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American DJ Hydro Hybrid (American DJ_Hydro Hybrid.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Hydro Hybrid" ShortName="Hydro Hyb" Company="American DJ" Version="1"> <Copyright Notice="© Avolites Ltd. 2024" /> <Thumbnail>fbc0a171-0926-4e43-9006-271dfc002cab</Thumbnail> <History Date="26-07-24" Author="Nic Morris" Comment="Created" Version="0" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="86122257-8e28-40fc-acae-e30086904756" /> <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" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,255" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,0" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14" If="'Colour1Func'==1" /> <Condition Name="Index" ID="15,16,17,18,19,20,21,22,23,24,25,26,27,28" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="29,30,31,32" If="'Colour1Func'==3" /> <Else ID="33" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="5~9" WheelPosition="1" Colour="255,0,0" /> <Function ID="3" Name="Blue" Display="'Blue'" Dmx="10~14" WheelPosition="2" Colour="0,0,255" /> <Function ID="4" Name="Green" Display="'Green'" Dmx="15~19" WheelPosition="3" Colour="0,255,0" /> <Function ID="5" Name="Amber" Display="'Amber'" Dmx="20~24" WheelPosition="4" Colour="255,100,0" /> <Function ID="6" Name="Orange" Display="'Orange'" Dmx="25~29" WheelPosition="5" Colour="255,128,0" /> <Function ID="7" Name="Mint" Display="'Mint'" Dmx="30~34" WheelPosition="6" Colour="0,255,255" /> <Function ID="8" Name="Pink" Display="'Pink'" Dmx="35~39" WheelPosition="7" Colour="255,150,150" /> <Function ID="9" Name="Lavender" Display="'Lavender'" Dmx="40~44" WheelPosition="8" Colour="255,128,255" /> <Function ID="10" Name="Fuchsia" Display="'Fuchsia'" Dmx="45~49" WheelPosition="9" Colour="180,0,180" /> <Function ID="11" Name="UV" Display="'UV'" Dmx="50~54" WheelPosition="10" Colour="180,0,255" /> <Function ID="12" Name="2700K" Display="'2700K'" Dmx="55~59" WheelPosition="11" Colour="255,240,200" /> <Function ID="13" Name="3200K" Display="'3200K'" Dmx="60~64" WheelPosition="12" Colour="255,240,200" /> <Function ID="14" Name="4000K" Display="'4000K'" Dmx="65~69" WheelPosition="13" Colour="255,255,255" /> <Function ID="15" Name="Op - Rd" Display="'Op - Rd'" Dmx="75~79" WheelPosition="0" Colour="255,255,255" /> <Function ID="16" Name="Rd - Blu" Display="'Rd - Blu'" Dmx="85~89" WheelPosition="1" Colour="255,0,0" /> <Function ID="17" Name="Blu - Grn" Display="'Blu - Grn'" Dmx="95~99" WheelPosition="2" Colour="0,0,255" /> <Function ID="18" Name="Grn - Amb" Display="'Grn - Amb'" Dmx="105~109" WheelPosition="3" Colour="0,255,0" /> <Function ID="19" Name="Amb - Org" Display="'Amb - Org'" Dmx="115~119" WheelPosition="4" Colour="255,100,0" /> <Function ID="20" Name="Org - Mnt" Display="'Org - Mnt'" Dmx="125~129" WheelPosition="5" Colour="255,128,0" /> <Function ID="21" Name="Mnt - Pk" Display="'Mnt - Pk'" Dmx="135~139" WheelPosition="6" Colour="0,255,255" /> <Function ID="22" Name="Pk - Lav" Display="'Pk - Lav'" Dmx="145~149" WheelPosition="7" Colour="255,150,150" /> <Function ID="23" Name="Lav - Fsa" Display="'Lav - Fsa'" Dmx="155~159" WheelPosition="8" Colour="255,128,255" /> <Function ID="24" Name="Fsa - UV" Display="'Fsa - UV'" Dmx="165~169" WheelPosition="9" Colour="180,0,180" /> <Function ID="25" Name="UV - 2700" Display="'UV - 2700'" Dmx="175~179" WheelPosition="10" Colour="180,0,255" /> <Function ID="26" Name="2700 - 3200" Display="'2700 - 3200'" Dmx="185~189" WheelPosition="11" Colour="255,240,200" /> <Function ID="27" Name="3200 - 4000" Display="'3200 - 4000'" Dmx="195~199" WheelPosition="12" Colour="255,240,200" /> <Function ID="28" Name="4000 - Op" Display="'4000 - Op'" Dmx="205~209" WheelPosition="13" Colour="255,255,255" /> <Function ID="29" Name="No Scroll" Display="'No Scroll'" Dmx="233~235" Colour="0,0,0" /> <Function ID="30" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="213~232" Colour="0,0,0" /> <Function ID="31" Name="No Scroll" Display="'No Scroll'" Dmx="233~235" Colour="0,0,0" /> <Function ID="32" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="236~255" Colour="0,0,0" /> <Function ID="33" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="0,0,0" /> <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="32~39" Colour="0,0,0" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="40~47" Colour="0,0,0" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="48~55" Colour="0,0,0" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="56~63" Colour="0,0,0" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="64~71" Colour="0,0,0" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="72~79" Colour="0,0,0" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="80~87" Colour="0,0,0" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="88~95" Colour="0,0,0" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="96~103" Colour="0,0,0" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="104~111" Colour="0,0,0" /> <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="112~119" Colour="0,0,0" /> <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="120~127" Colour="0,0,0" /> <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="128~135" Colour="0,0,0" /> <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="136~143" Colour="0,0,0" /> <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="144~151" Colour="0,0,0" /> <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="152~159" Colour="0,0,0" /> <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="160~167" Colour="0,0,0" /> <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="168~175" Colour="0,0,0" /> <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="176~183" Colour="0,0,0" /> <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="184~191" Colour="0,0,0" /> <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="192~199" Colour="0,0,0" /> <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="200~207" Colour="0,0,0" /> <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="208~215" Colour="0,0,0" /> <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="216~223" Colour="0,0,0" /> <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="224~231" Colour="0,0,0" /> <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="232~239" Colour="0,0,0" /> <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="240~247" Colour="0,0,0" /> <Function ID="29" Name="Random CMY" Display="'Random CMY'" Dmx="248~255" Colour="0,0,0" /> </Attribute> <Attribute ID="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="1,2,3,4,5,6,7,8,9,10,11" If="'Gobo1Func'==1||'Gobo1Func'==2" /> <Condition Name="Shake" ID="12,13,14,15,16,17,18,19,20,21,22" If="'Gobo1Func'==3||'Gobo1Func'==4" /> <Condition Name="Scroll" ID="23,24,25,26" If="'Gobo1Func'==5||'Gobo1Func'==6" /> <Else ID="27" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>54be4896-f866-41a7-b383-6403bb5ff04d</Swatch> </Function> <Function ID="2" Name="Spot" Display="'Spot'" Dmx="3~5" WheelPosition="1" /> <Function ID="3" Name="Gobo 1" Display="'Gobo 1'" Dmx="6~15" WheelPosition="2"> <Swatch>fd79a3a5-283c-496b-bfb6-9c4e7085ce0c</Swatch> </Function> <Function ID="4" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~25" WheelPosition="3"> <Swatch>f89df546-2012-4a1c-9cbb-58f8f77765b8</Swatch> </Function> <Function ID="5" Name="Gobo 3" Display="'Gobo 3'" Dmx="26~35" WheelPosition="4"> <Swatch>47489424-cb98-49fa-8645-a39cf4996cef</Swatch> </Function> <Function ID="6" Name="Gobo 4" Display="'Gobo 4'" Dmx="36~45" WheelPosition="5"> <Swatch>8bfa52b2-dca3-4a35-b3d0-ea75317ab9b2</Swatch> </Function> <Function ID="7" Name="Gobo 5" Display="'Gobo 5'" Dmx="46~55" WheelPosition="6"> <Swatch>79770ce4-3284-4ee7-a167-f38cef489aa9</Swatch> </Function> <Function ID="8" Name="Gobo 6" Display="'Gobo 6'" Dmx="56~65" WheelPosition="7"> <Swatch>e7ba64fd-849d-4799-a7ab-aee30847f7af</Swatch> </Function> <Function ID="9" Name="Gobo 7" Display="'Gobo 7'" Dmx="66~75" WheelPosition="8"> <Swatch>26c74e8e-239c-49a2-a13d-ea7265480250</Swatch> </Function> <Function ID="10" Name="Gobo 8" Display="'Gobo 8'" Dmx="76~85" WheelPosition="9"> <Swatch>8cd7e617-9ca2-41f5-bbf9-dcc47adc5874</Swatch> </Function> <Function ID="11" Name="Gobo 9" Display="'Gobo 9'" Dmx="86~95" WheelPosition="10"> <Swatch>4963c506-7b5e-4a51-9a4c-0fbeccab889c</Swatch> </Function> <Function ID="12" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>54be4896-f866-41a7-b383-6403bb5ff04d</Swatch> </Function> <Function ID="13" Name="Spot" Display="'Spot'" Dmx="3~5" WheelPosition="1" /> <Function ID="14" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="96~105" WheelPosition="2"> <Swatch>fd79a3a5-283c-496b-bfb6-9c4e7085ce0c</Swatch> </Function> <Function ID="15" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="106~115" WheelPosition="3"> <Swatch>f89df546-2012-4a1c-9cbb-58f8f77765b8</Swatch> </Function> <Function ID="16" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="116~125" WheelPosition="4"> <Swatch>47489424-cb98-49fa-8645-a39cf4996cef</Swatch> </Function> <Function ID="17" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="126~135" WheelPosition="5"> <Swatch>8bfa52b2-dca3-4a35-b3d0-ea75317ab9b2</Swatch> </Function> <Function ID="18" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="136~145" WheelPosition="6"> <Swatch>79770ce4-3284-4ee7-a167-f38cef489aa9</Swatch> </Function> <Function ID="19" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="146~155" WheelPosition="7"> <Swatch>e7ba64fd-849d-4799-a7ab-aee30847f7af</Swatch> </Function> <Function