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ACME LIBRA (XP-380 BSW) (ACME_LIBRA (XP-380 BSW).d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="LIBRA (XP-380 BSW)" ShortName="LIBRA" Company="ACME"> <Copyright Notice="© Avolites Ltd. 2020" /> <Thumbnail>85dba25e-1580-400e-92bd-db96a0f291d9</Thumbnail> <History Date="18-10-15" Author="Nic Morris" Comment="Created" /> <History Date="19-12-19" Author="Nic Morris" Comment="Created from ACME XP-16R BSW" /> <History Date="02-01-20" Author="Nic Morris" Comment="Added colour names, swatches and palettes and revised implementation in response to manufacturer feedback (not currently documentated properly)" /> <History Date="02-01-20" Author="Nic Morris" Comment="Added gobo wheel 2 swatches except slot 10 which is unusable quality (wheel 1 images not currently available)." /> <History Date="07-01-20" Author="Nic Morris" Comment="Inverted zoom in response to manufacturer feedback (charts just say 0-100%)" /> <History Date="07-01-20" Author="Nic Morris" Comment="Changed frost to variable in attempt to resolve manufacturer query (charts just say On)" /> <History Date="07-01-20" Author="Nic Morris" Comment="Added discreet gobo shake functions in line with latest charts." /> <History Date="10-01-20" Author="Nic Morris" Comment="Added gobo swatches to gobo wheel 2 shake functions." /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="c168da30-6a6a-4b38-9d9d-ec738c19be4a" /> <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="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="Auto Col Frost On" Display="'Auto Col Frost On'" Dmx="50~59" /> <Function ID="3" Name="Auto Col Frost Off" Display="'Auto Col Frost Off'" Dmx="60~69" /> <Function ID="4" Name="Lamp On" Display="'Lamp On'" Dmx="130~139" /> <Function ID="5" Name="Reset P/T" Display="'Reset P/T'" Dmx="140~149" /> <Function ID="6" Name="Reset Effect" Display="'Reset Effect'" Dmx="150~159" /> <Function ID="7" Name="Reset All" Display="'Reset All'" Dmx="200~209" /> <Function ID="8" Name="Lamp Off" Display="'Lamp Off'" Dmx="230~239" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" Highlight="5" Lowlight="2" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15" If="'Colour1Func'==1" /> <Condition Name="Split" ID="16,17,18,19,20,21,22,23,24,25,26,27,28,29,30" If="'Colour1Func'==2" /> <Condition Name="Index" ID="31" If="'Colour1Func'==3" /> <Condition Name="Scroll" ID="32,33,34,35" If="'Colour1Func'==4" /> <Else ID="36" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="UV" Display="'UV'" Dmx="5~6" WheelPosition="1" Colour="180,0,255" /> <Function ID="3" Name="6000K" Display="'6000K'" Dmx="9~10" WheelPosition="2" Colour="230,230,255" /> <Function ID="4" Name="3200K" Display="'3200K'" Dmx="13~14" WheelPosition="3" Colour="255,240,200" /> <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="17~18" WheelPosition="4" Colour="255,255,0" /> <Function ID="6" Name="Cyan" Display="'Cyan'" Dmx="22~23" WheelPosition="5" Colour="0,255,255" /> <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="26~27" WheelPosition="6" Colour="255,0,255" /> <Function ID="8" Name="Light Yellow" Display="'Light Yellow'" Dmx="30~31" WheelPosition="7" Colour="255,255,128" /> <Function ID="9" Name="Pink" Display="'Pink'" Dmx="34~35" WheelPosition="8" Colour="255,150,150" /> <Function ID="10" Name="Lavender" Display="'Lavender'" Dmx="38~39" WheelPosition="9" Colour="255,128,255" /> <Function ID="11" Name="Light Green" Display="'Light Green'" Dmx="43~44" WheelPosition="10" Colour="128,255,0" /> <Function ID="12" Name="Green" Display="'Green'" Dmx="47~48" WheelPosition="11" Colour="0,255,0" /> <Function ID="13" Name="Aquamarine" Display="'Aquamarine'" Dmx="51~52" WheelPosition="12" Colour="0,255,200" /> <Function ID="14" Name="Orange" Display="'Orange'" Dmx="55~56" WheelPosition="13" Colour="255,128,0" /> <Function ID="15" Name="Red" Display="'Red'" Dmx="59~60" WheelPosition="14" Colour="255,0,0" /> <Function ID="16" Name="Op/ UV" Display="'Op/ UV'" Dmx="3~4" WheelPosition="0" Colour="255,255,255" /> <Function ID="17" Name="UV/ 6000K" Display="'UV/ 6000K'" Dmx="7~8" WheelPosition="1" Colour="180,0,255" /> <Function ID="18" Name="6000/ 3200K" Display="'6000/ 3200K'" Dmx="11~12" WheelPosition="2" Colour="230,230,255" /> <Function ID="19" Name="3200K/ Yel" Display="'3200K/ Yel'" Dmx="15~16" WheelPosition="3" Colour="255,240,200" /> <Function ID="20" Name="Yel/ Cy" Display="'Yel/ Cy'" Dmx="19~21" WheelPosition="4" Colour="255,255,0" /> <Function ID="21" Name="Cy/ Mag" Display="'Cy/ Mag'" Dmx="24~25" WheelPosition="5" Colour="0,255,255" /> <Function ID="22" Name="Mag/ L Yel" Display="'Mag/ L Yel'" Dmx="28~29" WheelPosition="6" Colour="255,0,255" /> <Function ID="23" Name="L Yel/ Pk" Display="'L Yel/ Pk'" Dmx="32~33" WheelPosition="7" Colour="255,255,128" /> <Function ID="24" Name="Pk/ Lav" Display="'Pk/ Lav'" Dmx="36~37" WheelPosition="8" Colour="255,150,150" /> <Function ID="25" Name="Lav/ L Grn" Display="'Lav/ L Grn'" Dmx="40~42" WheelPosition="9" Colour="255,128,255" /> <Function ID="26" Name="L Grn/ Grn" Display="'L Grn/ Grn'" Dmx="45~46" WheelPosition="10" Colour="128,255,0" /> <Function ID="27" Name="Grn/ Aq" Display="'Grn/ Aq'" Dmx="49~50" WheelPosition="11" Colour="0,255,0" /> <Function ID="28" Name="Aq/ Org" Display="'Aq/ Org'" Dmx="53~54" WheelPosition="12" Colour="0,255,200" /> <Function ID="29" Name="Org/ Rd" Display="'Org/ Rd'" Dmx="57~58" WheelPosition="13" Colour="255,128,0" /> <Function ID="30" Name="Rd/ Op" Display="'Rd/ Op'" Dmx="61~63" WheelPosition="14" Colour="255,0,0" /> <Function ID="31" Name="Index" Display="'%.f%%',0~100" Dmx="64~127" Colour="0,0,0" /> <Function ID="32" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" /> <Function ID="33" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~194" Colour="0,0,0" /> <Function ID="34" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" /> <Function ID="35" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="189~128" Colour="0,0,0" /> <Function ID="36" 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" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17" If="'Gobo1Func'==1" /> <Condition Name="Shake" ID="18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34" If="'Gobo1Func'==2" /> <Condition Name="Scroll" ID="35,36,37,38" If="'Gobo1Func'==3" /> <Else ID="39" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>00811741-d0ae-45b2-bfb4-b6eb30f62097</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="4~6" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="7~9" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="10~12" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="13~15" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="16~18" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="19~21" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="22~24" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="25~27" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="28~30" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="31~33" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="34~36" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="37~39" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="14" Name="Gobo 13" Display="'Gobo 13'" Dmx="40~42" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="15" Name="Gobo 14" Display="'Gobo 14'" Dmx="43~45" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="16" Name="Gobo 15" Display="'Gobo 15'" Dmx="46~48" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="17" Name="Gobo 16" Display="'Gobo 16'" Dmx="49~55" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="18" Name="Open" Display="'Open'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>00811741-d0ae-45b2-bfb4-b6eb30f62097</Swatch> </Function> <Function ID="19" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="60~63" WheelPosition="1" /> <Function ID="20" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="64~67" WheelPosition="2" /> <Function ID="21" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="68~71" WheelPosition="3" /> <Function ID="22" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="72~75" WheelPosition="4" /> <Function ID="23" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="76~79" WheelPosition="5" /> <Function ID="24" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="80~83" WheelPosition="6" /> <Function ID="25" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="84~87" WheelPosition="7" /> <Function ID="26" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="88~91" WheelPosition="8" /> <Function ID="27" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="92~95" WheelPosition="9" /> <Function ID="28" Name="Gobo 10 Shake" Display="'Gobo 10 Shake %.f%%',0~100" Dmx="96~99" WheelPosition="10" /> <Function ID="29" Name="Gobo 11 Shake" Display="'Gobo 11 Shake %.f%%',0~100" Dmx="100~103" WheelPosition="11" /> <Function ID="30" Name="Gobo 12 Shake" Display="'Gobo 12 Shake %.f%%',0~100" Dmx="104~107" WheelPosition="12" /> <Function ID="31" Name="Gobo 13 Shake" Display="'Gobo 13 Shake %.f%%',0~100" Dmx="108~111" WheelPosition="13" /> <Function ID="32" Name="Gobo 14 Shake" Display="'Gobo 14 Shake %.f%%',0~100" Dmx="112~115" WheelPosition="14" /> <Function ID="33" Name="Gobo 15 Shake" Display="'Gobo 15 Shake %.f%%',0~100" Dmx="116~119" WheelPosition="15" /> <Function ID="34" Name="Gobo 16 Shake" Display="'Gobo 16 Shake %.f%%',0~100" Dmx="120~127" WheelPosition="16" /> <Function