglaYEl//+tfHHnjg5xa52tUhJy07+UlCMoR6tS3GGTzNjg+D1YUFMhtHeCg5I2TlxlTqFxc4m/ftsR6vqpkDXW2tjJTD5EVzbz0nyFnaNfmMDvkLgKtzfgx2G2Xy69mfJ71oPLlNnvyNj2PLd319PbS3t//HbHw6CscGFEErHBaMnMd9Hk9Ity3Q8UoFIFvD3u4sH58MPvEaF+M0UtT8V7xNjcpAo9foHNRstsghg2ghT840RZsWLGVVRuH29tsLFi6EhosvhlwmC3t27YTtL78kmlLk8Nm8jTO5dM4+FNcexDRZQWsFnx1fOEVPXxK0rGjBHOp4PP7YV77ylc1H/CAUjisoglY4LJLJxH8XlxR9WtNlJkWefDjBFBK0xOQqBtnkwmHXnKaluKci3oJ9yhClSaVvdiCxOhx26wNv56i9m49DlM/jjw309dLiZWIiCR2tzeB2OfkkcNsR8pNRnmR5eaGJgxXz79U0oUDR235tFBJ0TlR65Kz3gScU9MRPPOGEzP79+99/2A9A4biEImiFw6K9ve3aSCTySUYijqkrGg4lIoSdlCSZc5LG+/RDiHi6uRtTPe8QK4PIl5Gxxk1yHOjqQIIWC3v5YzShq72VyuvQesBWbyJ33RZESichg2duGJJ8xdQX81C1PBlT2Sz258kW9KqqKojFYvfdc8898Wl9EArHDRRBKxwWSBh33XXXLwKB4CftDRivx5qQzRoI/Inv0PNVHIdiKkd30hZTLDTmTwhYly0S7dDnFftzMPWsuwpT6OQuOttaBFHq+X2ZvJSCPUscOy+Vk9bG5Pctt3mtY7eTs3wtnNTysY997PnPfvazNx3xyQrHJRRBKxwR/f39V68566yPtLQ0+6UXy60JSXiHklIheWmWL0y1v6LyQWJyKJGd76dS55MxWbnzRcLCqgt5DJO3n+r5ZKNoaGFQsyDRLk/A4346ZmksXLIEAv4ghR6VlJZSrvOzW7dM65eA1ZHIjvPkk06C89/5zmd7e3vPes0nKhyXUAStcERs3Lgxdffdd1/wnve8Z8uf//xnR1bW100KwzgckWKXYVV1FVVQYEQnqln0tEdHx4SKtROk7W8kWy2fPseVsz5pG3kltsNKEaHWHU6PdQKh4CNds04u6CFrpr2dJa/AD6nIAO5D47E72T49Xi+77WMv5WTvLQFN+/dBa0vTEU4kh1atFBcXwxVXXJEoKSn56rXXXnvPFE9SUCAoglZ4Tdx8881P47TusrKyP23e/MSi5uZWsEdyckxd44wEvWP7NhH3qVNwEi731dTMIRI2jLyfawqv2rCF+RdAtHhT2pxDz9c9gwZyPNbkSFHpPNizP6xWcADrdeQcQ/zHsDonDSttDo8JS+TQq9728vPWQl9htUb+F4VdwaMCLy4ugTVnr4GioqJYJBy+nz2wgZGzakpROCIUQStMC+vXr9/Prhbfcccdl4yOjnz7739/dEFXV6dV2ZCvyDj0uVhLnY8rTdF9PNJTt5Qxv090KIIpSuZ0YVs4LTKeTLSTuxLti5mHqwzhoUf5nRBJ40V0IYKltkV1CVoegvx5i7tJC5G8Us44hKRllUhpWSmsPGEVnHzqybB08eJMV0fHtz//+c/f8Ma/BYXjDYqgFV4Xbrvttj+xqz8xRb16dGxsU2w8trKtowO6u7pgaHDQClbKQ7ORLc9ZRk+YX+vWaClZD8xD/XWyN0gl47YWmfPtkQExupQ/l/+Nj6NKL0jKm3y2MKUqznc/Sm+cL2Dy10TFnM3JCTBc1XORrlE3YHQ8RlaN9KY5p8v36YT5C+ph1aoTOysqK02nwzGWTif//reHHrpp06ZNqktQ4XVBEbTCGwJT1E+zqxMYUS85YdWq73m93pNHx6LB0ZERff+BA5RnQSOckKAdDnA5nbTAhiSaltnRjPRq5tSyx1wUtITbYPi9y8W2yWShu7MTxkU0JzWQMPLEmmEkR4wblal5OC0cBwv42OuQ+nZoEImE2L6c5EkXl5RRKBISKu5rIh6HrVueIjUfCPhhaGiYpsKsOecsOPOssyhtrqeHD3XFaSuD/YOU17xg0UL6NbB181ayLDxuD4zH2PHlDMvywPfndbtzd37ta3VH+ztSePtDEbTCjMCIei+7Os/298rFjQ1btjzxeBFOIkFS9np8EAqFwFvihUAwBAOtLdDb2w3V1dWUFb1j7z7wM6I86aRVEAkHwePxQDw+AdHREVi4ZDFUVVXS9PAtT2yB973/EiJqnIqNFkt7SxuMT8Swjhji4y4i2vLyMjjj9A9AUVEEWlpbobS0mJ4jFTqW1GWzaRrl5fd7IYe3KSeDV3ugyvZ4PbD27EvgsX88Ck9ufgrisTgF7q886cR8HyQ7UQTIUzepLC+TzjBydmFds0qkU5gVKIJWmFUwRb3jhhtu+Iau6d+QZRGoKpF0ff4AqVgZqo8TrXdu286Ir4/Is6KiHFyM4FCJIrmjKkUViwNpswtzsHPHdti/bx9N/E5OJMgKmVNbCxNM5SJBoxWB5FxWVgq//c1v2Umglz0+Bz7ysY9Q2ZwT5wqyY8Rj8ft9oGumZZ3gfSjpU8kUtWK7PS7YvHkz7Ny50+pgROWdYWod5XwO1bID35ebt7CzXwE5UUZYVlYWO9rfg8KxAUXQCrMORsgPlpaVfuPgwV6yLHT0hmmithOymayo2OBtz+hZy1wKtA/Q0sD8aPRyMXUOCRntjfaWFrIeMK4TqJfEgHC4CN793vfBtldehldfepEIOpFIQnlFBZx97nlEukXFRRAIBaGDqXZ8XVT0+MIYTLSwsdFITCT1xx5/zMrgGGMnhFwuQxZKPBEnskfg5O0ly5ezXwABMF+Rswn93J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</Swatch> 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</Swatch> 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49DuhPj6qBP4jaQtQGUZ2hsWbIW1yQjM44WK5ybc4DUK2NcjboW4HvVc5HA/wtSHeALcnatGnjybjjdK5mjjj1gUqDuUb9jRgDahDYyOjdGi3AzWzNVWrp4t3YcUWZ2c8++8xrUcTTTR8vHPkA6LYQDOLHoFVXNfYqApKxE0VrnwbsaGnaW+7Cs4OlhSbOO6VjqqyGXRpzxRVgQxDWCx+SBTUBaVsw4cw/8MADZcnF3Cg8ufHGGz2ZkuqrQp411lij/rqyEoSB3maU/LG5coSWTghGyAHhXpgzz1aZ3QtDJZUKVKWPPvqoN2hfSUkavowJkIwbv/baa5dtcWkCSwIhkDACAx4CnuSwTtP8PWj3GTjJPP34iSYLzPKLypY2TGnao2MFyy2LXC/8vbDWVawQPMwMNkpsZNiEhPXgoGXnY489ZlUhr8ANwS6++OISQZ0KQgwUUXAz4oIdGGX49MnCPzB1u+FJpGQMMiYBO9swh56gJH4TDYLjArKxo8NyoOk3WRosJuEWOiYmAU448biwz8Xi0GIzLnBLIBkPJztIHlAdhDywYLgQDvwxj2AtbN6B2AoXwgQa3LJLoTg1DTD5yJrxP7A8OrAyLEFxe9pjtQ466CDj97AuLPNpW3CyAWH7TyBzhRVWaPD9oDFw3DgZFgaLbwI3nl010uw0YMmGQNQBsHzqIGhLeIjrb4kWEMxKYIj23AT8Apa4tOQKgO9C6Rm7PR0QBr8CCxoHtCwPi3Pts88+qckVgGg+VUGTJk1qsFyyKWA5pSA4DtgwhfUGCzpg24DUHJsl5mqyuieeeKLXSt3SijW1smCY02233db4PSprXAXw8O9YMk3LBRYJvyHOhQiztBx8kGRZLAcsFK3RqRjXgaNNx8Ko5ig45hAs7P1Zkl2AmoSjjz7auMtlWWcJpTWpBTwLZs4zxAA5MNPSxZJ10UUX2UysBJAHf4MeEvpGgiJa8m/kMMuBfKLe1xWwrceyuATV3Dje+i6V3SfLMIQuByyXaa5cB5basMMd0oBlkLSRqb8a7o8lweaHYKnbYjIBE5i0a3UEfgNH75l2lvh5UQTDepl2eZT+pw13hAG3gIi76WAs/LQogvHgmoD1ct1tB8UFTr2prxm+mOmgiQRYwuqsItNTBogxZQGWMRPB6DMRFeDF+plAjCkLEKszEcy0c9NBjM0EIvlZgFCHCTwMtm1BrQhGvaEOOtJkdRxdmJVSz/kJQ1gBrN4p0RXCdotx5hrm3L/00ks2UwoFc9W7NQL8RWJwBMjTwopgpsAqJMjqAKewP9TkB+pQC28DsDxkVbOIA623RAdx2pKHVaO7XsoD4NNhGEzBV65bLgQjb2VKtWR5BjYV0S4BAbKqrEZAiU5MJxjXjKB0GlVs0qxFEhDcNp1haYvUBOPpJ+2ji93CxG8ukEb/VA7s6pAXZyHXJrZkSohzzdJKrrM8lCEs12m7GlktkSRV9T8av4wlKwtxYFhSOU4kn9waeioV7CrxiUjzuAaya5NkKc6SHBYnwzdzJVVSwf0ykRcLbHs8jxXBaOCh9+MiUs6Oje2/ayBbMYGUVBRodqITDHDYVBYEC5trnGwBrahMu17SOw7SNw2AMsXkTxNusXUhIBiVFakWX9Slpkg+SWrXBMMakB8zIU6rbxK8asPgAMht4mrYkqBcfjYKyJk5DVcHRTMs6y4DrYD0lglRPW5j4GsIhuecimDcWHJWOtBJERZI0048DOTNTFYBX5AAbBSIoZFS0ndKxKUIGLvsR480JyyFFmeJg2D4avomipABKTNyhK7A0kge1gQHxwj+DMFYZBum/2OAqDL9T3VtFdaG9AuSZBdg46Ae1KmCypg4tX/8DEoHyK+DZDktLl1ZhjAVBCLGOMsx1xQ9P4UkOjhfnIBr2BE3SUEu0hQWIRqA1bfExxCsfK/uMuApQwNlUlSgASPjj+7IFiSPw5SYHJYQFygyTARD745CwYVcGHWHflBpABS/cfu/8neZCLb44ot7yX+WS9sdHiV3YSejIMq0dfAlZgQWLDV4WimjMsXE0LxzEWxSR/hHpsa6AIc5iQqCJ5JdnEmvRTIdC2Pjj6GACJONE5pI0gMWVSnzNfWb5dB7ri2pqLQk433Jl5p2ulgvk+uTAp4Fm2rzDihWuXBUpOiAdCR2eUqSNthl64zUuNwyi/Q3Cdh280AExRg6qIYiCMqykWS55CYhmWaEAcVCEsk0ygmuG76nKZ7GhodGw1jMpHE8fC6uQdAKQQfLcND23RJTrQkGuNFcCKqydXDxychDFCqfSQKXA6RkeeVnTZYmAE9fmp0qygGWBtPJauDwww/3jqLhaBmKU8r1cCWOxgYBf7Ncm3T8KQpIkoJwBUslOnoT2BWzK0UGzvIfVu8QgOQ1D0FY4h8Eh9M7ghuC8bQjpqPnAT6CCcRaUC4ggR4zZoy3UyJfR4kVKQp08vzhmO6olAU9V1GnpgFLCgRmhxSmbEAlwtLL/Og7wc6PhDD9KMjNsUNGyoKP1KxZs7Kfhx9jc2oHlo8zAOicbQIBXZZl5DZcV3bDqFTZKBCTpAEx/UC4tgSVy9WrEhynuNlh+swjGLaQv96qNpKEKORgh1Ou/B7hH09k2FMZBW46jnrUOULlwIUk9gPJw7IDgO9RBMJIA24yEmmbDjdsCghNQHTIEgaIz3LJSAP8LnxpyOkIcGpKE7nW/y5ZTcDKun0AYQuWF5auqCc7DfjjIXGSk9TCgLPPXNnphunabEAMELfARSyQDQIZB3bsYUu7DdjcEBhmY+EQb8KtwHtEaOWkPwXRfQKibKXLrfVJgMNLkJTlIsrPSAKKNPBL2DkSaomqLI8LNO70qHCp1GCDgBuC5WejEuagJwWuAuTKoIORJ94LCIZddNZhmiWBJ42LQYsh/RTXJMDpJITAEpEFIAH1igRhCbiyhKcFwU8c/rBdqi140Ag444YQG8Q3SwsIS60mO8akZzPFhLfWBgSzTjrpCC4GFwI/BN+Ao/OiejoA/CtiQKREuPFZCRhVEFiExFQuMVdiTXFaObHBYWm54YYbPCc7qxZTKthwsGSSjuLastmI8xBzHckv4sIw34y7H3qcUgkGjZ13OeSCs1wyuGG0HuLJw2Gl70IANgnIl5EF8+o6oRsHPMmQhEHJP0s9c2W3yW4tAJaKm8w8cQkqQSodOOWEfBjsqNnZMleurxrewb/imlIdxKvN5igB4NJ/BKOXpnT0MWmZdToEqDzJHWbcWc8JUI8GZx4VHVgm4mGMrJbnhJgEp/iHul4hJ8iUYDXMMqiXpqgEw4s+ofJzqaERon5HphKM3pQktWqnfdRgAzhU3+e0nmCcLSP9MExb7UCsGmzwcHBOEdBjBtS01whWgw1K+iLoBGPtZB9bOzOyhjSAOyUR8RKCcVKpXCbpvV2zYjWkwTj1tFtgCqtTUVD1BKPtJooJIt7IVEi+EzwNjqwhZkT0nj4aWRzGjiyG4g80W0iVqBcl0MxnIeGhxQJqDpLtrivWc0SDahQTwVAE0pawueF7hQckIgdK/9awamUi3aRZ0OCjdkDJSurEFdDkk+MLU2mQwSDJ3rt3b6/HKm1AOUA+j4yAQ8CZBmrSBgSTT9jf8ukbJf/ptitbBcCpHShWTc3UwkCKhTQWEmRuuI0UCKsJWU3dDcv9Dl2q0XyRdHd9OkgFMQru6F8MyzyPlOM4kfEJbC6BNeLmppXc0PQt0JuhmE0KmukisebEjDSg6py8Il21IVpaBWxOIPc40vQNI8EkE6dJK0Y1a1X4YsEJIyY58PTp070bj1IC9QAtN1nCWCL1I2QobKUZG3LoJH3DSIRDDpM6lgQ6uVc+f/LkyV4xC5YWDZaaQA+ALg0rypJZRbgbzpi+UU47Q+/EwhMMvTl+jE4uHHkKR5CmqG2PAt0XfhAqBCqIVFkORb7UclLAEsf5RvjHz+vk4jOxRvSqReatgjkhnqQ2gOVR99UooqG+IavuixkgtM9mKMEkI1+UN43eiuYq0gIAYuA/6TWZ7A7pj1GuTAwrwY2kZpMbqS5tLFcc74dYMgqU6+kVRXTyQX1aTi6NAgIJNGRDrav272eZp6c+xMvpxNokeBSuhH0zSv1H4WFhCUYFjN7dB3Ihwour0oQEaPMR4qkVUaho2d2V6+VF9RM/pwLLRWgirhYf3RubApZOHooALNeUjyG9LjjKFqeWJZhk5pNFtmL6bg1dOUWlSSXAlNJRPT5hwoT6r2EVubmmguIAtCrXG+6x5OJrJQGxMT6L0jRVLEi5G8W3WXVhdACsV1lxX5z+YIW0YgRP9bpG+kvg1KcB9YRo3eljHwCHm0MPwlpX6lXn+E1YvTSgiR5Fv1jgAJAX6baDJiRZIbK0PpJgvhUjgOa+XsoCeo9+bpBtczaCrSrB6DqDBNnUconv6ef8sPOzCS+wE+V0FPWwLuZTUIKNjbJeIG6HwwFybCMKFBfTg6lo42315hwOxXKl7kixlCaC8flqAQvEIvVjA96D1JVKsLRxtYyBDzIgzg/GIpi86O/Iiz5C/rNh272coLcld9Evi90fy6HapM7U/hzo5W046y6aCRNeURH2+TljBJyI84NJerTSEYO+kO57XTuAq2oZwgL6zrSS0GNvWVTIW4KWq7G7o8QmmGTsdGnF2DOXP2gnJ7g4LB3LpUfXw2oydYtJ7IqzA2yLWHVyZ1BxbYtD4ULcH07aZZpOcmxzGnbTrTD0owJxxrnJNk52cDaPCn3JCqDfeCL6OP3sJG2gn1Pk6khER+DeJ+ommIhgkrkzpRUj+LSpHOGHXlcAuuPNk0+Oz6ZxLakbFVivsPOBaJ6CFVMtJzlRDk9NCw6aQL+mIqvziVLgBzn6zkwonkvcJ1++/2eSZDRlpaNaeLOpjMGOj35d6ukfBDkpo08jIIQoeqtOEt9h8h0+gwS22i6J3CaH2ScNtAYg5sYyq34Gx0kXAFzQftz7pL+Y6iAG+UG3SpJ1lv8097+uALAuqCToaRUAqQ2RfP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</Swatch> </swatchLibrary> </Fixture>