ID="20" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="156~165" WheelPosition="8"> <Swatch>26c74e8e-239c-49a2-a13d-ea7265480250</Swatch> </Function> <Function ID="21" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="166~175" WheelPosition="9"> <Swatch>8cd7e617-9ca2-41f5-bbf9-dcc47adc5874</Swatch> </Function> <Function ID="22" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="176~190" WheelPosition="10"> <Swatch>4963c506-7b5e-4a51-9a4c-0fbeccab889c</Swatch> </Function> <Function ID="23" Name="Open" Display="'Open'" Dmx="191~192" WheelPosition="0"> <Swatch>54be4896-f866-41a7-b383-6403bb5ff04d</Swatch> </Function> <Function ID="24" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="223~193" /> <Function ID="25" Name="No Scroll" Display="'No Scroll'" Dmx="224~224" /> <Function ID="26" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="225~255" /> <Function ID="27" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo 1 Rot" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Index" ID="1,2" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5" /> <Condition Name="Spin" ID="3,4,5,6" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" /> <Else ID="7" /> <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="2" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="6~128" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="192~192" /> <Function ID="4" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="191~129" /> <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="192~192" /> <Function ID="6" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="255~193" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo2" /> <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo2" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo2" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15" If="'Gobo2Func'==1" /> <Condition Name="Shake" ID="16,17,18,19,20,21,22,23,24,25,26,27,28,29,30" If="'Gobo2Func'==2" /> <Condition Name="Scroll" ID="31,32,33,34" If="'Gobo2Func'==3" /> <Else ID="35" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>54be4896-f866-41a7-b383-6403bb5ff04d</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="3~11" WheelPosition="1" /> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="12~20" WheelPosition="2" /> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="21~29" WheelPosition="3" /> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="30~38" WheelPosition="4" /> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="39~47" WheelPosition="5" /> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~56" WheelPosition="6" /> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="57~65" WheelPosition="7" /> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="66~74" WheelPosition="8" /> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="75~83" WheelPosition="9" /> <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="84~92" WheelPosition="10" /> <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="93~101" WheelPosition="11" /> <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="102~110" WheelPosition="12" /> <Function ID="14" Name="Gobo 13" Display="'Gobo 13'" Dmx="111~119" WheelPosition="13" /> <Function ID="15" Name="Gobo 14" Display="'Gobo 14'" Dmx="120~128" WheelPosition="14" /> <Function ID="16" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>54be4896-f866-41a7-b383-6403bb5ff04d</Swatch> </Function> <Function ID="17" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="132~135" WheelPosition="1" /> <Function ID="18" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="136~139" WheelPosition="2" /> <Function ID="19" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="140~143" WheelPosition="3" /> <Function ID="20" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="144~147" WheelPosition="4" /> <Function ID="21" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="148~151" WheelPosition="5" /> <Function ID="22" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="152~155" WheelPosition="6" /> <Function ID="23" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="156~159" WheelPosition="7" /> <Function ID="24" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="160~163" WheelPosition="8" /> <Function ID="25" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="164~167" WheelPosition="9" /> <Function ID="26" Name="Gobo 10 Shake" Display="'Gobo 10 Shake %.f%%',0~100" Dmx="168~171" WheelPosition="10" /> <Function ID="27" Name="Gobo 11 Shake" Display="'Gobo 11 Shake %.f%%',0~100" Dmx="172~175" WheelPosition="11" /> <Function ID="28" Name="Gobo 12 Shake" Display="'Gobo 12 Shake %.f%%',0~100" Dmx="176~179" WheelPosition="12" /> <Function ID="29" Name="Gobo 13 Shake" Display="'Gobo 13 Shake %.f%%',0~100" Dmx="180~183" WheelPosition="13" /> <Function ID="30" Name="Gobo 14 Shake" Display="'Gobo 14 Shake %.f%%',0~100" Dmx="184~187" WheelPosition="14" /> <Function ID="31" Name="Open" Display="'Open'" Dmx="188~191" WheelPosition="0"> <Swatch>54be4896-f866-41a7-b383-6403bb5ff04d</Swatch> </Function> <Function ID="32" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="223~192" /> <Function ID="33" Name="No Scroll" Display="'No Scroll'" Dmx="224~224" /> <Function ID="34" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="255~225" /> <Function ID="35" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.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="Prism_1" Name="Prism 1" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Prism" Display="'Prism'" Dmx="255~255" /> </Attribute> <Attribute ID="Prism_1_Rot" Name="Prism 1 Rot" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="2" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="6~128" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="191~129" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="192~192" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="255~193" /> </Attribute> <Attribute ID="Prism_2" Name="Prism 2" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Prism" Display="'Prism'" Dmx="255~255" /> </Attribute> <Attribute ID="Prism_2_Rot" Name="Prism 2 Rot" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="2" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="6~128" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="191~129" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="192~192" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="255~193" /> </Attribute> <Attribute ID="Prism/Gobo_Mac" Name="Prism/Gobo Mac" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" /> <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="15~29" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="30~44" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="45~59" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="60~74" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="75~89" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="90~104" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="105~119" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="120~134" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="135~149" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="150~164" /> <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="165~179" /> <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="180~194" /> <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="195~209" /> <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="210~224" /> <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="225~239" /> <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="240~255" /> </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="0~65535" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Animation" Name="Animation" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="6~128" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="129~189" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="190~193" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="194~255" /> </Attribute> <Attribute ID="Colour_Speed" Name="Colour Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="225~0" /> <Function ID="2" Name="Move in Dark" Display="'Move in Dark'" Dmx="226~235" /> <Function ID="3" Name="All in Dark" Display="'All in Dark'" Dmx="236~245" /> </Attribute> <Attribute ID="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="Aria On" Display="'Aria On'" Dmx="90~99" /> <Function ID="3" Name="Aria Off" Display="'Aria Off'" Dmx="100~109" /> <Function ID="4" Name="Lamp On" Display="'Lamp On'" Dmx="110~119" /> <Function ID="5" Name="Lamp Off" Display="'Lamp Off'" Dmx="120~129" /> <Function ID="6" Name="Pan Invert" Display="'Pan Invert'" Dmx="130~139" /> <Function ID="7" Name="Pan Normal" Display="'Pan Normal'" Dmx="140~149" /> <Function ID="8" Name="Tilt Invert" Display="'Tilt Invert'" Dmx="150~159" /> <Function ID="9" Name="Tilt Normal" Display="'Tilt Normal'" Dmx="160~169" /> <Function ID="10" Name="Display On" Display="'Display On'" Dmx="170~179" /> <Function ID="11" Name="Display Off" Display="'Display Off'" Dmx="180~189" /> <Function ID="12" Name="Hibernation Enable" Display="'Hibernation Enable'" Dmx="190~199" /> <Function ID="13" Name="Hibernation Off" Display="'Hibernation Off'" Dmx="200~209" /> <Function ID="14" Name="Reset Colour" Display="'Reset Colour'" Dmx="210~214" /> <Function ID="15" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="215~219" /> <Function ID="16" Name="Reset Focus/Zoom" Display="'Reset Focus/Zoom'" Dmx="220~224" /> <Function ID="17" Name="Reset Shutter" Display="'Reset Shutter'" Dmx="225~229" /> <Function ID="18" Name="Reset P/T" Display="'Reset P/T'" Dmx="230~234" /> <Function ID="19" Name="Reset Head Only" Display="'Reset Head Only'" Dmx="235~239" /> <Function