ID="35" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="36" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~194" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="37" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="38" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="189~128" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="39" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </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" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" /> </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" If="'Gobo2Func'==1||'Gobo2Func'==2" /> <Condition Name="Shake" ID="14,15,16,17,18,19,20,21,22,23,24,25,26" If="'Gobo2Func'==3||'Gobo2Func'==4" /> <Condition Name="Scroll" ID="27,28,29,30" If="'Gobo2Func'==5||'Gobo2Func'==6" /> <Else ID="31" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>00811741-d0ae-45b2-bfb4-b6eb30f62097</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="6~10" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>9cffdd50-fddc-4a36-b722-1e71911b9623</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="11~15" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>32fb2aa4-3a86-4e41-aa98-fa877a37fb87</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="16~20" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>91298b0c-5922-4589-8278-af461ed3ffd6</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="21~25" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>7b655ffa-9e7c-43a0-9ab6-91dcd6cf958f</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="26~30" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>dea364c7-a45a-4f07-83cb-54df59b1cd96</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="31~36" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>ed7262ed-892b-4c6d-9db0-455c486b6ab6</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="37~41" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c1a67509-c682-429f-860d-fe09a6330b72</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="42~46" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>16d79d68-dc77-4e09-8c45-9fe14b11b4b7</Swatch> </Function> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="47~51" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>0a601712-69c7-4170-b9b5-f8766798260b</Swatch> </Function> <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="52~56" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>9cffdd50-fddc-4a36-b722-1e71911b9623</Swatch> </Function> <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="57~61" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>06672af1-620a-42d5-8baa-3fddb9342816</Swatch> </Function> <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="62~67" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3c834e14-5138-495d-b999-7dcebb9019d4</Swatch> </Function> <Function ID="14" Name="Open" Display="'Open'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>00811741-d0ae-45b2-bfb4-b6eb30f62097</Swatch> </Function> <Function ID="15" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="68~72" WheelPosition="1"> <Swatch>9cffdd50-fddc-4a36-b722-1e71911b9623</Swatch> </Function> <Function ID="16" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="73~77" WheelPosition="2"> <Swatch>32fb2aa4-3a86-4e41-aa98-fa877a37fb87</Swatch> </Function> <Function ID="17" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="78~82" WheelPosition="3"> <Swatch>91298b0c-5922-4589-8278-af461ed3ffd6</Swatch> </Function> <Function ID="18" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="83~87" WheelPosition="4"> <Swatch>7b655ffa-9e7c-43a0-9ab6-91dcd6cf958f</Swatch> </Function> <Function ID="19" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="88~92" WheelPosition="5"> <Swatch>dea364c7-a45a-4f07-83cb-54df59b1cd96</Swatch> </Function> <Function ID="20" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="93~97" WheelPosition="6"> <Swatch>ed7262ed-892b-4c6d-9db0-455c486b6ab6</Swatch> </Function> <Function ID="21" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="98~102" WheelPosition="7"> <Swatch>c1a67509-c682-429f-860d-fe09a6330b72</Swatch> </Function> <Function ID="22" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="103~107" WheelPosition="8"> <Swatch>16d79d68-dc77-4e09-8c45-9fe14b11b4b7</Swatch> </Function> <Function ID="23" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="108~112" WheelPosition="9"> <Swatch>0a601712-69c7-4170-b9b5-f8766798260b</Swatch> </Function> <Function ID="24" Name="Gobo 10 Shake" Display="'Gobo 10 Shake %.f%%',0~100" Dmx="113~117" WheelPosition="10"> <Swatch>9cffdd50-fddc-4a36-b722-1e71911b9623</Swatch> </Function> <Function ID="25" Name="Gobo 11 Shake" Display="'Gobo 11 Shake %.f%%',0~100" Dmx="118~122" WheelPosition="11"> <Swatch>06672af1-620a-42d5-8baa-3fddb9342816</Swatch> </Function> <Function ID="26" Name="Gobo 12 Shake" Display="'Gobo 12 Shake %.f%%',0~100" Dmx="123~127" WheelPosition="12"> <Swatch>3c834e14-5138-495d-b999-7dcebb9019d4</Swatch> </Function> <Function