ID="20" Name="Reset Effects" Display="'Reset Effects'" Dmx="240~244" /> <Function ID="21" Name="Reset All" Display="'Reset All'" Dmx="245~249" /> </Attribute> </Control> <Mode Name="24 DMX" Channels="24" Id="055ffe03-fb89-47f6-923f-0ba838c2eadf"> <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="b3f5c32a-95bc-4bbb-bb02-9f1c38f0a6da" /> <Include> <Attribute ID="Pan" ChannelOffset="1" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" /> <Attribute ID="Cyan" ChannelOffset="3" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="4" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="5" Wheel="12" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="6" Wheel="8" /> <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="9" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="8" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="9" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="10" Wheel="17" /> <Attribute ID="Shutter" ChannelOffset="11" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="12" Wheel="1" /> <Attribute ID="Prism_1" ChannelOffset="13" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="14" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="15" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="16" Wheel="54" /> <Attribute ID="Prism/Gobo_Mac" ChannelOffset="17" Wheel="82" /> <Attribute ID="Focus" ChannelOffset="18" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="19" Wheel="19" /> <Attribute ID="Frost" ChannelOffset="20" Wheel="21" /> <Attribute ID="Animation" ChannelOffset="21" Wheel="83" /> <Attribute ID="Colour_Speed" ChannelOffset="22" Wheel="26" /> <Attribute ID="PT_Speed" ChannelOffset="23" Wheel="25" /> <Attribute ID="Control" ChannelOffset="24" Wheel="28" /> </Include> </Mode> <Mode Name="27 DMX" Channels="27" Id="98906da0-f027-4854-bc9d-b20bae81af88"> <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="b07593eb-a41b-4723-be2e-2cd28bcf3f11" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Cyan" ChannelOffset="5" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="6" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="7" Wheel="12" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" /> <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="9" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="10" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="11" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="12" Wheel="17" /> <Attribute ID="Shutter" ChannelOffset="13" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="14,15" Wheel="1" /> <Attribute ID="Prism_1" ChannelOffset="16" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="17" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="18" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="19" Wheel="54" /> <Attribute ID="Prism/Gobo_Mac" ChannelOffset="20" Wheel="82" /> <Attribute ID="Focus" ChannelOffset="21" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="22" Wheel="19" /> <Attribute ID="Frost" ChannelOffset="23" Wheel="21" /> <Attribute ID="Animation" ChannelOffset="24" Wheel="83" /> <Attribute ID="Colour_Speed" ChannelOffset="25" Wheel="26" /> <Attribute ID="PT_Speed" ChannelOffset="26" Wheel="25" /> <Attribute ID="Control" ChannelOffset="27" Wheel="28" /> </Include> </Mode> <Mode Name="32 DMX" Channels="32" Id="8f29bc8d-d206-4be4-937a-311b6a0da0d5"> <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="e209c902-1e71-4f0a-857f-6d652499d32f" /> <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="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="11" Wheel="8" /> <Attribute ID="Colour_Macro" ChannelOffset="12" Wheel="9" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="13" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="14" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="15" Wheel="17" /> <Attribute ID="Shutter" ChannelOffset="16" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="17,18" Wheel="1" /> <Attribute ID="Prism_1" ChannelOffset="19" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="20" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="21" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="22" Wheel="54" /> <Attribute ID="Prism/Gobo_Mac" ChannelOffset="23" Wheel="82" /> <Attribute ID="Focus" ChannelOffset="24,25" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="26,27" Wheel="19" /> <Attribute ID="Frost" ChannelOffset="28" Wheel="21" /> <Attribute ID="Animation" ChannelOffset="29" Wheel="83" /> <Attribute ID="Colour_Speed" ChannelOffset="30" Wheel="26" /> <Attribute ID="PT_Speed" ChannelOffset="31" Wheel="25" /> <Attribute ID="Control" ChannelOffset="32" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Lamp On"> <Set Channel="Control:4" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp Off"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset All"> <Set Channel="Control:21" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:18" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:14" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:15" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Focus/Zoom"> <Set Channel="Control:16" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Shutter"> <Set Channel="Control:17" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Head Only"> <Set Channel="Control:19" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Effects"> <Set Channel="Control:20" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Aria On"> <Set Channel="Control:2" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Aria Off"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Pan Invert"> <Set Channel="Control:6" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Pan Normal"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Tilt Invert"> <Set Channel="Control:8" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Tilt Normal"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:10" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Hibernation Enable"> <Set Channel="Control:12" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Hibernation Off"> <Set Channel="Control:13" 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:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="2" Name="Spot" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="3" Name="Gobo 1" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="4" Name="Gobo 2" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="5" Name="Gobo 3" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="6" Name="Gobo 4" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="7" Name="Gobo 5" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="8" Name="Gobo 6" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="9" Name="Gobo 7" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="10" Name="Gobo 8" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="11" Name="Gobo 9" Number="0" Page="1" SetControl="Gobo1:11,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="12" Name="Gobo 1" Number="0" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="13" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="14" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="15" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="16" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="17" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="18" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="19" Name="Gobo 8" Number="0" Page="1" SetControl="Gobo2:9,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="20" Name="Gobo 9" Number="0" Page="1" SetControl="Gobo2:10,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="21" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo2:11,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="22" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo2:12,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="23" Name="Gobo 12" Number="0" Page="1" SetControl="Gobo2:13,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="24" Name="Gobo 13" Number="0" Page="1" SetControl="Gobo2:14,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="25" Name="Gobo 14" Number="0" Page="1" SetControl="Gobo2:15,Gobo2Func:1,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 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LG/xSQkPAgCVriuALJOWSEdjbE4x1BckaSHR0d5eQsRl3gNkjKSNKooFENI8nieorQEFUzgVscns3B92P7kw+N4y1cuJCTdHMyCX1jBfh6A1PFTgyuaQ9BbDDFiygpyQYopbMQVjRwmhu4N10wbHBCMTBKDpSGs6AaIShZbOxQnJ1/EZK7RqCtIwbajj645OzF8Nuefs/mUHgjWksBHhfdNX8OpqabNT8oCQmQBC1xHHHppZdGo+HI9kQi0YHkSokkFEo3zJQz2hq6jhEV1YkpZHOgF43FkvA1edJkcdA4IkkrqhvRgftqaIsgoXvE3dbaBnPnzIE9e/ZArCEB+8dK8JVIARQ27lubolC2ipCLG6DnTSizc3KyRVAjIYgM5yFvMJVdYq8NnSfA5MoWqOUsRKdNBchaEJsSgeFUGmBwmE8QIgt7RfW4xeFgXDe7aYTDkdxx/yIkThpIgpY4LkByZiJyZ2My2ckry3mRGKYnILmtkWfKmZOz7ZOuOMGH5MwbvjIFjfHQIsETaB+Cpmo+YYc91a1iJIXikvQZ886AfC4Pg4ODXGV3Z0rwuZgD+5sa4H2hKRBPhMDKWxAKx6Bsl0AtmmA1YoFndl6GClb/KG88O8L+lBJNzWD2D0JrcyvY2Ry0sDEGzDJYXm0OA/1x9ixiO5CY1gn9aOMYRv9x/SIkTipIgpY45kBy1lVtJ1O+nUiqFImBJI0YGhriylnVtapkE7GeBu6D5EwKGkkaQ+4oaSWYrOLHSQvJKmIkBy4U6bFo0SJudeBNQgvrkErn4B8LZdiZbICPTGmGmVYZyvky7+dt6QVQYwZYcR30vUPgTGmCRL4IFiP5cJkRdzwC2H42ZFowpykBGa3Mz0FzMIqDHRfPUVMhetZcsEwN/e/uE/bFSLzpIQla4pgCQ+kuv+zyTYmGhk4kTCRYv7aG1zMwk8v64XVBcsbXZGegN43KGSf1kKzJvxYJWnxdq+odAu0OTIRhMppHYKDCnTlrFn89xJS0HjJgpFyA/zNiwgZGzh+a2gVXtzZDmBG4w8jZSNtgHhwEXsl0LA8mU9MNHU0Q6WwHKBehWGJKPxSDVqUA+XCcx9WFLAXC4HBro33pUtjWPwCXX3ARXsueE/XdSLz5IQla4phi5eWXr4vH4rNJOSM5ElGmRkdhLD3mkrNTKXZEBIvqFkkYrQckZ1TO+EjkLEZs0ELx0fTIU7bZMUWC5pOOjIQxAQbHRuWMNwyMj0YMDAy4loppw+axInze7oHfz+2C/6urCxYxpV+0UmCMApTYfoaig8LUcql3CEJFE0JdraAwRV0aG4Zp58yFkQNDSMsQxYlBdp2Ni86Ag3YRxoZHQbMtvJ49x/krkTiJIAla4pjhyrdc+VRjovEcitYQY5dTqRRXz6hWxQQTUQ0TOaNiRuWMNgiSc8mLxiBCFglaXEf1oWl8UudIzK+s/TO3SRYsWOBvgwvaJu3t7TyaxFCwYGgJMqMm/PL1vbC2cQSWxSJwWbYAl8UTkEwkIb+7G0wmkaOJBNi5IuRj7LxKIZ5x2Mf2/69X17E/MgWaW9sgPmsG9IIFfb39MGfaDLCw84opozgk6kMStMQxwVuvfev/bEwkrqUMQQQRZjqbgd6+Pk6GRYyEEBJUqPYzhdaRrYHkzLdnpEqxzORLI4IkTevQRsFJR0zi0xSVJ4ps3bYV+plKTiaTQOdHhf7JZmlsbIRCoQjFQgHMsM6ti31sn71hFZ7WwtCWjMLb9AbomtIIHSNpmN3aCOF9vTBlahc45yQgN5qGjeyg5ZYWmDVjOoRicejN5phaH4VmNvYUptbxmgu5XPSEfUkSb3pIgpY46lj9jtW3RyORD5OtQEoY07YR+/bt871kJFuKxhDJmULqEkyZ4n74iCSN4+A2uC9aHpScItbfEFU170doMfWuuAX/GedDjO0XzWRg6tSpnCQp5I8mHElNGwbGTLshfSU2jhFx1f5YNg2jxRzs08fA0EPQ3NnKBtWgKT4LnO5uUHs1KLEbSU7RwE5OgUIpC6MDg/xm09SchOnTp0GREX6KkTg76qwT/HVJvIkhCVriqOLWW289x7LM/0VRFKhycYKvv7+fExTaGs2tLdxCwPUUbkckTcqZojWQnFHNYh1oJG0cV4zkoHWi9xxciLzx+HhOWE+6ubnZX083AyLm4OQijoFK3b/ZMCWPUHQN8ukMFDJZcNIa9LLx4ooDRZspcQVbXelQtvKQL2NzW4PfEJLsWhx2Dgf6eiHblIVztQvmnMCvS+JNDknQEkcN2Hn72muufjaM+dPg+AWOkJyHR4ahzMitqbmJT8I1NTVxwiSrAklZ9JyRgJGUUTmjXx3zSBG3pfdwHe0nFkYSCyW5Tb0VKLP9MO4ZzymYdYgKHBU9bwjACBdsh+9HBI1wvHURLJbkCnMwi2WMY2ZEzY5l2rwsacZi+9js5mSWIGOmGbHHYUpLB1PtMR6TjeScN8vsWGV2s3AwUWXaifiuJE4OSIKWOGq44fobfqwbSgsqTV6ciBEgKuaenh4e44yvx5giRgVLpCvGRBM543q0M5CckYjJykCyxPdQVeM6JFaK6qCIDnHhlomq8exB3vKqVPYjSUR1TQveTDCZpZAv8GM4qKKhMrmI4zgUCsiWEDtfv+ypUQnt43HWqgKGrnm7IdHbvMt4sexAvoDKP8yuO8S2MSIn7huTeLNDErTEUcHq1atv0HXtZtt2swSRHEOhCGzfvt0lWI/YKKwNbQskYUrXxvVkXZByRpJEQqZAByRijMDA96iFFSpfHAMRLKCEN4m8afHJQBwzNZbihIvrcQyxXyEB1+E54FJg2+E+VPMjmKWIoElFSnzxCR8qYX1I5lh/2jIxmsXiRI3b4E2KjVo8Rl+JxCkASdASR4wbbrghzH66/zASjYBdrkwKrl//Gg9ZQ4sjnmjwoySQMJFoOQl6NohoayDpkoVBxfZxG9wHiZ3C9oicxdrQ1B6LyDIUciNB8GbA32fkiEQ5Uh7mx0smm/x9XWJ1LREEjo03BR5twcbMsBsGv/kgWQOAV76fb0u+dSWKROjy4ticmDnJe0fg58LW64bRe8y/IImTFpKgJY4YZrn4y8ZEIm4y4qQwOLQ10HNFco7G3G4oSNpIWETCqJApmgPJmJQzkTMqayRaigBBcqZ1uB9aFQQiRiRQVKaYdILWSTFf4Mfm3jSG2YGXEGM73G/GOhwN7JgN7AYSbAKgCuF6DYzME179D8txb0J4LPS2ya8WQ/yQnnmWIt6U0JdGL5wdHy0S5GfD0ODsxYvxmGuPz7ckcTJCErTEEeEdN9zwF23NLVehd5tlROiEIpyY+g72MNWc5KSHtTai8Zif5o3EilEcSLhkUxABo9IlZU2lQYm4aR0q22DBfiJnJM62tjZ+HCR+Ts5QmfCjiBGKzcbtR0dHeEYj3hQwygKL/JMCB6ieLHTXq370h4MK266E5uG4fEH/2vYmGKHSgRytj8ZEHLqmdsBbr70G9nb3PH4cvy6JkwySoCUOG1ddddWK1PDoRzKZsXmMepZjCnOyqQnOWrQIktMSnBRbMEqjWOakOjA4AFu2bfMn7sjOID+Z4pxJOeM+VGgft6UYaHwv7E3MBZNSSsUSvzHw971oDW5r2E5VwSQEPqd6IH4WIXsPzyc9luYThXizwOOJN4LJgiYFfWJ3XENE01RoSjYygm7gn8+Ujo7irbf99bqj+d1InFqQBC1xWLhp1fW/SsbC15ULUSiUirxEaL5YhCFGbnv274fLL7mIxxgbYQMajLCrSpuS0DV9Ojz55JN+zQuaAEQSJc+ZlDNVnKPJPIraoOgLhDhZx/dhqjdkuBZKiSlpSooh9QxQXYAJQRN7pHodz1vG42IoIL6Hap28booUcQ1oxxu74j/z2GnvP5uImS1GiKl+9nlEQ2E2Thja21phztx5MDqWkfaGxISQBC0xafzVre+/OxqNXtfXPwBZRqglRtCkQhHIWz39gzA44kY+oPfKbQe2TRnrInsdt4mE8RHJjwohoVpGBYygeGfyqcU2V2LFOtqHbAk8HpK9qJj5udWoeEdj4dgUTy2WLyW1T5OOVPgfj0eNa8XoDk7S3HO2gL3DiBlvACEecqezm0GU7dc5tZNbMCtWrIC1G1/7+vH9BiVONkiClpgUMAll9arrPpfNFyCTzfEQNEqRVrz/2pgyjkVivIIcozOwFIvXwCAPlpQm2QZi9AYRLXnJqK7RcqhFzjQW+dU81RsUTupIzrh/X38ftDAlH4vFqyb7gkBC7u3t5ZEldCxaT9mEdDxc8BiWZVYnxHi+tOqGR4Oho8p3+HNdc0k9EW/gjWrxF0GIXXckHi9/8pN3/+CYfmkSJz0kQUtMCre+/30PDQ0PxTHRpFDMQ4mRFFIXkpPj+bzYQorTGdoAQgU5kVyRAJH4RHKmbt1IgPhcVM6Uyk37k1onhU1quCQo5xA7RgMjZowi4Wo24CMHlTWSJo6FoJRzsZQprSfwOtAeGeOlqvTIlbI7gUiqnNfxKJUh3BrmxIzL1M4u2L1v33MXH4svSuKUgiRoiUMC45xts/SJdCYLpWIZG+r5GXQ2Kl6zxLMDUfWS6gxWlyMFSoWQEBRKF/LqNaNqFX1pUrMIsWMKbofxyWL0Rj6bq1LI6IMjyVK0BiLoQeNrPAamnYukLULsDk4TlxqmdmtexiK+r3jlTfn5OL5Pjte2c+dOmDt3nm+NHOw+CNe+7W3wp5fXfv7ofksSpyIkQUscEoahfofxcsiN53UTLWiCDdUz4yTo7Oz0SVtUzUHwNlWMpKNeZAZFduB+1DXFty0CJE8dVMgKQeA6CqUj0DmIHcNrQbxx0Oug4q9VfImne+seWaPFoVD8tMOTUmg8JP+zzz4bwphC7hWGwmQeTdPTn/70p393RF+KxGkBSdASE+KWW26JhhTlfVnvF74bNlZ5HwkL1TOSqphJx8kNnWGvWJEfDsdUZWNDAmzTgrARAtN2IyjEllZEzmLrKqp6JxI3TeIFMREpE0TFLCpqei4W/afjkYru6e2DadO6QMNfErg/CK26YDzB4z6RWARi4Qgsv3AF7Ny99xcr33K434TE6QhJ0BIToqWl6e/GhkzNsjJVapOAE4BiBl5Q9XLVKfQaRCJGYuXhc5kMf452BXVNIQKmscgW4WpVqHeB65HQ/fMQEknqoZ6NEVT94rmLKprWT58+nZ2PxjMT3e2hal9xDDznKKaMh8KQaGyEhWedBT/68U8emvw3IHE6QxK0xISwTOtGN2TOqpooQ7i1Kyq1mGuR87iEEqagW5qa3ZRwTrgRnm4db4iPSwoRi/0HM/tE5cwn9qAymRckS3Ed7c+TV+pcc9XNJUDOfAJRo8gNr3aHUj0ZSjWkuT+NxZdiMYgy9RxhN6L+wcHUmjVrNr6Br0LiNIQkaIkJwQjmDDc2uBJqVlXVzRlvF4wjZoG8eIsq9jQWjXFrY3Bw0J0Q1MZHWrgV8ULjoikwLlmMPebbAviEW0tNj1P/eFoCydK5B8mdnovqHaNDNP863SgO2o7IWfMmDcOGAYlYnF/33r37wYjE115xxZVH8I1InE6QBC0xIRgxNfK6EkLqsku6RITj7QF69NWnNxau4yF17Oc+esq4P0ZQiEQudjOhUDeRWHF/PzFGnNwLuBe1ElXE7THTT/GUtaq4ROuPFVDQol2h+OfojoVqOmhr8OeegnazEN02XRhvPbVzmqxeJzFpSIKWmBiOo9uegq4Npa4HjSSMkRoULkcxx5SIQkWTgvaD2w/QGLceybmejzz+tJ26r12Lo8aV1LFmaHKwsq6iqhXVLS0qkjPdlPB9vF60aLBxAVbZSySTCyZ1ARISIAla4hBwbEe1HbQBhHhit88Ify4SGqlrUp6YbEIxzWQR4Ou2llafoDFbULQvcBHD9egRvWv+3ONZTrJqDZYF4X3gIdsulNrv+0pbqQ65C0ZxqLwruANMMLuhdWR5eJ8IjUVj43t4jbhE4g2wYdsuLJcETckm2SRWYtKQBC0xIVRVqR8WAcATNohQCaQmMX2aqs9hYSUkXzHDUSYAACAASURBVAzHQ8LGR4rOoPoXlm1VhdHRmJRSPllU9RIU1okQbwoqP9Z4sg8q6SBpu+O4dZ6DFg9ugxXx8PrxVwJ67ZzUNVW2uJKYNCRBS0yIYqlkM9LRxJgHfG57JIgEJNasIPDwsmjULZrvWRNIXriuf2AASgcO+MX4fc/ZqPzvSNuj4qaMv4nim6m7SfBc7AksEVK64uuJEKyK534YFctDJGdexY/doDCscNOWrZV9bccYN7CERB1IgpaYEEy9WoxcNF5EU4jiAI+UmpqbIZvO+IXwReuA1olKFMt48spzmht+Ri2t0O6wwalSoqiseawzkndDgu2j+efFtxN40sHtvXKf4BdnqhRqEiFaJ/x68FHx7BDhHhBMDRfXE7krwvv4L9I9RnA0JxshGgnDMFPPfeya8R2vwJMFEhKThCRoiQnBCNYKZg8SuIIOhcGKmFWRFWK4GQ858zp6I9BLVsIKX4dlSHFcKpSkqNX9/XDhtaNTY/56QpA0rRpx2rUSa0RyDo7jPq+O5Q4eZyIVj6BfBU0Y622aXD1bQgygZZmT92okTntIgpaYEDg35hair20BYAU3VL/U/JXC4uiRp2fblXA5VMxU0Q6fh2Nu4STxJkAFjkhFo5eLoO7aQbgtpsYXRQo+F1+TqqfmAOQtY4xzPYKmrEY6N9UtYee/pnW8sS27vlfXb4B0Jg8OjukdlxG3OflPX+J0hyRoiQnhOLbmUNcmWudFcbh1JnRGci7xIkRCI1JWhEk1Snoply22X9i3FlA9U0U7EWIyCj92ICrDVc5WTX+4pmcMFTKl0D2Kt+YqXwNv0tCpOh9eUlRR/e3Iu6YIED4uZhmym1U8kYBUNgfFku06497xvT6GxcP+EiROW0iClpgQjDip3v24CTjymS1BVdIj2Q1U0J56ALrjoLJ2J9dEG4JaT4lqVDwWfxTOTeyAciiCFm8c/JyxTrTXHRxtFwQSNVbnw/WUEENdVCyzzD3lKmLmT6rHx6p1WJt6dGQUyuZ4sWxa5vjqThISdSAJWmJCOLatWJbNSQwJjE/q8d7ULvniZB+iVpgZ31/wov0xfZ+6chwkWxxbzBz0a2jU8L+JzIM3jXpkTedGPQjpJsAbywL412YINaTJYuHK2qmuteErbMc1mGk8vBFhbPeBAwewjFTV8fFci4ViDiQkJglJ0BJ1sXz5cmPBvNmQzWVhaHgYNAMbs4Z42jeRkubVc6ZJwHEJIODaF9VV5ijSwlXZSIJUuzmoeoMp2yihcXtKXKFtD+U70/FJOdM+SMxIqlw9eyncjPr9jii0D1avQ8MCCVlhZK06qh9DLR4jl83B4OAw1EpVxG0KxULhsL8IidMWkqAl6mLlypXtfQf2cm+Vlwn1e1aD29WaE6jqp2ZT8X2yOPyICahN0OTxEmn67woTeSJoe7QQgl51UDUHrRhRNdPxKAEGX2PkBW9Y601W4nq8CdCNhx9OIffdzaykED1cQxOg6XQG8sUSOHUI2jItGcUhMWlIgpaoC0ZmbUhUMaxA16pycsKsOOH9cZNmQasjqIoJFEpHk4sIGkMM2XMJvrJ9IVCPI1g4qRbE0D86jpiSjqAIES0QyeFfC+aYW14FPcXiie/8l4PqZiHiOHhu23ftgtmz5/q2TDAKRFUV+TcnMWnI/1kk6iIS0dswVlnDCb5s3q9gJ9oYFLssTgyK1kS9eGIEkS5tKz4ntcztCHAjR/KFvJ8ZWCvGmdYTguRI60TLQzznyn4qmu9+5gp2fdEw0QQ3dSxvItGq1HxGH17VYd3aV3mIHfaSIQEdvClpmh47nO9A4vSGJGiJulAUo4UmA21OWNXv14qyQIiTaLU6nASjKsR9xIk48T0s0G9atZPwJiLreh1W6GZAfrRozVhMIVPmJPnrtuLWgea+s6bw+G/cHsuNhpQQdB/YzzMGGxuTNY+H8Lp9y1ocEpOGJGiJumDk1Sqq36BVQBA7lgTTo+t5w7UUd5Dk6X30gsmCCJ7LREWU6mUB1prIDI7jEzNV2MOblOKlrVtu6DOfYNTCPB192/ZtNTu0iMf0LJFQ3ROWkAhAErREXeiK0oyTZo5HXiKJ4TQZb/sEFS+3Fgnz11BtOxCxBovx075Bm0OsAx0MwfOPJZyXW72oerxaoHMQX1P2o2iF8IlML+ab8lIMHv0RBtN2YPOWbYChiBOVWvJvQIoqiyVJTBqSoCXqgv2sT6LfiqzUxH66v/rael4bA+FVreDviZOEFF1Rb9KO0ryrojzq2B3U3kpcH9yu8sJ7DHCxqM4n8qyDYX1kf1RNFHoTmiF2DViDxGak3Ds4BKNerZB6x6g+F/k3JzF5yP9ZJOqCEUozV82MVUyz7NdqruUXi1XrxlkIHmeJ+4vqtRapiaFxtM2hyK/yorJOtE7q+eG1XgftExrD7S6u+774nj27K357nclQcTx2w9NqbiAhUQOSoCXqgpFOkibLMrksdHZ2uuU/PSgC4dUj22DUB/rJVANanKgT98WYayTCTCbjxyFPGooXpyxEl9Tyt2udYz1yJVDrK0zUKRQLsHfvXo/EFT+iZaLz5Tcd25r4IBISAiRBS9SHbUdRPdsCgfmE6/m8SODBuGVxW1EBE8GJ/nNQGdPkXLAqHo1Ri0Rdb7eakMW47GBstjherUUEva6QswM5ppyxASyvbKe4Prx7TMVvLDBO7Xu2uGXKctASk4ckaIm6sBwnwifq7GpfWfRraWJtosk+BG2PhYfqbUtEj+qZ9iFCD/rD4pji8+ASTKAhiPaFOPFY61pEckZbAxvAVsqO8n/d40G1bx2cLKVfEBISk4UkaIm6sEwzjNSCBfNHR1O8DodfRsPxJgknQJDs6nnBVYqTPUQYiRdLZd55BSNFzKokkvGkTGMGiTlI1jwEg5rd8vRs12ZxhF8G4jnjI5Ui5YWOikVu8YhhhUCjBW4I44HvO248uYTEJCEJWqIuLMsKI+nkslkoF0sQDUd4aVHVIzuNZ9Kp40iNHoOqVWwuWyummV6H2Y2gVHIry2FyCJUHRdRTykFirkXQiiCMba7YFb8yX9D2QIjZhpiSjsv463LrkfBj1iFo1xHyJkctWa9fYvKQBC1RF+xnvIEkHI3FQDfCfv9AIinxpz9ZFDVD57zntO1ElgjZIGo+X+l2YlYr71oELHZFoUdxG74fP1AlooIKJdmmMz6uWqk0EDCFus7jPXAhjA9qZy4qKk0iqvzGIyExWUiClqgPx+1AjcWSUuVM4K1qIiOCFUPjhI35OirpKcY5B7fFsp68tCd7j+yFoK0RVMk0qegTszdhV03iqjuv6bVksT17wzLdWh+iQicQidNkpXi9lW0nFyVCsYbS4pA4HEiClqgLy7Z14hpOTF57KgR1HqlFTMGJPP7aca0LTop8sWqq7XAkxNQ6Zu+ZEI83+AWTSH0HFbLfmFYRnqvg2w1BJS3eULg6ZkSOOYBlU6vUpEZi9rZJJBJVvnPQjnGJ31PNdSrYiUk0doC8JSQmgiRoifqwHZ3qNrsZ1H4GiKtGA5Nr7lvjswIRfusobFFllv1iRMH9MEOPWk/h9jgxF7Q0iLDF5yJB66pbYa4eQfNL89QxRlWUrEr0hq5qEI7GoMSO+1e33cYr6D3++ONV10IIKueqyc66kAQtMXlIgpaoDy8t2ala5UY/IGq1spooVhkJF8PUNI8wa/U4DIXcOGLD0EBnxFv2Jt+4jaF4ySCMRLHVlka1qBWPpH1CVvi+3P7QtYoN4kdzuEoWq+MVimVGwgVG1EXoaG+Djint3JO+8aZ3wJJzl+77xje/uZ+d2qVI5PXC+3SvTdbE2Y6Of2wJiclCErREXTi8xzVUwurccAcQG6VS+nbwZ30tNUnJKj45YzcWsZASexoNRfgxwozMDV2FAticgNlTd1/+6BKyoWpVDQOCz/lrnda7ESfUoqpsWjCWzsDwaIpbFOedu5SRcytEjAhc9/YboWibz1/71rdesWrVqp+LcdgiMSPwZoB2jJvqXS/Ejqyf6j6MEhKHgiRoibpwbFtzEzpqd0QJesE08TdRKjURqO35vKooKW2Hp3lTCyqRFKmlFnYDVz2C1kk543NhQtG3PfhSUc+UAIMqfnBoiHfenjW9E+afcQbEYlHueV93/Q2wc/fuH/zVbbe975ZbbgFG0GW6sQT9Z4J/nlC7KJPoXUt+ljgcSIKWmACKFiTlemFyIjHVszqIRMXGrTYIBYmYwoxGo1Aq5rkdQjC8/dwu4i5BYxKLjn4zL15EURzgxk3rGi9ohOtDmurZIRpv+JpOp6Gvv59dmQEXXrgcOtuZag6FIZFogquvvx5eeOnlL37kIx/5tHDNVlA117I63I2rb2K1olQkJA4HkqAl6kKxbe83ezUxic9rea5E1qSUaR2S6bg6HFCpTYGKOBwOQaGQ50oa46755KIB4yyMikL2PGZvYhCPQQu9Tw1isTM5ZkTOmjUbZs2cBpFwhB0nBO3tXbDissvt3zz9zN984hOf+FfxWtj+5WDd6noeu6LWtnWqVxzyY5eQ8CEJWqI+2C97CiGbqKhQLTWNCNodRNBizQux+3WUKVm0MhBIrDgxV9dbFsiXR25wctbGETSeC1bFGxoa4iFzF114ATQ0NDByDkEsFoezzlkKHZ3T8j//5a+u+vu///sXgx8B298SE2zE6wtCzKqstY0bcicZWmLykAQtUReOH/VcG7UmzcT3xMlCMVGFCNr1oSv7omomD5lAk5AiMZOXLS6Gl+BCfjQ+ogJPpVJ8+wULFkBzUyOEmRzHzMimZBIuu+JK2LZr37ofP/HElQ8//HCqzmWaVLCpHvES1Ineo7RxSdAShwFJ0BITwFGppGgte6PeT/9gXQ7xfU62mpvggW2yFUxWVNzaHpGwwVaZXA0TIbvlO52KilY0vz4HjsPJGNtPCZYGHiOL9UMYQc/o6mLE3OSmj+sGnLN0CSw6ezH0DwwNP/mbZ+9CS2P16tV1PwE2lineWILXKMaCiwX7g8k6wmf6Rr4IidMUkqAlJoISnPhCBCcDaxFyMNQOPWAs09nc3OyncitejDMRGJUixVhoVNYUdaFSiJ3ixje7cdAa95wr0R2ar5rRGmlipJxkKhm3yxaKcN2N74CmlhZ7646dr/z0//zis/fcc89Tl11+xSE/ADa2jccgghavb1w4oQNVSlsk78o+b+RrkDhdIQlaoi4YbaoiKQVrHZP1ECSvceN4cc+YMj04OAjNLUm/1kZYdwk2FotxiwN7EFLIGkV9UKic5pGy7k8UVnxmyysHivsjSWMYXSQchlve/wGYPmPm0MYt2/51+/bta77yla/kD+czYMcxxQ4wwVDCql8QUKnpISFxNCAJWqIuFJ+NoYqEgzUp6kU1IMSSnUR0SKT4iKq6qBT5+uFUCkZHRzkpI1njNvF4nO+L9kVDvAEO9vSAbmjQ0tLCk0PyTBlzNc7OpciImcqCvuPmd8Fll6/E58Nbtmx59NYrr/rilVde9UY/A4c3usV0cCJop1Kro5qg69eDPpR/LSFRC5KgJepCRblaB0RM1IMvWBwpWDgJt8MYZ76dYlepUJsXXqqobFTBSNQYs4wRFwVG1o7dwy2LTDbH07ObmpIQb2yEt7/9BshmM7D03HPRPiiPjaX2j4yMPPXss88+tmbNmi3XXHPNEX0GfAISLQ7Ndkm6BkH7fvQEBC0h8UYgCVqiLlzS5WWNqtYTKYmTcuI+waQVxIUXXQSMLLP5XC6O1eoymYyzbt065Yz582Hnjh18mymtbbBxwwaYPWcO96aRqBcvXgxl2+LkzhS1NTQ4kjNCoTG2+WC+kO9lJL5XN8Ib//CHF36NhHwMPgOFh9nxMqbVBE2/KPxfFoEOM4eKnZaQOBQkQUvUhco9Di8OGqqjFkQvejJElGSK95lnn1kCD8Ce0r2lVqY0I3PmzLm/XLb06TNmFRjJldlSWHr+Baiem9j7IUbQ3a9t2vz/NjY2XjA29snvrVkzgdF9jMDIWTc0naeH4yQmJ2OMPgyUH0W7hkL8aoUcSki8EUiClqgP149wayvX4JhadTfEdT4xsYdisegwhbsL1vA1A97mfz3JM2HK+ONv4AKOHIx0Q2JWpNuFxYRSuTyuUBQ1CSCQsg7WzZaQmCwkQUvUhV/8R1gXzCYUY4N5+6iAyKX3GJmdlK1E2DXGMDwQQSVFsdlA3os2Eetd42RnPOZObIrELW4jPWqJw4EkaIm6UHifVZdX3VKZ4wsnBV/XS4eORqMnJTM5ltMYzIqkFPTKJKd372EvR0ZGeKw3onZlu+N6+hInOSRBS0waYpGjIILkHCQntLM/9KEPGd/+9rdPqq6p/QN97eJrVwErXvJjdSx4vCHOO7LUImaE6xhJhpaYPCRBS9QFRXHUA3mywbhoAhEXrtu6dSvMnDlzOVv9x2N/5kcPe3bvmRsMIcQoDlVRx02YYvy2pqj1yVlC4jAhCVqiPhS3a7X7dHxhJDGrrh4B0fru/Qegs7PzbXASEfT73v3upez8E3TtlGSDtaiD3bl5gwH2HyXXIIKfCf+cQBK1xOQhCVqiLpwaUjCYPVgr/TkwBn/ECbbh4eG3s6drju1ZHz2MZrN3B28+YocZERinjTVE6k0CVj63Y3W2EqciJEFL1IUbA+34fBSsYkddsUldBiESNu4zlhpbejzO+2iht6fnrUS4VdXrAKp0ML7X2NgIOqaE10mHr+x/Us6VSpwgSIKWqAvTrl/5hxcoYm9T6Bl1SqkxOehvOzoyYjz0wEPv/syaz/z4uFzAEeCWW26ZVigU2sR12AWcWgyIGhpTwXnhp1AYan1k4gSqWiugXEKiDiRBS9SHqljYxklR3Zbe1UkZ1UqwVjYhlQsVCTybT3+MrXrTEzT7ZfCpqpR1cCcHocYNCO0N3v8wFIJCPl+z7Cr9ymhtbZMFRyUmDUnQEnXRNmXK0O4dW5I8wQKJyUu0oMgNVMVYL6NWic1g9hyR1sjI6IrjdgFHgL6+vpuxiBOI1kadYs7YSouKRvFJxBrp3ggsp2ro2v5jd9YSpxokQUvUhaHrP00mk5/M5wtQNk2wTYe3lnJ9VreYEdZ3xjoVSEpIQIggMeOC76NfPTQ0FH7okYfe/plPf+aXJ+iyDonbbrllWkhTZjUmGhjhlngJ07JZBsu0PMKukDavZR2JQtjAOh0Wj+KgXxdBkr744othYGjon4739UicvJAELVEXjEy+MHvuvE+MjY4pSNCmZgvp3CqY7BFLgSKwTCiGmiFqFfBHssLmrdjppJzPf46tOuEE/fa3v71zeHD4G6oGi8ulYtg0rVAkHEok4omGGC+NisWPDLf8qYlttQw/2SQ1luI3nMZEI1+H9gYSOTWYRfgE7b2ePmNG6X3/7X1fO1HXK3HyQRK0RF1gI9V//NbX18UikfOQiC3LJWP35z57VPHR85azWV67mX7eB+t0+HWV2fq1L7980fXXXt1r2fawAsqIaZndsWh8sxYOr2eb/uFnP/tZ37G+thtuuCG8d/eereyGk8DaGoWiZ9XghdnslwIj3Pnzz4REOMKvC0GhhOlMGgaHBvnzlpZmv+wqfgZ4k6oV+dE1dSoe4+ljfV0SpxYkQUtMiNGx1N0dnZ2/SWdzoGtlRlI42YXvuEF4tlOZCEOrA/1YBHmyIpC4UGUWy8AenY5QONyBFKbrIShZjOixMD8b64Mf/ODvv/Od7xy6YeARIJfN/lRT1USlQp3lp2HjOTU1tzCSNngZ0XQ6w34hZNmSZ6rZvUnhdVIXcsMLr6NiSLX85+UXXQjd3d1/fyyvSeLUgyRoiQlx772f/e3XH/ta/74D+9vL5RL3WU0sXI8kbTuc0ywHfAWJalOM8BATPVBdplIpTmxbtmzmratUXfO7d6NNgNv09vau/PTdd//dI48++vUjPf/bb731HHaiV+shY6VllhdlUmMdkWgkNmtqe7glHoMcU85FvGmUStyywG4t2VyOLVnYum0bX0f9E/H8Yp7HTItpWvzccTueTVgrE4WtiicSA/f97d+uO9LrkTi9IAla4pDIF/KPMuL9cgkbslomuNzsVHms+BzVMfq1WJOCIBYUQvDO3IzsiNQUy016QQVL2+FjamjwczetWtUejUXK0bBRMnSdbQw8XKRctjXbLmuOo4bZHi2qqrSwQZosy2wrm1Y7OFZzJGQk4rFoqDFmVM5FD0NTQ5ereNldJRwOwcjYGKhM+fMwON7Squh3B6cSosHsySAJU2RLsP0XWRwLFyzE9l3fPQZfjcQpDknQEofEPffc+5UvPfwPD659+aVIiRGpiQXsq/oJOmAy4tZ0FdKZDIS9n/68kkcgJRzJGZ93dHTwJrE8fA8rVHiOCHnXQyOpVrZ8BombJ4FEwhAyQmxL2+vyrfPu3tg2kXoe8phtflx2Htk89A+NYrKNX0ODkTeUURFjk9kiKuYylDA6g507V8RsLB7qDIo3rgrunKA3rhduiLU4GhriTFGH/T6LeLNBhV0LS5YucTZt3nzSpLhLvHkgCVpiUtBDxv9nhIy/1kuMGDGD0C8W5LaAsmzXu8XJtlK5xFWqCtVpzviIihStELQ3HE6URa5WxeRprmYVNzxP0VROsibaDpDztwn2PKSoEXF9vdrUIlyrIuRvp2iVGwsRP/4iwAXPHe0ZvGGIWZN4/kjUwXPD93mFO13f+Mgjj6Tf2CcvcTpDErTEpNA/OPzJWXPm3L5t61bFZkq0aJuVLDmvm7VlVyI6MJwOIRa6R9CkHG43ZcoU/zWpXFTMODFXLBW5L4zkVyuuWoRooQS3Ee0Gyuaj8xE7jqP6RfINs0dU6niDoYiMYCcUsjSCtUaCwPeXLVuGnvojR/r5S5yekAQtMSlgyN2XH/3iS4y8LirrZaZqvQ4qqJttl+Qsy/VhMSYaoxwUtRLJEVS8IllSmBo1ZeXvQTWhW5go40Vb4I0AaZd31kbfGMaraH7bUNnYSJwU6seeUxdypmq5Eka7wi2A5PYdxKGUwHniQhmCuARvEGNjY34oXhDTZ8wo3PqXt37v6HwLEqcbJEFLTBqFUvmeppbWZ4vlEug+QXOTg3vSfHLNdIsn8cnCSLRmbz5Uqvg+KlSRuEV1C16jVpWRPNKxEa4mxqBqJkxULL+WqvaeuAaLTXU3KmNRw9j+/n6+bubMmeOORfZGcNwZ06ejN//kpD5cCYkakAQtMWncd999v/vaV78yPDI82GKaXh1oJGbFrfes6xojJDckLZ1O8/TnWvHQCCRoJGqRoEmp4ns46dbe3l6zU0stNR5cF6zjLDZuFW0XImCEmFgTVNC4JJPJcR1k0I7Baw9aLDiZuHTpUti3b9+9R/ixS5zGkAQtcViwLPufGhKJe1Ep89AytCAspyqMDtcjceFSj6ApqxBB1gTZGVjfAy2SWpN8ondMXnYt1GpoSwWegipb9JNFshczAqczNRxMXxdvHuiVU/U+CiVsam7q+fDHPrrlUJ+phEQ9SIKWOCzcdc89n/3Kl7/8qVdfedHAyUJe/9jRPE+aEa+mQ9Es8uapWHuDQs+C1eBQPVPss0jAaHvMnj17nCoOTuyJCjk4ESker57KFscIqmVxDHqfVHJQqdN2fX192NLLDyOcM28ujKRS/3L0PnmJ0xGSoCUOC4x8LEbQ/8GI9F3lksUtDcddD2qgaD+mfhOxBW0BJOJaBZVEYq1X3lPcNrgOESRgsiUmCrej/eo90jjisWk8tGXwlwIROD4uXny2vWHjhgcn+bFKSNSEJGiJw8bI6OhHZ8+Z987tW7cqxVIZoEbfFSJFDLkT7QqMeEBCa25u9i0BRH0FjK8mT9REpESUtlfMCQLkzMf1Cd1f6x6ploXi+e08wiNwI8BJQlw4QbP/8Hpjsdjaxx57rHjoT1NCoj4kQUscNh588MG+Rx99+M+haOQCA9O/TU/5Avgpz+jJOozHRlKj0NCY4EkrCJz8GxgYgLa2Nq6uyaMOqlwn0AtRVMRBe0LcTxyHGgnYXpsqb2D3wXH/cVQK0nMzBzGV0CVmBZvI8DZXSPJkczi2UxWmh0Abhyr5AdvvxhtvhF27dn3+mH4JEqcFJEFLvCFks4X/vvjsJWtfefllN4WaEbLt9SjE52hj8CxA9ohWRzzq1udobW3l6lmsm1zLG+aV8rAok8KD7Pj7wUQTUrjiJB9NTuLiRpnYPG6ak6tVmbzEfaa0tYKugtfGyo1EMRjJzpg+g/vgydYWiMZjdjweN3U9VGDHLZZK5YJZLhfZ2CVG7UU2TlFTtKIR0gtsnDwbozgyMjJ49913/+dx/1IkTjlIgpZ4Q3jggQfWfe1rX/vEu997y11joyPtmzZt0gaZMt61Zx+PGebp25ZLpAPstT61s6rYENocOIkoWhII8nIjhgW9A8OQY8M4XkYhboePYostVK+UHIPA0Dy8AeD43d3dkMlmoOTty4/uuL0SI7EIdHW1w1WXXsbLiiJJY2gcvq8qbuZganCg2H+wNFoslUfKpjnKjp1mynrYCEe3qrr+hy1btvzuF7/4hbQxJI4ZJEFLvGHceeed/4M94IKZhlfPmjvvzlXXvW0VkiOmaqcyaV5EiVetc6hPoQoaTw1XvGxD9lrVuB1cYuM4bN/BgwegdYoOj/3z9yEzPAply+EqGMm4taXFn2BE64JSxHVD50WadMPg22Kq+dSpU7mCzjEFz1Qt98PxXJDQk+zYVtmC3zz9DCNsKrjkJsZgESYcT9P0cChkdEQi0Y5YNAKtjXFIJpsg0ZjkZUfPO2shfPPLj+aG0mPrs/nStY8++mj2xH4jEqcaJEFLHBXce++9v/3sfffe0dWylBGpwUt5JhoTlck/0/btD6wgh8koWBsaVTSqX3ydy2chny/iJCRsfn099I5gFIjDu4pj3DQumq7xhBHs/acZbp/D4eFh2LZtGyf8rq4uSDY2coJGQsesR9OLJCEFGsQZ6gAAD75JREFUjsdLjaagv68P2ttaeBU7Us1UFQ9f47FQbeMNxMAbgFefAwsgNbDjN7rHiXVOmXJxrmg+zj6Gd57o70Hi1IIkaImjgjs++tEVF55/zirRiigy0sXyo6hc07ksZJGMmZotFYpQYI+crEtlwEYAWPi+hN1arBIj6xw0xkOQY/uP5G1eV4OsjVw2B709va7iNXTfi0YyRrLeu3cv7GfkqntWCVbdszxvvKpAEiNf3J+xL/bu4oEoWDrVtMtemVF2VK/KHq9ep/AmunxyMDI2xosqIVlHkaiTjTClte3mB9bc9xdrHnjwByf6u5A4dSAJWuKIcOmll0ZXXHDex2dO63xgaHBEGRvbCxlGyHmmUjOMhHGCEC2IUtG1OniHEnCqQthcb5otGsBYOse3md41F9qm6X6PQypyhI1ciWiJdHkRJe+x1kKNbv1iS8J+Y2NZfgwMk6tMVorNA7BEh6vAsVmBWrb5TcUolsBgNxqdXevwyAj09w/C1M6p3/vUJz5+0e69+x584oknhk7g1yJxikAStMSk8Te33756dGT0roM9PYssx4zn8wU9Ho2ollmGbTt3QCad9hUzr4Ps2QpIgBiGhtmDqHQtp0KWRLSIIhtn48bXed+/WTNm8H3EZBZ3H9N/TgsfQyDoYAZhhdyVqugRtFUw5A/V9IIzF4zbT6zRQck2eK5Fy/2FoDCCxhsQNphNsHPN5vJKZ2fnnbu3b79z9syZZigULjPiLy5evOjg1KkdP/ra17/5ICb6HLcvTOKkhyRoiUPiwx/+8NJCOv2fO/bsnbFu3VrATt5Iaqg6ly5ZAs89/0eukpGoGOVyEu6YPh3CYuEhxyVrJDTuF9QAkmdHRzsnzmikUiFOjG3mFUGdauLl8dRCdp8Y5UGg7YnA8TW3KNg1UN3netmLIrkTUdNjoWSyXwx5pvyzUNyzD7Zu38m7xezvPqgPDg7ppmlGuw/sb7ri8kvv//SnPn7P3Xff/d8fffRR2f5KYlKQBC0xIT72sY9d0hQL/f6Fjbu19Rs28gariIiiwtSOThgaHIbewUFOWE28JZUCrS1tgLEalu1U2QbuE+BlPYN1NYiEzzlrMY/CAEFZo/1BQprGtL1YaX98sHnEBi7ufaGSuIKgScJg4f0zzjij6iYgIljzQxyL1uFkJd5QkLzxEWOs8ZfCwgULYO+e3ex8Le5pb2C/DMIhI7r4rLMev//++89gy/1H5xuSOJUhCVpiQuQzqZ8bSoOG4W2XXni+R4jYGirk/szHDir4M98weOREMtHICSw95nZ4crPvbN6vkAtph4rq0/NKMSIxThqJ1iVp28/64/tBdW0M39YAeqSNwDtOdfU7Wkdqmo4Hwrj1queRPYIkjNeL6/DxzDPP5P0V0crBCBHsFIP3h6XLlvKwP8PALi0GxCNh2Ll7N8ycNXvNAw888OM1a9ZsPIZfncQpAEnQEnVx11133bp2/WvNjY3NEDEUMC2H+8NImoy6uZWBCxaxJyJDRUkTg5jqzUmQkeVg3/C4NlGI6sJIHvlXVZ6z+eKvswVF6002IqbPmMU9661bt4LFbhwzZ0zHVlN8wjFYG1o8di1yrlUBj7ZD8hUVNJI2XjMeB313upZiyQ0bxK1UDUP1dLDNMnY2gO07dsL7PvCXX2ZvXXcUvy6JUxCSoCXqYmxs7K911eDiNRSOgV0sgxHSQOcWg6t4W1pbuJLO590i+w0NCZ7sAZDl22DoGs6L7d27hynPsqeciRipGJKLClm6oXW8wQnvtG2BaiN5MkWt2LxeBtbOoKxA3O/cZefDBcsvgldefgU1ObRPnQoHug9C/8AAPwcXFWntOCpXuapCr8E/J+9s/PNTFPKwdZjS3s4IV+Nx0q6CDvF46KGhIT+rER8HB0uclIFfgtvSqzGRYJ9pivdzLJfMxcf0y5M4JSAJWqIuUqnUXN4nkBGrm2FncXJ0eDq07nVRMcAyLR6xgVZGJBKFbBbTrilt2iVaJOmKeq4uJxr0eN3XNpxz3oVw3c3vhZAWhv0D3WD274doiSl5dg4jZQs2b1oLu3fv5vu0tk+Fts4ZMG/+fBgZGoAZM2ZCNyPogz09gi0iXJz3PBKN8YlC9I8x8xA7wbi9ER2mwA96Ct7dXPUaFrpx0pUSqqio8RcD7ke2B26oeT0ZedKLSokw2BFch3Q2PXHtUwkJkAQtMTGi+POdfF4CJ1fhOalYsWsJRTrw0DjbqiLkSYFtiqr8jPlnwovP/x66Zs2GVNSA3GgWXvrjc2CysTn5emP+7ulfw66du2DThlf5cX/xi1/wTEVErQlAvAHguosuuhga4g08AcVkvwQwSxGvZ+3atYzgDwSrlLoRI6rNsw3FsSnWWpzwpM+MamKTd80zKkslGyQkDgFJ0BJ10dDQkBvo6+dkwyvUWSaPsOBka7vKEdcVGZFWqszZ4Ib6VsjKtibmopqtrdiyb9c2+MbDa3ixo8ZkK2jxGAwePAgD3fthdGSUHV+IT2YqPz06xJNIsFgS+uJ79uzh9aeXLFnCifHVV9cJNwk8VwU2bXodVl5xFfeve3p7eQPccCTEa4lApUip2yWcHBKnEhtNJVPpZuTfyLC2SLkEZJUQeeN58MzHcLhwVL4kiVMakqAl6qKzs3Przu07eBvrMjZHtavTpTGcjP+ctyuqkReEc+yqbL2K3p48cI9iIQ+vrfsz/I9v/zOPEOk52A0FJjz37NgO//adf64qPdrW1g6XXXYZ72eISnXFihXcE9+/fz/MmzePT+C9/vpGnlZOkSgITFTZtGkjnH/Bckbk58DgQD/89re/5daJ2OKqcmKVyUz3+qoTZBCqZ2eYlLXIttE1t7ksKnS0Q9ra2mSmocQhIQlaoi7YT/1/ZcR4LRY0yuZybpyxkDTCE0Wg4sNS8f1gyypS0PW6pgQR7BWI4+YLBV5J7rc//il0drSDOJ2HoEJM6CXjvpRWjsB1ZEFUjs0b4PJtN7z2Gl+wwh4eEqvajYcQAkgF/Q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</Swatch> 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Ia3ctVNk/g1XORQgYJajwJsxHftUEa9sUXXyweeOCBNPLH4E5+ggXzFnv7+jS+ABXOLAhmE23ixInO7jUZkoGME6QTiQIaKRNLozccMudd2hKMOvpY9en4YCg6zReS0EQj5ZfuN+hqZLBmSAdUI5GyQ4InVfGklRciFk1gcLraTZAjAu7AoSaz1CbYABEDWCncITjyeCQ2xt5OmZYNGo7YXWcy+AfWeb4Uaw2d1EmeHboyrQxIVnzjjUTzG+BQLsGC5iU947wjjlLIBSjEoACBGBjefCpd8lU7Z6gMkGxETnC+mrWYSDuiLrRjT4CecEk3TzElGM6rWDOuidbbwLeCr4vEOOJlBLYL9XfIkD5I3CSMRGjJzHg1QZZLQoLBIbikskNNguU2ryoB5G/ZXWxMkGBISjSuC1oD8OXWrFkT56MyxARbIQkELkFgAynGdpmwpSdcyiFYrO2R6DzpIK7WkCYIHRHFpyKbgGyG8gGfWCnk0oCQCQGXzuMHRTB58clj7hznnbAaBw8erPQwQkTFiKabk2QoH+hXVgxkVNBtkbglo3ISojOcku/5kZZgXUWCnHuUehYKI6EfugaSHm2XWtEpEHM5Q3kBcfDc281lCBFxPYikkPlqt2dPALgEpx43CZYYSDNK01hIMjJTaVCC6YuPDOWxOdY0VhpIJ1wR5ILh4cdNRKSF9gRm6pRnhAgWa3ssBPQyCmtZGSoPlHasyDJCcUoTbJcCL8wLlEHaCdGHq8Jj6zJ4AsYYfWZxtibcbRSnWsg3bCli9PmCXNwVP/jBD1TNI3s8hbGEg/DmZ3letQFSe8iGRXdGlaFnLfMzqaHEaW62MI2IDnALCdZRrnWLvdoGJeqQC6DM076RBdjnFy1apPZ60nkrNCYlQx5w3XBd4O+CVC6nKzsTvXJJSIgJONURgrWL89/5+lQB0kSwIlkEtAkXoWRmqDzOO+88lWWRr47ShBYgCdAuNsHMUrNioLdXRrDqADd9KeQCrhGFERGfYFHSOrIYZPXANf8yHxKm7gBFMPeo1iIgHZq9mz08X89QDQ+e4QyegNM1XwMVDaItVH252qpHxHYQLFaCIVYGSj3VKxRx0Eacfl70u0dBpGu0ntjx61//OumBZvAEukSSXEgDGiIrNESheBe3BG0dIBfOV09up9axJZgGWZL4S1iQyVOrxgwpgUxiD5KpVCgJ5h5jliFDcmwMwWK3xcyQoQi2jDWIgS56pETj6cVjT5kUCwtFD2QiRYSCWpysWWFtdYEoDE5W9Ga89oC6CrKQGUmD45xEUWZC0Xs/ScgoFsHwApfq18KTT5ONDNUDvPPk8BUD+X3o1ElmEcQimKsFZj7QeFZnvWaoDhRzU5gghToJvA+Ft8F2SssgPWcoQ+WRbzx1GohFMNeg9HzAv5KRq7qA32u33XYr6bVJvfmxCEbPCdI4aMNogpJ1DogCTtJxUfzN3vcZqgO0PEd5Z0DDlltuqbKNSVDAUY7jXIPC6aTNUWIRjJbkJKWhi9HABEJhKboquTNUH/785z+r1uc2sBxZeqwznv6kY5ohGLNZIvvCcElECZxmqH7oiEyCJEMbb0MwqmAzZ2uGNLAGglE0t73Pd8WRh36Gw45B7B7LoTJ4AM5V9C1S3dkCU6wsehWCxTLxSFojmwJvPt5fsig4aEhFz3bdzZiSKTq40NIxQ+VB7j3jE/XsSYwysihIVIBsWP30bKPlPE7yhL3EVmsJFhmk4JATVgwQkaEAGcGqA1wLc7ApqVYIBdc8SrojMeQhAZQEWxnnP5mjXSr222+/OB+RIQWw25QKkkkTYmVsgkUxXz11Mc7gAVF6g+COSoj4BKPXvR7/kg+YuwzAZMJEhuoA8zcxvCg7dG2LJjwMx1AEWyYXmlyk2kh6G5gDRglmYy2S4kEjDYjFHZAFuasLXCNmGOCxx6GK0s9IQApucZ7r1k0o91zjBIBTy1pIK+9jqYgvFRHbB2Di0tiETjq0In/44YfTmkmYIQVAICxG3RkJEDYi+4VKb7ruUCCSAEvhljYnSKSP3J9Cd47OsHaAWDLtTlkeoIozNMGgaqwO04WAi4LqInrjU8nCRLWsAV1lQMYqs4tQWRAK6Fcp9ssHSvxpgj3n613xqzDdA9dEv3791PArDZ5jW81QfpDibhpldEQiU+Kpp54Sjz32WBqJCopTJsFohxOryyEFuMccc4ySVCiNdhqPBp5/JFpW2lZeoMzTvsHEjjvuKM455xz1M02ZMcyQbAwy8xDshktfEYxemnI7Q6RF9qyRHUlYgQMuBTrPO0P5QD8KMovzgWvI5FsWzWpotUkKVgK8AKf4wcwHmydiEIyc7VLJxZ2C/yxDeUHrBleCqAu0pUeVmTlzZpKPnKd/MAnGTL1RUd9pxYoVSnHP19gfQCxEL5Nws8yK8oPMYkb8MdkDPcwcIG+D4LeH8YpNb2ASbJFcbL6Rpn2Q0XrPPfc4+7AjZplqe/PNN6uIfYbKAZ8XXnwmrh199NFqZEz79u1zXoe0S1hDAYcW6V+aCMZsGamHIdoiuysYfsUcbp3PjWVC7R1iNsVcowwxQBbypEmT1OQP6ltJncYw0z3DGMGcEPP0nCJg5+TPEDEIhpLPeOR99tlHjejl93yAhOSQIdHIDc+QHuhyhI789NNP54Ts+J2dh8UoIFxKdNrBmkyIGeYvNsHYO5GPkVs6kcTGygdykKhmQQ+gNSNbKwWgJLVl8A9SbXA7tGzZUoXyUFXQg11laC+//LJaHgB3QgpciGBMKpWiEpZ48+pDLIhEgqLZkpHn8ewzDCCrRvILKunZBiEXoD8+WyL9WdHBiD1yg6eAuea0W+AqW5sqPBAMAuF85Uvl6/VJXR4mMYHyDP6AH4uAtQ3KDKlTZcwiE3EbGhp8N6aZaj/hItgcuVaJxinysYBj7/rrry/aRBbJRafEDH5BmlQhvxf1ExhmePKJTxZSbSIAzsyxn8whmBRxn8ltcrL8cXScT6HYg7mQxfofoFCSl0RMLINfUDDbvXt3pXO5JJkGRMPSJ03Hg5oyGe7YT+ar7G6Qi4ntkWOTKJEkIuYjGNYLuhchiUz3Sg8o7Sj6559/vvJ55QsVeUoIJfbY4PqDk2CSiaukFJstYuhiHDD7O1aLDaQVInn+/PlR3zZDDOCDhGC4jlDyXdKM5z3c6LPhjOsPhXpTjBMxlX0kFCOU9ahlSIdCiYvC1ZmHOw0rE8umrq5O1eVlKB3Uo3J+CQGhwNszOfFLMpmlvr5eefO1NMO7P2bMGB+HMC7fH/ISTDJysZRij8kfe0T9NLZJfF7s71QUYUkuWLAg53V4jxkaj+msa/XQ32jvGKVFVHMG+XdIKJzcgN3hsssuE6NHjw4NJOOaUMdKfer48eNVRx2EgIcQ3mNwJd8fi3XXoRwoMsEAKTmFhsWTo8RdpwdoaZCgeOaZZ2a99UsErTA1uQA3LdYhSj5FtvY4ZaRZt27dfB5CwZKxggSTzHwyrhQrBAbDQy5SQ1wolLuUIQztTLXBLrBkyRJx6qmnJu7xVQBIr4JjXErpDxZbitmAOEz6GjFiRN7h8YwwQYRnKA34Gwlak01sg67RM2bMUDoxqkgKVnvRgteiBAukGA60RMn0kItAaiHxDLmI7GepPaUDXZVEA2oYXSRjyxw6dKjaRomaeJyZPqeY9AKldjgcLtcPRcycfcCXK0QuArN04bHbDKCTdejQQSn/zT31B6nft29f5UglJUoDklGfSrkZWREuUFhLgS0GgQdgPQwv5YUlEUwydbm8Exh9GrvVCvoACYi6PaMJBsdz4uy7C58ZHV6QfoxsJmjeXF0YuCKmT5+uCmMpN2PLGzfuK+8AVmL//v2V9x7l3obndPWJcKKUF0bp0Vov19EiZjdE0qoZ0QuZMK01SNfheZtcDG8gI0AnwhHApR0Bqb8e5hjWHGbPnt3UpYicOhIDyTxFB9PA36irh2yS4ZKgGt8DaLlaX+qLSyaYZOx78mIPFVZCWRTgC8OsJl0EcU8qtS4GNQG58KHZk1npnUAvjOZIMNsLz7lhVDXnzuzkjbMakrFb4O4BGFUeLcmhcKHUF0ftMs1RkiF4WMT/a8LUqVPVdqnL3Wyg5EMul6vitttua7aNh3/729+KUaPCNTlIMiQYeisSTgOS4bFnS8XZSkMaT+DaR2JqJIJJ5n4p75w6+SOyuvCY2wIgw9IFQkbcaS5yUb2k70gNTjAl8WtTOwIkEyEfWizRflQD9w7Woj1AgXMwbdo0pZ/aaTeLF+d1sMcBpn3dl+ZBlYDIffLl+78hTwJN1qfJVdp08RKAlYOO5Sp/4y6kqMQkEicWyxKn7aJFi1Srx1qvuYQ8TKSl9cLChQuVQq8tZx7RVZH6dqYKzlZCQFiSdhzSEyDVaVz7qP8YaxCD/KDpkmTEeI4v+uISAFnYOvPVVhJDYyygCbYAyAWoFufEHnHEEeKBBx7wcUhlh5lDD1DoiSmaUnv58uXKMz9lypSc/+f/UC0o8jBjkJ5wO9c8zj8mGYaFy4JK8A4J3kOBpmcu9wWgCNRO/cEvZndNxDLFz1arBOvSpUtO2Of0009valCiwY2IZMMqtNGmTRvVxYiO0R6BOyK2eyo2wSSj35dSjHQeRMtGcd8HYBUyf1Jblxo0tKOg19z2IRLKq+6saMLua4U+Q3EpJ7xaBnKR8UvrylWrVoUKL5j/xO9mB2htaUM+8/iHDRumJJydko5U90wuYksDuNZx3yDROD/5wS/Ji8hky8Qdy7gzUWwR/yi5mN/HHnusaopmgpPoSpzDv0aoSQNyQTj0FnQ3LFDShviMSoAbg3wstjgkDdshtQsatFRAWbe74Oy0005KwTe3SshGQQ1V2NxoOFEpoMXJ6hmDucZJ3iDxvMhAH+sifzwr6XvhdKU9Orn6XABzawAQyzbVNewtk+JeyAXQ7dhuuBgnn3xy0sOMhUsuuSREEuKGRC/M0A0pShDHlGKAWKK9VaLsI8WwLLmRqHHwjC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</Swatch> 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</Swatch> 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</Swatch> 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l5GQgd2x942RpBT9eYrqHFDAoNhal4Og2mRsUwB8NaBpAZbMxgEPvg1UYlC2FM1T7ZodAG/AmVKu5AJUFQzxJmaTCf0R5AljFiIQ6gzZKGrKrIKluGgbC09tFUEoTPfe5zq9qUxY3jzP9ktq5XmwHOtWF0JY85LAEy5oe17b3LkPrYUAaTN898a5nUWgixXMU6KoKY96krdScZpefChgp3H1wyPeFP6u93Gon4pcuASnjDCtbPM0IZQxlMLJlkggljCVUxrCi7o5voN+DCLpmuYpzD3wDjc89+9rO77xhUYBeysswHiwE98HEWoS8G3MKgBEE/ZJpL/U/1PuwjsdFfNQwm2VGTw/JqagCWcolyDhbVtxxjDmbsDc6Rk35hYoCN5hkPmaJRa5gOkBGqTZkLZMJQ2CbZlCxPqaAa4MjUhAqen8yRxwKXoqyiqUGjhZhQJjPFmgYt7AG8FVyAAoBbbrllx4TALwnxecXW1Ku0QckEuJ1f6ARuIUm5QwJA52EwzIZhAYdTYeiYsAoE2qXt2Mb3gMqcJp1o5a2Eg1PQh7XskZoYhtQWDolNtVc5RB9hQMw2J4CxQ1osfHjS+cohDOZ2/pnvuDbABgj7GBRmQFJIZPkdI1QTSqXsmEMiEKOlvGdAAYHW0cGpGanWMyFKdqrQCZx0UkwZwHtmAgAfowjPBgujArsVrtpk4GM0k+vItA/HUWJxPODyfUyjPZZQV+MUwI+BfNfKV9/DvMAq8TGrYMrJ8ftZarJu16T0AbBJKpRZhE2ZuESJYWs6dMapJRiAhUdM8uGJADbaiGSvGRq1ymRfOoFnRsdgl/5aJ0xUs0XayaAT0pXVsFUmhIWm1IPqchwVb1oPqxlM4cscHlPakNUZRIwmq1W6kIAArDlG4MqSmtzAwbAfcDPTPTSdNmBi4KUlCXyMW28WYTJeKzhclz7RLmUNziUMC536hWWiW5/FAE4WjtG0Q/nF52qdjGM4bqagCH7vYdwZpxn3as9/6CQbrkzKYHa5mctGJFiA9ZfC0F9hLmCTiaUTMBwRDkgVXJiBVtHZakKWODMsUqvhWERYNnD0H1AoVwg9yiLOR3jTLYAhRDJMAhz+NnNgHVcM+Ah5bIA5stYLqGghIMVsyiVh1xgwO/Y973nPbnoKe9GUgA6k2MvdSXQdw0aALxOOuT7ind50fdrQN9qrrpcTvp3XcTndDAYLMHGHxT64KMBG+3NNvYWSMOPihTZW16RXo02SkgNbXWHK43QkMFVTnuDltJEMNCyITer3ZVCq9EBADBPbwAkE9A5thFWFj4DLMmeA9beBrasZCH7iPZqRjvJ/IcyyItmkbA/YnC9MxACDvgIqjCSJwKjCKZ3kOmXGzmu5TvpQKK2hDdsyxVimjyU7+ldbJBVqhtX0EWnifDMCjO0IG4vtTzYJgx04SyuEKuzAe3hxOqRvLhhDCBs63vKZroHtwAtT9EQ1A0DUCjFqXgqzMR3I3vSmN3VswjCWeU1gk8XJKmVYwCV7A161KEDEcMCFCQ0sQACKUGYQLQFK+KbnCHTHBARJC80DdABmjjQGBBjYgknzkZjKun+hC1g5gONhGLrRvCf2Np1VV1YAEDGP4SUbmF+xmjzQX5aRY1x6kTSopoTCCVzTHAw2tlvbB9YKsBF7Tb2zIBYx6csrhQley/NlQ/15N97K+9ScCPis2ZIQ+HymRWJAAFTYwgClxMEMpM43UABmIIlgIUVIwqb0DnACl8EDEmGYKAYAAwBcWI3XZ10YdhRmkyD4XYgW7oCLphOKabEazkkDwGRAjQUlFRwHA5tScs1CNsBwAAZclgnpgxhwuUaMR+BnuY9wDlyYNPcaaF9daYGxZapzsm0XY7HFGGxq9sIuOlnmp+qteIiZAAJb6ByptcFk3re2C/X7rM6WBaqgR8THDAC2UYaQsRnsOrms2m4Adb7akekiYQrrqXExx8SaziFzzNIX0zmYj77CHtqaxMFnhHLZX0KMNnCchEsaJ6smVnVyyyoGH5tgOWB3Hi+gxtaSB0mM/wllkgOOwTEtWYoe5RjCHzBnqwKfodGcg0PRcq5ZEqUGVyv5WWUyR1sriy0IsNFuzlOzFz3Ey0LJLp7oBSAdKQMCpKziZDI7A4VRiF4d6HP0STXiVWYHRFZi1MIlM5AYT0jGPpY7m0KK50ow6DdG3/F6YVhiIUQDl3ZzDjomqb/w7piYWfbGCVTy1bmY48hyXVPVXWYphE3gcm7O5XNYV+kCiJ0XOIVe16T9Si5qc6lhYUHsjoUxG5CZG+U0nET79Z0+Vs8DLlYL1f3kSoYJ0DNklVjshgvtfr02BptpNaOLAiCdTyTTYtJoHYSVDKIQoqaUkoEBNIGsOm7gMUdukq1mIFNTUisCnpiwQKMkZOpQIUWojdFs9A3v5/FYVLFSsVeF3sAaVKIaWLAWUIe1Eq45jmU3+Zuuct0JhQyw1NUwjFDm2AZegdYyG9rUtWIxhVPaS7ikxTIJz4Ac2wE34GNnWS9gOTbNyBGBFJAdO1brZ9gLq8doTu1NSJ7SYGWXcf8YC7DRQw52muZMBk1nCFmKkIS7C3cBBoB3CmkAR28JBWgb8HgR1vr617/esY5BwBLqVxVkdIswFstSGAYU9QZcIFWNZ1mYRxMy4cbEMwAw5zL4Btt36CrZJNADWJgyIdMgZpmMsK2Qa3ooht1cF1C4NvoTuxpg16SCrywhq1XPE+7pLU6BoVXh6TPMhf1FBVV5faGfM5uADYEdKIn73K3kJymRO8sZB+xnkPpgRoDtBDPjHhaxEIN5gsZUdS9iXefxVBkXfaAIKEzwLlpLxxOevA7gaAbsRpTL9Gg2Qtng0hIEaxXxvNBxYv2aF0ZJcZJQx5YsAMnyZQNq4DMF5DvOh1mdD+MY6ITIlFgMNLbhPHQjM0iYtGbJWRniWIBXwxOQWE/mRYuZmmLYOaIce9KTMk1bTeUeS8YJ1Mq0HwvrD/3JebWL1FCG8X5dQ+Yahf+Yz9a+nNJgBWbW0OxrAGz07J89pjmLcGDQMq1BNGManYeGdWYFgwxTiPSTp+mUrD7AGKmLYYa6gQgdFFbDSnQaz8zSY1NFOg4byb6iB4UzlhkE5QzeHY+WjTIDwAkkBdqWNqeYCahZXRHQutaAhGW6SJuyLkyoxlh1jdqoz1f9nqXc+ktf+FuRuLKyBCJFWCyvkg8kHFK/cGzRAeDV1KrRocaBSSL0QV12NIPt0V7H0/vPVhrHYIqqUz37h8els1J9Fx6FAJ4tU+JtBiJVcWEpGoz5HNag3whZAy1UYcBMbPNM31dj0rlYULhLJmeayZQJ5pNB0VAmmx1X6E7R1M+AjmEPRgcBvAEAviQHWZfvvHUqigF4HSjspS+siKWjJBF0HX0FlFiUA2AUAp8D1ewO2EmM2j76UH2NbmLYC7spe7h+Ro/pN1NCQClkxlwvZ0ltjhMrF/Vv+p3SYAZ23lvfHAew+0x7BqFN/UhNCSh4uWkRoHGh2Ero0yk0h2o3TVHNoAJMbsZgOkWozXSMMJobPZxPp/s/j2dZoQEwACbRkFlhOxuXRLPJoGrnAjvG8f2c33ei/xJ2AVnJBUMYNBljnZKhiaL3rMiQGUpG6gJIJmSarnJOjK+Y63vaK8ut+77SbvReXVQIwLQXIArB+lQCgM0wnL/rMYCcHPEeRhV2GYeck8HOwgAbPW9xzZvxJjShC5C8CGeeS9jzTOHT4BKuKsz0hBdWA0yZZaZ3AEhZA2gwGMN6tBI9Jwmg52ilbNnEi5UUhAeCFWuasPYZiw9lo0zhFKhppzo/yAw0EGC53CFUNUymkSQSwC0RwYzmGyUnoz7shDfR7/hZ/JcyAKeT0WJ2hd8suZHVEu0AUAc8y8EVZVN2ABCJCpanuQCMBgTQLNqUZWcFL+MINCWH58QyaaFau3LzyBzs9jBUn3fZZzAP8xz8vEVeSKtgg9yYStgChewH8/AmWY1SgP8LHTpN5VrYUJpQmVe4ND+H4olYRUsMZSBlnMKJsgK2wUAAp6qPGYEKyOgX7EDDRRdFYKviA52Q21/lCajZCyImM8vnMKnsEiMLo1jD38CbsMOZ3ATCwVy3MgIDJIytTQEKE8YwCWC5lmrZKiH3S7oGwKBrMTNWFPYBUr9wDsAKKGttS61NH3lPqE71n25T3E0bsST27peGJjTYgaF35o0+wHZupjDeTlzyIOJS5Znn0xpYSmcbFIBRo6HDvOd/2MVgAw8WEj51Ig2CxXzGoAuvGE3n0j9YQacR+L6DKR0znQ/MwmJAGPM/IQuoMVVdhwa4gAzUEoWuxzbaaBX7MazsOgAVg8jmDFxCUZZrczC/02Y0pkRFn9CPnMdAS2Zor5rFYRfAEiZdtz7kQEKy1ayYDkCFQGUOjqktQMWZaTFhsyYFskskQM95Yc5YlopnXb8psRnXi8HQmgAbbV6y/dCjEdMGlhehZB4knQc2GkiDMVMms4FGB/AiAFGJ1kHCp3RdmUMHABavxGg62k8rPk0/mQmg8zCbUGO9vYGWMRo0YUAlG2vKovpbWGI1mRTGNSDZHzUDjbWyURzdVSesaUtrubIzDwYDQk7FskCRDMA8zpOJcH2hXRhRe2tSwElpN8c2R6q/MKR+ST/LRjmUEpA+c52uQfjzt+vQZ3VtHefVFrJCEbjeuMuyBEgod3yvGTcm3h6WsnlKZTCxYfAzrjEN8ZidYYhTghVLAJEBV4cSXgwOltLJGCT3OwIKEAEoYOlkF4oZdKZBFlaFQLpHGYFHO3bmBX036+Id32cVRLENvVYny4lzDKcNzKDQbY6DWUy9YEJhAgAzPSMsK1Vk4h5jhB1Y1pwZTNcvPCpNKNQCNRamTzlLSiUyXSUODpMslXFOOpH+U2gFYi9OpNCc29cAHPs7B9ZLrY4zc8YkK47hHPrbNWUeFqNhQiyprzGv8TNOir5TGAzBUjc/VQF2u2mOpiOFGYPkomQ7mCMvA0Nn6Xj1GwDwWZRMBAODUoNBpClkSQaIhwOuOhDvB2DaRicCGe/PrV80l8/7n7oOUGEgIQowASIrT2PaIRQZVHoEwHSuJMTyIu0FRCxh0ICafqJZXIewnG0MMIfB9z0DSYdpA7kAyMKYtmB3oVIl3+ewi2sEZKysLzls7hwSrnMTiHYBaZZ/SxaEaKDgwFl+4323yHlJkMgAjidMcwRZbaIGYAMglvV5mbD+Mi4zCn9YWgNgg8OjrI+opnPQuY4mGAGB7uF9Gm5ghDKdpPPqykwmDAgfwqMOxj68XycYJIAzLeOnjAmgrdagZ1juKAJc59EuAptWyzbkxLDvx4Q3oUxbMKvjAhggGTQOgBUwJMBgS9eBgXwPG2EvAyIrNLAcLHcsyYqBS/t9zu8Bl+MI2+SC6xaC1dq8lzVnqRP6HnDqO+xKo2He3FMgnAqJzo/5adEsdXJtSjdCNI3GiWWqWNNYkTEYDctyUtei74xlnayfwmCpu6GiA1jbmQLzVkOPgqF0ipidEoNwlk08VMmJex3kgrAGHUBY1nsLmd+FGKCSAQmfwEFf8XIXzwvpM53IsJ/OiRlAAyW00HnCrZAtPDou71WIjAkPBkB7XIfvYyZOg91kxLSRzwiJBl7oxngYI9trAhhAACXnIMazGlUbiWbHoPMwKQBwBiDHxqQE4GBNTIZxgR2Iqk4Ttlw7pneeCHRtclzXifGdh2Nj2NS8gFk7jIHw6rpoZwCjbYER+PWfWlx2aax3rQ+wrWCqdYjTw2AQMXjuMRoGU6B3GRbvzHQH3aXRGMLgEPU8DWCEQkxRK9VAJvNzsW6SADghweDoeCxDOKtXYSVAkLrnfAqgPhcWYwGgzxhAbalrx3i1zgYWug5wDLi2aafON0NBxwlRGA1jADwHAC7h2HG1xbGyrblwDQzRib4PhBIPoTkLK4GBMwIUsLhOGtAxsLM+AQx1PQOvdijLxeT6SVYpVGMnTmE8soLC+bCv2p8+D0AZIBsX7Mgp/a1vMbfkoc7/DjRYgqmPV4ANNoBBszqUMOYR0QU6y6AKlQaZN2At3o0lzNXRPUoWmTBmvIp9G3IAACAASURBVEeHZktvIcYAYknC1+cNgAFyLkXZAEwn+p6BMFB0GYaICas8WfiqIAMoXg9EGBfr0V+O79oMEGGNMYAB22EQJQ8/M1md+cGEl2zyi0kNLlal6SQ0MmvnUzzWXkAmFbBsanb6SD/qY6Yt+pJm0x7sCWDAxjGEOW3JchxgB+JsVUCDZe0aCSIaYEXhXqQAaG2id43BjE+QWw1gg8Mjz9A56BbLuEB6AAuhZgOJZegCukKDMQhBKQQaDKDzOal3vUeRwARGACaMASUrAHSq4/A2gKt7PDAsykOdT5tkWdqgI2VNzqkDMW1N54VQCQlW4iCYMHf+uI484AoDZM2awXQdwrn+yDyscMeSFWa9VvbZx7y5o4ickARxGtdrkMkMGlLhU2TQf0CgGJuHbRH/BDqnwvhkSN1hh87STtcKtMDmPGkb5wV8IKPRHNfxtVnfzeGxNh2mArBrDf22QeDhBlrHE78oWvbEVJVNyqqaAxWRjU0ISGm1gVKeMPAGUzity0p8RyihYYRKgt5A6nTgwILqRtitf8uW0EEDARtGEuowjFCb2/exBbDVVFzYExqcGwiy0NDv2AuYtZ1D8Xis7RgGCiNwLIalsF7VewECBqb16CWDqV/0hc8zpQSAThnEdQODv4FEZR9LYzaOCZTAWletel9dTt+LKsCG3bLVgKTC2IgcAA2EwCmM69s5PTOpw9SGLXJttTd4ny/eQQ/pbLSdrEknp0jJ1G0MjM7VmTxY6BD3hRuep9N4cNZtxbyHuWgMAj93KOtwACOSAbx/x3S2r8SOUnFlEHoC4wCszqXTUtzluZlWUc33P+GIjvMTCwqZvotNAMQ1YmLXnXnBGKfRLqxMG2EHJQODTtynJsfB1O/CPI7huzSUNgOd8wCXJEl2LuTpc+cl7K2cyBo0APQezaiPRBh6zU/lIw6MRb1STHVt2Tmy3i2P6RxH8bmuGB5gW8AWBjODu8HQbxsQwhPNo3MXxMt5Mq+v82AErAHXUJ2aNBtIlSWwAnZx4bX+AoSYUIcDVCahdYrQ4njYwyDVJdEG00DSXAbDObMGSnsNujZjDsxG6zh/pod4OE8WUugXnY9NsR2HyHOIgJ8DYTHZXhYmYgSfx0DaTG/RM/RonpabZUgYXV8BtTbQaVmXj/Vcp2sGbmzFiQ08IOnTFFzV4DiqSOJ7wCTL1wY1OuAE4FwjuaB6D6CiThY5cmbj4/qFT+eb8i4kmNpSj2w2zbdjAKUyrAN4Nn2EaepMPjM4LpKeyh1GamZYkPBU3RYeKhMQq0IdsPB+4Ss0T5Pk5tMUCbMIkAGP8xkMx9BxdW8tQOYUBD5Ng80wcbyY5xpAADVQcQ6MB1RmCZQrOAfBDbSYMMaBJDEGCIsI25lUZuQCDahfsAtwABxwKcJyNrqNoKcFOVuWQLsunwUuWkwYxLb6PxV6/QW0xsFx6nIi8oaTkACuEaMqy3A0sqKuS7OCBJv1V55MaJtNBTAdoKaSWG0wDTbUY5xcWN+i2XibkIXaVZWzopR26ZuQlSxKSg1gPD7hkqXuJPSqupvrsxRFCOPpMlGgCBNUU9rAFkAEIHSV6zGwAI0ZsypX+MJC2FCod41+d+7spgMYSgvWnGF0TKlvrCLxMm+IXVxDNKckRL0pNS/a0nVIPBxXf2NwyQvdlHoiQIVhU0QWwoVWDmU8wtzMtQG+PncMACMX9Fv/PlXlCsCib+neKfcXmw5g6F+KnswOqHI3DDNYOqNOEjOaiYdmh2WMY1Ck5bLPLOirBnwBWJa5KAPUTUgYL8VWjgdUOjmay+ABWW6irTeMxDCRAQYQoAMKod25hGiDbVkNtsUOmDqhSvvoHGHTdah7qehjG2xCBgAnJsKWGNfgAh99pl4mtIUlOGFAAtjYxXG00XvCqwxZyKQxmbCM1b20z7WHAIRMToP1mKwR0PQ7oOaZ5PqaQxs3LAeswI8QZgHYpot+rGfYQ2fUmwcIeAADILTqovoAY6nxABmQCE2pNo+zZGKZimFYQEitO9YIF4BhsHWGjhJ+DSwwYEvtk7ECgfb2TQ3O4AoVQjjQSiB4My/3HaDgXFgvN8XKUjGIgQI6jIq9ZMZqXCxFVIIeQ/m/9tJA2CpzjhxTux0rZRxs6rw0kX6nqYAl9S79KLRzBv2em5n1l1DouvUvYS9UciSsK4HI0hwABSQywbE5iLHUX7UYPtA2NaqDFxhaztJ/dF6Ki6m4G6RseNI3gDJAdIkMTEdk152+WXxIqwgvdakJau9viSQtBzC0LqT4PyGbXQmFF6AxaMLFQpvmGgChyffUkDCOwTHgWDCLEhVkZXsEsgwYGDkM0GAvkoCAFjKBBpvKqLEY5gMKoUq7MA/HwVYm1LUNqPQjNsVUHAOYM7ENNK4nc5BZUMgkDM6nX7E2rUkvR+THAFrpRDudX1uwtLEjSXy/atuBttFUDGZ6o78oDc0TxqnHxHP7RhuhaBfkGEJBPjtugtUktw7t3x0DlBih3uSqE3U4B5ABApiBpe3SLik5j/d/IKuLCasR5EIe8c7b6R3vGXAABDID7Jx+dzwAF4qBDrtJIoRVJRZi2ncxEwmh/UKcjDhPIAEiP4HLtWEiOkjNjfbz/WwDoMhMX5kSEjGSQACJJMA5sqVVNkmupl+AG+NKNBSOAT660HGA1vVrf70xZ4B1DDaeOtZi6LQPhkwyB+39XV0Y7cCbsR824FFCm4tjuSsoRp8Q2dgo+o4uym1kQFcBxjtNHZkSEZ4Trg1MAMbDFVtlhQZY6MucX39qhANgIawCZLQYPYdRZHXqbRwrBWZJhfbmWd/6JJsIOwbWwmxZi4bNlDCykxDdREK4JgCTqWIT7SPMMzcI+ECD9fLUNgYUwO8cwppQ3L/JlmAHrNw571j929bIDzMUogcndX1T2gUBbNC2mLQTgFSqBQSDznMCrExJVDNAVr4Sri5cxZr3G2SD29+im5cJeQCYEEqgE806DyskK4th0dx3CLwAllWtCR8+j2F0LNYQivwECCl/nkobU27AELI1rIRhgEZNi1aRNdNWwqPPpGBsEAEDmByDkAdEoKFfU/B1HM7mWhwvjOY7Pm/AgUs/O78wCch5VHPGQDQALlqRE9T5Vka4Y1RsBtTZ/TpGB2qH8/mu83B6SQvnmcI2HrxPfga6VncVB0040yfZJK5PyYzHEqr+x6P9TFqvINh/yIDOZDWFFp7zsCq1HwxSp0nQfSa4s4eXjuONWA2ggUXZQuhR2wK0hFRsB4w6usoAgliHE/9AgSGETW3hTAZO1sXzATqPlxHiAQWoMIHBcowsRYoQByDAkCWaynJMIBN2ZeiZK1SYVResTsUAkaMCcR9cSMGMBK3leIDflwacC+tiZaDLpsQpdk9rUz3pA6pz358L13moXjaUTTf6O94Qk8SvxspS4hk6S7jVydUwl4vEdLwtmYwCKWp3LuEYK1aAZYdAVkU8zwYwAwoUsi1zjDRI7g0Acsym6GmQUo6JYTYAFC7zoAjAMrjqYmHDzKMaVCGJJgM2g0uQAxOnpI+wOMYCWgBx7CQztCJQM8wq4TBL0t8lMjcvS4awVAUXx3dM16tt9XE5Me1WQkniJjmQCPmeY0/JXp0NBhiA8PqYjiLSxXL0nt0F+9uPuzBgxDwmcLMfKZPC1zpLPI6I1vHqY2o63scqvNfAA4sBrwaA2Qi3zokS+kQsD8cutAsWpbEADJgDMCYB4L3er5vvyqyiW4DbwOsDYduxZHIGG0t46Rus5n1zkwYtK0hdN1AYeIwC8JwuCyp9lpMIWYBWH+BQjYTQ945bV4jQvCIN9tbf4x7ioM3OK1lRmOVEtCD5QQcah7qcaqgNBpgLTA2JZjAoQpl6lQvINEO9ZT06KJvj8vw8m0en90UkD+K9skdZl/lGg0G7Za6SUAYygwOICWd1lWy9XS2JgZqWMApcQE8saz8W1k7nxLbO7/r87RwGL0mA42JjbXcdJp4xrM/rA6zkM8CYKSD1JyABRgwM1ICXu5GcAxiAxeeUWpQ/RASfFRoTFoEW+zkuYOtbeizbwjPszsmBi24dBy6fdy7RB8sCmASAM2NahfH+VvJDbZbH+XU6QlYly3NBWT3K8zJ14XM6klfQEl4GW8cbYN+p81w6K/vLG3i0TTfxMgBLOs5TVc8NkGRg3AM5AzohWMhNppgKt7AsFPgpbDqHcIv5shGLY+hsA4VJckOqcCsTVvsSXnm6UIkBM7mODbAl4GG7lEayugQjAzYQq/MBO/D4rhDMkYFL+xKqAU2CkPsRzIdyMO2vgp2GFFKF41T7q+lL4HK9QKQfZbDGTpLEEbKYQZuM8zTLeKYGGMAQtWibWWWgPAAsOiQXS7BiG94CXDSJwVZfcVEVGDwy+yXobGwlBBpsVWvFzgAXQ8hIFRGFv3EAS6jUUTpchltnF4hoAMcaeci7jjVYro1uwWTCh5oS5pFAZDYC4wiHEoYssZZQ0FLew0oWAugT2a2sTZjGnsAqKdIe7UtWDKC5RteuT/NIHAmS7wiHwpYkJ+CpD4o3JtkLn5P0S0raafw4jzIKzcZJJSMigNkP3xGuGUfy+7IBDN1KsXkjGiU8szeDhtQMk6cKJcAlG8xmcDoz4GSmn3SS7MlgZvkxT9bBBlpRMSEwd2TThHkeZN8yt+ncwi5w96ev6ED/U15wHgVKzKIMgUHNGQrtWEzCYRAAJCDDXBII3+f9kgPHNCi58TgrGVyTkApEHEifKe1gIOATqgA24Sw3ZQCKkAlUwOVv7ZIg0VlCZ65L/yn3+Mmx60phZgyyiQz25rwYljNF+ug3LMqpcw9BQD7UAEy+OnEtDOXrIJ7O69EpEcybhJY8DEHDlDSEJGEEawklmEd6ThfQKIz2ET5SAhF6AUnC4AWkGKjWfeqzt+skuQ7P/CWP97vONyj9u5odj1gn5HVotkZyXdgUy3gfwHSwZTkALTwJc8K04wqNqu5ZPuRz2s9RgCjvYwzFUUABVKB0Dg5KNuhDbc09nNqeQqo+yRM7tFsdMsXnelOxcoNwy/r3gjq+sUg/hKE4HpDnznbEEUDpz/oAioF2KoCpN0wMMBqEF0A3PUCA8wBMJjQYAA3mJaifrhFWULZCJOaRnWR/BNM6aD+A8f1sWII10klYI4KY1ZmCbA7CdEYSAdot2qXu/5DvOrcBBCzsQdtgGIyEabGG9+kcGlN4w0hSd/pPm/QHvegzhH6e4Y29AEQZRH+lxif5EWoBj6gGaP1igJVjaJ5sma49ZIF+xfixPMCrRoAY9vN//+uzV+7qZo6bSfFYVrlw+GxZwDhGv2g7of0FwJTkNx/yLeDi9TyQV9BCvJCoDdXqHJ8RzzFWMhzv8SIeDpjSdR6Z2++zF6nBB0wgc8FYKrstG8TKYHnknoHOvg7pqLBelggDduY+fQdAZJaytZrdSi4wl/CJbeihZHT0luxNWCPeaSwDInHJfq80VW4EkcwIm9ay6SuhUoiTPctogc7xtavWD/WTiCHkASs28X/6SPv6D6cAUhkwZ6cBq2Zyrdm4jmUjFRbwZEWHc9WVxdo85YPnfwJgg8u0OlYVW+cJJ4Q8cOlUYKITeBCqzlMtmM/LEHmq31NjwXhCDYBkhYS6jf+7eMdSlU+Nx0BYtcEs7NPZmZqK5gFAA9CfJBeS6paV2EUW5/3cLBsjAwDM9abe5nPZb8MSoNy8wghnDuV6hMIkGUKZepOEJEt1sBiBrR+zagJISQxhO0mFJIT2zKwFpwZUxdnsBxLD5BwXAfQfO609Wazp+msJh0MCZWqYdX8y7cgDU6ew08Jgg0wNSCOJch3sgjKfx1BqHpVMnwT9OhGIspKSx0mThSE/s7uggSVgdT6j+WqNBwsBrjBUd5hmQjAgEtk0XdbAAxwNE8DRfz4LDAZUZiWc1ht5s9eEUFPvXk+dDpiAAFtIbDiDtqo/BVzAJ2M2wJiMtnM+jqVeph9oOuUX1556HdbE8EDoOzJb5wEqbcwWBQDj2vSlfgMWLF4nwY1VVrdiYX1nLLIU2otTCvn6o2pa/+PoU1rHYCcP/RbKJrxlKS5eRpTpD3oqiwcJ82z5zYQWnctTaDIgEkoJShchJAqVQqHOB1wXi7pzW5dOMSj0lXBbzXklHQZX6UFHxlPpqdpRwo/wxuOxsFIHEBnEPMjUd1wTvcUpgFk5BEgB2ICpARpMTMhByAOAzI0SrsWxAQ+7K0FwUKIdM5i0xsZAZvCjDyVMtJdrcD0GHtOaq6yZsH4HDsD0Ijlo4yRQjEPqV3rYeHAMDuW9hELZJHmgxMQROe8cHph18lQAM3g6TWP9xFD0CnpPqEKtNEmM5wmlLgzwMB9hjMqzTTm2UVIg9AMGwhQIM+EqPAoZ2YcrBogGh2cnZAWAGKmu7sA0EobMddJhsl2zEHUmgGU5NIblTBhFu4l0AAMSIZ+4zrIj/4sQF7KFTgD1f0kLQGF/g0qzZpUtkZ3pLVmihY6OH0bJKt16HyhNBpxCKUYWhiU6EeyMQwjL2X2bhsOyHD5jhCSMSTJTic6KAYwHongNxTKYgJdlYpYZ5CoUpfWyL4zAu+iXPFqGl7t4WVo2nRNmMRemq1ufGyA6DZs4FlbADrLEbALM/J0w4dxVd2HgrMpNCJUM0DXJNjmIc4SJgAFwCGPXxtOFUJkjFgM8+oh+MYdp4AEjD43A0gAjkQBo9bbccGJgM0ORCXrZJ1HP4SLOfZ6z6Mf0LYfCxgDC6RSqk7TEMFhudhHKyRdgB0yMy2E5sKQjWwvo93rDyJTWAYwaNFcz8b2RPInH6BRg00iNySAanIS0WFJq38smHClpyHyyIYcBzwMHAEdYyK7R2JL2EcbyICgh1+ewUr3TSJKQLKnuzKwMAKCyOiDP1A9waUsyKgVPbU1an9vBhA9sYIBSmjCowG1wMoGPIWlL162dNBhpwCHoOk5EZ+XJaRwVi+b82JLj+TvLlYRy7SED9F325fA78LlOjEuj1b34MXscCagA1vk5IPbkqDJHfcbhtZNj0WQzPAEEpk7asBWJZ7QdoEgz8fYBvJMH6WgUn+mRGG+tT7XI4+4Yj0Tjyg8YrO4XirV4OeGq4zBitoLCkAqDBjGTyjorA0KTpfxg3ixTTiyzB44rXHAAHpoam/YBbhW3gCd8ACPwZerLYNFYwJmQaYmQxALIhEODxTGAVJuENcykj4R7rGaA4wBCG1aiF+uDT7OoMzMV2qDv87hn5Q3SRPKh9AFg/ud76Qu6lDwIM3N8QPV/QBP6MS4mxWTaiOW0SeKm6Np/gNaE9i3YylSRauSg/SnoKDUhmRdvTnUYSGrGxwxcqsv0jAIswPDcCGomfGSayeAn5DAs5Ry82v+IXSyWsGzKBVCcXykkg5c7nJhBENotKMQiYUqsIBMTNuvdTdFROjm350fLOY4wmSfNEt7Ygx4TQjGehIDzmcEAsIRGxyWi8yQT56VRJRm1aJxiZ2qEjFbjlECneEtraV8yWdeSB8EL8Y5bFwxaFsUxs5ctQIkCgGYcMaz2GicsSFdn4edA6yrc6U29N2iHadmiBgFKNjxhBi0hLVbFuE7O1El+MgwQraFzhJaEG52Wh4saAKxhaklYSHU/T+kQlgjqmM8ChVCA/WiTbDGeTKtWxLMvP7YwYNgQi/af1CuLBjDHcxyOlkWSSTJ8NwJbO4EfG7huCVJlK8xIB+Y6WGpZwjoJAazCYmYOMncIcADmWh0X0+sr7e7fRZQ+kc1ySqWgbNanT7Aw5vVd7D2D0O86LAAbvLtFsg0aLHUjNq5mwkMZcGGvcbdBuRjA5HXYkXfTJD5LxAo5vEwH6mQhDhhSHGQ8UXkjpl3WagFcHovHc7FAvUsmTMLT87Q0ocj5hcO61XksMwS8nL6JSCegsTVwOQbgAYJEKDsSYjO1MWzBOJK6FKetkiGLC52LE2AqWhfTywAxOeY0jZTtBeiohP5sE9U3GTvmIldkznlaW27c5YwAqD11em6gdZiqACNmBu9ymDtimIGreyDEkgUawIjmGL3iRe/QEjIyL+yUvd+FM6wjyySyUbhzCZtJxw0m0GdKSLgUwoERg8qssCD9Yy40i/fU3gyqKRs6TEcDVhgrd3lnT4yFri2hVWZNHAMYIKlzAT2gKg2kDEIjAr0yRh7Kqn9qohLZESYDMgDDnhhMuJU9Ym2flSjQgNGvnIW247R1USYj3jmfdiiNpITCCfQrhzBb4fj9B0RMYLD0X4DZS7MdED06aKdDg1v3k7D8o3+DAK2UObPMdcWEudzJ4+JTk8kmIt5XFAQo9E1LGQCDrsTAQ1m0TZ3iMHjYzaI74VfI4J2YMnekY0dM5jzCWjJZ4EiY1/kAhqlZf01U2DhAUwJJezEb+UDPYAThs+6NQUPWLM1nOZB+cU7HFKIyPymREe4xunYDhOKoNnAubEP8Z7YCyACbvuRI/bvZHYdjuXaRR2ZPW4oWFhzQl1OAi30ZpvxS14NZIjkIYKi5TtXUrQRiNNO4kJhtlwDFAPA8nSr2YxDTKubvDL7/SdUxQ+6d5GGyO5/1e9VIWEhnYQ/6hScrbAqhWbfGaCjsCUQ1DNbFi8ITZksmWpcMsTAS7aQtwpQBxqDAmKUumNj1mvIJeOkmQj1lCA6kLUS4vsjCAUmBbBnAOAypAADCojIHoMi+MTZHBTJaSp/kri3OK7rUHX4YAGN4beCErhVzYTyZ5ZT7tB6fXyrAoOOJQ45SVzSwKq5jVVPEZEeAA5CoHj0TnkIAQKBoOsyA6TglER2b4iLaD9v5f70pwWyBjgYu4THr1WghQMy6emGJ9qnJRKwuc6kgkern6WxhYwNErGMe7C0U8/zUBBPCsRk2UMzEygwYtK3elldvlsmDsmR+nAOLJswDrFIPplZ2oUc5ZV0YiE0BVIiWret3GTTW7D9hDdDjfNqvX8aN54S2imkqwOTEVupN/LQPF63DNYhOGHf/XP9xfTxCOFNKwH7CFk/BhuozAJMVFQaJxxPEqXcJEcoXzkk/5OHuTLhA9Y4FUECAJUxlWaEathGWVdd5avatjwFUVmow4TcT4PUWNoKbaTMdCkh9Bu8nBz5LnAtleeyxpMPApvyRqR5shzVzH4EwBmAkCbDoF+0GgmS+wiaGr/O/skihWd0QqwmVQOo6fa4+9Eo0oQmxugRg3AYxExgMrVpMtgpgni3TDihqm7hcwQswAcrOY4n7loFgOo/AJphdsNDp+zxahwNL7tszmDRJ9SKAAz7f4em1PCITAjjHEgoAUKgxONgst8VhQuEZSNXUtLs+/Qwz1JtaAScyoD7IIdmZwUh5pb/Ar78dVRhYuUQYZxyO5ouGAwi1O9eNcbGV34VJhVXfw9CKot7DYEAKoAAiwxTyAuAYJ0n5RPgzBjJIGb7vCtvYVz+ZfqoPjh9ox+c5Rd25ev+0Hc6geljuEO53LkP9qULLrnigCyUigUvGBxC81Xv+78KSavcFtYExmNiSXkh1PZ0uzAKejubhmABbZfWB34Uk56PRsqVSDEvmzvQYgBkQ50oJBpsZeFNmGLg+laPOAWKgesdUHs4uCTDnGhDQdQDGGTCQdtFi2eYdwJwfkwu1QrL/6S9OIstW+wIUbcM+WJETjVuJKjRHvGelre9KoCy5ck6OmL32B9pqWyr1AYbjxbmJt3SicyB/3GN5sUooXkhUuNQhWdri/1iBMJYM6Ei6or+FAMDQEToY6Hwvd8qY8sBCRLwOzZNcU3JIiq/OlB2iUwwVjqPJtJNYrizFUlYBjgDE97VJhZ3mw3rORVQn22TqYXWFau4VwMTCeQCGrYVwjsABgVTmi2XoQ87gu8CH5bE/HYrRFEqzvSgHwEoBnO/Ssvpdn9YyhfZLTGhUYMLIxkSY16dTPigedlbTCasBzJNK24u3Xc3ELKbRWKV/t07CHxP26BrCHjh4FS0iNEmTgYXXjJu9VxsTAtRsGMZIxkgE6xAg0um8XGboHAY62SDNR3NhLywIaJgLW/qsAVRJz3Lnaim8RjwLl1lx4He6RkYXcU7jCDOYywDWu8LD5thDpqnorA1xKOC2WFBNSw2N05nqwUa504hIz6MBJVlKGpzWZwAF2DN/y5GztbpEIFV5zqQgLBQ6Z7anwljOOSW42LH1abds3G1rRnlQmOyHFUYbuAhzWSrWAIU1gAkgebAMUl1IOWJczKdFsl06U2DMLVc6XljNUymIVYA2ELRL6ksAoJN5p4EVeoQ9HYtVOYjB0r5+ZiVsACfmUvxlippZTSqUa7frBOhsNMeZfEb76y18mXWQNSsvmFrCYqnYaxNG1EZOkyxdXwI4nYTBI+6FQ6CgufSBDBVQtNn8oSSHkNcuiY7P5/mYMWxFhzkHUhBNJEZT2hoMMQ5gFqZTxJtMexYXwssxDy0FSAbIhWazMyxkMPpbJcV0EGbIrWz0mk7ADPX5OwqMxDNvzSrRTGLLElPYFDqAj94xEJzCe8KM97Fa3zAFVsCe0YuZcqI5FXolFOb0XIewDBSSizyysK4szZM7ksFpcxXjBhebRs/WvWmFPMBhjoF5hXvnw8ZmObCba8GarhEQaUVh2v+1Mzt7y3CTfdLRQjLWnOFhpDBzTP/NNQDWUty/2o45ov31Kf3/TWJAZPBllupZdJNBTxqus1SYx+1CzYQILGVgmUxJmNJhASNWzBNwgQqLEfXCZbZBF35ys4JOBSRaJeuihC/fBbSEkWq8XDovbBuclDYYkBps/xfOkkXSPBhN+SaPzYnu4QzamVBKMyXLTL1L3wG16/N7Jty1lUbLsmvmHPSqv4V2CYVQ5ycG94o5jxDqJUNWD+MYQiaHpfW8sG4/+xxgR8BO/82F7uy23kbVbfDcpOKeLIdo1MnRTryWPlJmGPdMaJ5IyNNrhDrxnf0ZgCx3emMGnuoYmRLBUgbE39FhBknKL6QBfEIwQGBH9STnWuiprsJ5thbIunznEGZlEE2ZeQAAFTlJREFUgRyA2Nce4Zkey8S6tgmZ/hfTZnUqGs0gqslxJgZ8nIMO5XgWMXoviQVmpCexGLYOSCUzwnMeNuZ8WG1tD04wNso29cEVdeymBJhU9fBx/xgLsHaQTmlZzE6zg7QYoayTTJjSE1ll4aJ537h5rcyjCak6HRDzjEYMgNYBhHaT8RC0QoTjy74ssqM7hBOF3jyAK8/34aGAoR6nACssYbK17TkqkRAOAQsraRvQYy4Do6SgHXlwAsMwQi5AAzeniP7yP+cGBJkrEZ15TwYkNCLgZrLbsTkZPaZPs30Tfacwnd2LRAhg57iAKVxicwCXTAGeKTUak1PlbicmJDqvbJgD9jdVHmBHw8y4f6xtbwozzoMAhjHyNDUmrieDrDu/MCHT3GKev0jc0mtABDCOY/qFftMBsknhTNUcYIVIbIQlaTWAAyrfzWZzgEAzKVFgKh1Y9wzrG2BrD/EvvAJR5iCJaYMPGAaQqI4Y9j0MpS4G9Ngu7OUahGBMzAFIBFmj72MjmSWhnRW7pAUwA6XFA0DDKcgEjihrNDWGrf1fgiBcAzrHlrAAFUbkfPSY972XPTf0kbAbp/H3lA8ejR280D8WBFgLiBNbFvPs420X+sw4wxq8zSBgkrpvQsygyYpM3vJq2kZGiB0MVMoVLlw26BjqOQaUYAUwoSN3MQGY9U2SB2DSicQuvUHPCUWLiVcMBwiZF8weG8wgC21CIofRzjq57j1AMaDaKWEAZGCS+dI3HMH3ZcW5oQWYfBe4gNOkPpMNy/ayGpVW5DxAwhH1F/ADLyYGVI5HK3IMmkwfODdmJ/ZpMtFAWKXbJCDCun5zXMeZ8vmQH4WVhf652O46Vu8NAhgmkZ1Ii/us5YKS3Ui5c8e2ATFoxGf2pcAKwKfjlDSwB6BkWS99JOMSPjCVASRSZWcYIhXwxTrNd3WukAKsgAgAvFsbHBfYDI4CKBDVu6UIaG3CGAqr2shxFEJpJUwhySDAhV5SAaCETAkHJxL+hTB9pg3CHsuzt2XFmEgy4NxYHcAxvvdoVVFCWAVYbdavQEbMA6JrcW4vrAXcAKm4POPzuQ9a2z/XCrAWIJ+chsX6k946DaupQvNKnSRbksUAi44ABBefqRVawvd0BK3AA2kKOkI2lN0OaRFaB1vQeI6B4dZmOtuAYtgUJR0Dc+YRLcI31pDCYxfgl/LTLLFswgfswJGlxjQPcAEQsNFwvmveEbNltS6A+C7niZbjUJgXoHMfg4zRjSUSD47ju7Se42NEDu190zwYThTRv4Cd5dnCIzbnyDQfKaId9G1/e4UBhr3WmhVMsj/YYBarhiFQenaM4S06gRfxVHqH6agadmgnQMj23+g+esig+J46lEFS0OSNOnhcSGbqacIFb88TYLGtehJBDqwGSS0KKwAWgBkIgPO9/tyocJ6MDUg4hes0cEIqtsvesAAHPMCA8YRNAAX0ZG6AKbwJWXQsHZfHFppn1U7AywIAAKPNsKM+1n7ZtkQHoB3X9JK/vZ8Hsmqr82pHfbrdFLZW9mKLAmzEYgpoOw49uw4CkLrgEAgwkvBYd5aujwMmpLEao0UAkikQKtjKooRbXs8rMRr2GJdI0GTCUB6UJRwbaELZ3z6Tu9LrDRfCk5dBqOv8Y/RUpowADwsAAYYSbjGq/+cBDYCBsYGBXst0WR4Lw0zzEPqAn5XCNBU2FeroVuHPjECYFGv7LLBxOP0hUwWorGTRN64/G+WJJkBfb0aewo5ZjL3YpDscqiQqnAyqi8kqMVbKFTohxUoUj0VM7kqRa+G1rkvHHlkBauBM6Bo4wNBJOr3ues1opawKkGmqrAMaJggL5WYHLJpCZ98WAhdhrF0ZoOwxhiGyFsv/1a4wKhZXGgGmPB8A6Cu4OIkwC2DKI0k2hDQAzZPeXAcgqrlFTgipHFIEsDeFBED4x/je43jAj9FoSyDFtgsVuycwda/9Fv1UMyHA2gZ+t+1MJeRBN8gBmBBikAjQTNsQqSictwFX/1mFKXMYiLCcMoXO9Xc8k6bJunymIMlzdR7Pdl6DUUObkofKOwDWOTnhJxPNTEljHLi0G6A4h9DtGoGgPuoFQxLxwhGNo80SD3N+mAsj1739lRmUXYRuoKm3+TH9pEaYGpiSi7bVTNcsh6QIEPU1gHnlvlGhXzQRmoGu/xyDgXYYTEzywSF7tIoH1voOevSMupC5NZ2XFZKKmGpf6D83qcaSiTF1ntxVjAX9nqXKQBPhb14NQxio3MalM+uMgbBioIEvIRsgLL1WWzJxnekpojqZXDWM4BpkgVllS5tVcAEPQGCj3Ayc8I9JsrNzjFTAWpyGs2HfbNriGgFOYqSWRWu6BgDUDn1YbyKRpHAwskJfAZqkJ5PpQInFZeVT3szBLAA8cNIPTwywtnP+2HbWPk1vQdkkJlOUhekwHiTDwSyEtPBUH2iVx8AoF1QGoR+8F1EKFNlLDBCJ+HhwBRZ2BGKgS0ij3cxVSv3pLGWAaB4rKoTW/iOECfBswis8mcQ2yLLEgEtbaDzs1t+3jAFDfRiqpEPGa8Azz4qRsTUGpeuEXTVFSVEeupo72gEqQGauG7gdQ/9yAm3KxnrGoF9mmcL2gYVJPzx0l2nLFEyE3WnIl7LBGZP18Mh4dXbdi2UnQdXwunwG8HhmPmsAMJZOVoXGAJUJZWvELTbIPYsW7el058Y+0nX1K4DInl6Knf3Fk0ClPUAm7PgOZsYOWaeftiz0bEWhNEkBw4ZYls4LowEDXeh66DfA0naiHeiVH4R2INYP2VFaP6U0w1mzkoVJJOrOjeNWHg8wY3/UkC8MAlh7UWe2LOBZK9x9TRedwOgQ9F1vDUvYA7YsYe4//SOPUMZCGAhIDSjhKlTWR6hIBnS8TCvgopd4fdbmAzoWFJaAI6tZc/d1NQOm/GBgHVc9z0xCdhQioLFk9sZwTseWDIQ1MWbqg5ZY5ykmKv8s01ScAAuZ18U4MlvMlzutsB7m1h+yUWynzZiUg+kbdbIsE8ojfmr9bkpT/9nrzH6qvogN3ie/Pf7P205zt8Vb2tfgPJfAFDITgqxESBaHoQyIwqbpGSHS4AJe6mhMh6krCU08NLUv3xU+smWljM0xZXTKBanqYy7hDUiBy6Cpdsts+5V/QFSbyiPwtAWL0GvCspDs+xhGAgBUkhhMiCWBjUPVLS2VWrRVMpPxoke1NSE+9zoAkD7Cmmp/rgOwMWlYSzgWJmlBesu8qRIR57F6wvX299YYaBq5t7Ef+sWpHsTQnuhtbQehmvsu+uGeYZy6JES1OTdKpN5FUxG0iq0AJvOrqwB4d7b3ruASNukwmZaBpVd4dwUXzWWwhFBAlF3l5oj+w+KdE5M6dnZ6Blxgk3TQOcJP1s3TeUCWlQ9ZPiORyM0XirCAb+I6CYxrzd1UqejLGgEnQONwACZc+gzwyCa1SWgFVNeLGa3W8F6y59wLMIO90ZhP88WpHyXTnFWyMM+yxQzH6NJlol/JAMAwG/0AKAkv4/aFAIa6AkCY0vmEMB3Ci4U8IK2spI5m/hBLCj10lwKugelvn2maBVB8P8vCaSRFVIykliVsEtUYDMtyluyBz3mARChkAOuzWSgZw150lO8CTW47cz1ZYMgxcgMK9tUO1+kagcn1Yz/XkSf4AjX5MGNJQjliqv2b2NQAay/iTy0ALOf5XPs6/2KfX8h0rJBHfKJyWklmhBWSnbnHUekgCYAOrE+xUNaQnmMEhVcazBSP+lRdRQEE2I1JAISTTD/1b1phebgX9shd4rJSIUypxUADA9BIMrApAAMHFjaV5L2wEsZVhqk3lwAAZ8G4mEY9Lo+t4QgJbT6XSWmsyXEUVKMxJRtmQPI04kyo97fSGmjuyt3ZWE97gFkYzEB/vQWZjVHfOu0xeCzWIlKZeTY1K9ohFI9FdCZP1aHYp+6ZIFTRKrydmMWECpt5IlksgCGAc/d2NtTtP2gA2LNvWJgtN8fSasAlTGINx80jAonvfM/vhHpW0wK4c2exoIzTylVhGCAlCpwIkIRDQMKeQp9jhs0cA6tjXskGwHMW10xO6BsMOyO42J7GeJYDzAQwNtJj9gfYf5rv00O8k/AFEhTff/ycQaDFsB0xXp9kS+ekMJtJYAPf31fBVEoShazJYgs9h4f3CzHYMkVJ2a7BT33OT2yR8AkUmCQrWYG33rwKoM6d2/UVQiPeXTsncp1CsGxamzEejagOlvVikgrsJslQZE5dyzU557QPrurZC6bVXdVmBtjI3LTnLqQ1dzubwNR7hAe6xQABjMp8Nk7R+fSMgQOwet9erbjXO3iyC08s92iyuodZ/wFZMYmEUCc05jY158ZUwq6BlVVmCwGMK/zWMgeWCdiAXgirzweyklVyIIHIw8BMGdGjmEw/KAZns+UwKfBrg/8pbaQEAaxT3o3dtyObs8Z0ZpsLwEb1sd3aXz1F4EbTHEM48+KBQiMBH4ClY/2f5qlLcpQLrJUSjqJRhIu6Lz7LLWCsrleL9yuiVsMidBBtlsl3QMtNsrSb8EUbMqFJ+F6okCmc0UcR3ArHJqnpMtpOFpm7lExCe0/IlAxgroRw10nD0WquQ2VeeGX1uQQzmI1Ldhta71rI5sVg2TyFCrec4JqLfX4hU0UXMjIvqFYVIZu9uQIeIQdz0EDqQEIYdqNLfL8+pNPA8fa6pTnLRifel7WmX/0UIgl0UzbOCfzZKEX26X8Jd7nHsGpDxd+sSs1NtHEC9TVAkswArVpgyjSSE2ynnla3c6JN6TJAFwYJfW2uuwHNaOh1h7p5yaw2N4Cx0XylXnI3xJUW+/xChjl4uxAibOQZQQBm4LPnqxDCs9WyJArSeFmXqrxX3wAiN/LGsheFirmBzR3hgABUQiIdRGTTWxHwQmQFU55VHkAxITtF5LpNEqP9aLvsBq1KDyyug7O4p6AuZabH6FSfBUzMSa8Jl2HRGc3F7DhknnESmyvAWNvAn7YdtU0zI8hoMaEAM2Q1QG79z7beBgnohCqDLRNV5cZgNEpWg1YTogAxm9ZhBGESECzjCcCy1AhIMIzSAfAKXZhEZsgJYsnYhGJ6KtdgVSxQaxPnAERAwrDYN9NknAjjKcBW1srENwfI3VRqfXnwxEIreAcacG1j7OZxsGpzBxibF8gY8V93SqZxItgNUCa4ZZ/SfaLf4Ptd8TG7CQKAgVU28L/cFynzwhgmnXNDKoYwua1qDxzKIPSN4yqSGnCZo8HOE8sitOuetVhU0RUgsSzQArLvYCft9z0hD/CxVE0ClEpklupkdBjdpe1xmnUdXGxJAMYKyEzlT63JWK3nWMWKFRImw24YSU1Keo9BMrgYRdaobCG8KYRiHuwUQW7ymu6T9SkJ+Bzg+p6KOUYhwE0B5RlFgCwx8B26D0AUepVUhDGDL7z6qZQCYI6ZWhpQYkYhmt7S7mwPxTiVehv9J7nBbGpvirdzNGjecanAxZYMYGwEMltMEwlTZZd9U37AIgAmi8qqVMmBNN0ASN+FSAxE6BPUipvZSsn0DkawTEZ4laViO2LZCgVlE6sQAA9T5X5CiwtlfcR4anFqeBYrYkJM4zgm4PMoGw4hvGJAbVeMBXztx15CpHJHBRcHIg+UPbLqpP/spzmYbHGHeWuuvi0pwNhI+AOZmeSp6mTVACLbotNgGCYGCEIbbxfWaBYhEgBka5bqmPeU/tNuvps5QQVQgtl72QnRXCTNh60wl+PSb3QRIGV/VSAU8mSpwGFukSAXUr1n0aBjq8SrewmZSivmEjFf1VzCrnCtnXVJ05xNBrTbPLPFhWzJAcZGJYxdmrO2+Jmq4j/OrEStqzOFSRqLvqLJ6DcrKYQnjCAkqjdhhuxbRvOkKOuz6lWyU2ULDAeAYcWUDYAmG/Lm0SvWaynKShpoKSHXZDpmAnoZH2Gfh8l7HzidM6URmsyxgHQJwaVY9uh51bkWs2UBGBtd0AEt0IymnVimniCvZiK6GiDRW9n0Thj10+eIZIMrSRDCZGH0WgZcyQPTCKeYyjIaOoj5HObxNxYCIqxItPtJJwm9AOO4NJvygUxSyUGFHUCFXZluiqN1Fa6wDrj9LUTnZOoke85j+meILRvAYqO5S8sLrO2faanPOHPbGGFsUIEA4xgwWim1MUIf05maoucAD+hMDZnvFCJ9T02LhjNJLaMTRoVNukkIpO2Icd/zOaUSzGOZjakumkxCIDRjTODCkNpIx0kA6sOq6naaczbzRzvPOnE9jS07wNhoFYa1ZNYLE1Ez3QHaN4PtVdfHy8CEM8BQJLVGi87BNoCn/iWMKUHIBoFMtZwAz3SOZc+2LHAcAj3bijuO4ylvmEPEnpbvYCy/AzyR7z3JBdEvmZAoJAteIhM1TI7uO8uSm1lsRQDGRhd8v9Gmwx7pNdUa/7VZf/CEJUkC4KjOAwUmAQoAsMZMuUDIEzKFO+xGjFsnbzWG73sBiczVMbCf+lme7S0kAyFNpbRBi9F62E+JRCis9xAskSmS7b3cIbFvKwaw2Chkmr+02GnQ3UrTmDBHKykTqEkpvqqKE9appRH92ZJAmJMc+FtdS6kCU5GUGE+tTHlD9gdkvmMiW4hV6lATC5h8Z4Y9UIeYtHSvadbQz9tWHGBsdCPJXdpf3dJsG+lBN/cONTUrqyT6q1gJdVMyNJYQpsJO+JuiAhYFU4VULJVFhEJvfeRKvdtaMXUZmKqaBfzuXT1qubLExWydABgbdciRLdBsmGBFn9vjBu8ROw+z/qr/VDLWv2FlHTJ3lIgABy514XSorTMAi4066BEt0OgyN0cO3tXnf8xMxe036V4Ry23rHMBiow67Qws0m526JXrqPcrOpuZWpYMm2UJpJW2dBVhs1IHb/T/QVtl6AazYOg+wWAGatc/u+9qpWSGNtgJGY9lM7OC1bbi7Ltp6A7DYqIN3aYFmvY5b5vZoZnjszTpu5m6PaF+HL7QP/bpu6x3AYqMOP7AFmufF2MZgt9HPiR9FuI6aO1IUn60+OXbc41nWJ1tvARYbDYDC4vtasLm/zAZj7jh3K9DEj4deYbN5hLuEzc8e138k3vps6z3Aqo0GxmPT3tmCzZ0iFjkCHLDZI2Bd0Ww0lT0BgMoDPE9YjrVZK2FnK4BVGw3Yp0evJ7WAc4ft1qMXsNlJxOawGyx4kPmYfaoskbBTHVBZUP+Ftn1TPxR7fbKzLcD6NhrQj49enbWgs956y/a1WXm5eXij0U/3uC02bWV6xl2x1t2cNvp5cnmd1J77jAW+e7a3/wOtvbOL5k2vjgAAAABJRU5ErkJggg==</Swatch> 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</Swatch> 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</Swatch> </swatchLibrary> </Fixture>