ID="27" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="28" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~194" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="29" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="30" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="189~128" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="31" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G"> <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="'%.1f%%',0.0~100.0" Dmx="0~127" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="191~192" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~190" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="191~192" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="193~255" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </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="8~255" /> </Attribute> <Attribute ID="Prism_1_Rot" Name="Prism 1 Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="255~194" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="190~193" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="189~128" /> </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="8~255" /> </Attribute> <Attribute ID="Prism_2_Rot" Name="Prism 2 Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="255~194" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="190~193" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="189~128" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="65535~0" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Iris="0~0" Zoom="0~0" /> <Function ID="2" Name="Frost" Display="'Frost %.1f%%',0.0~100.0" Dmx="8~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" Intensity="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" Intensity="0~0" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="16~131" Intensity="0~0" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~247" Intensity="0~0" /> <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="132~167" Intensity="0~0" /> <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="168~203" Intensity="0~0" /> <Function ID="7" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="204~239" Intensity="0~0" /> </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" Intensity="0~0" /> </Attribute> </Control> <Mode Name="Mode 1, 19 DMX" Channels="19"> <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="ef501f27-488c-4705-8b05-909482ca9dd6" /> <Include> <Attribute ID="Shutter" ChannelOffset="18" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="19" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="7" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="8" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="9" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="10" Wheel="18" /> <Attribute ID="Zoom" ChannelOffset="15" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="16" Wheel="20" /> <Attribute ID="Frost" ChannelOffset="17" Wheel="21" /> <Attribute ID="Prism_1" ChannelOffset="11" Wheel="22" /> <Attribute ID="Prism_1_Rot" ChannelOffset="12" Wheel="23" /> <Attribute ID="Prism_2" ChannelOffset="13" Wheel="52" /> <Attribute ID="Prism_2_Rot" ChannelOffset="14" Wheel="53" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="Control" ChannelOffset="6" Wheel="28" /> </Include> </Mode> <Mode Name="Mode 2, 21 DMX" Channels="21"> <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="37bda99a-1215-4865-902d-d634208aecc1" /> <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="Control" ChannelOffset="6" Wheel="28" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="7" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="8" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="9" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="10" Wheel="18" /> <Attribute ID="Prism_1" ChannelOffset="11" Wheel="22" /> <Attribute ID="Prism_1_Rot" ChannelOffset="12" Wheel="23" /> <Attribute ID="Prism_2" ChannelOffset="13" Wheel="52" /> <Attribute ID="Prism_2_Rot" ChannelOffset="14" Wheel="53" /> <Attribute ID="Zoom" ChannelOffset="15,16" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="17,18" Wheel="20" /> <Attribute ID="Frost" ChannelOffset="19" Wheel="21" /> <Attribute ID="Shutter" ChannelOffset="20" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="21" Wheel="1" /> </Include> </Mode> <Macro> <Macro Name="Lamp On"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Effect"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset All"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp Off"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:15,Colour1Func:1" /> <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:14,Colour1Func:1" /> <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:5,Colour1Func:1" /> <Palette ID="5" Name="Light Green" Number="0" Page="1" SetControl="Colour1:11,Colour1Func:1" /> <Palette ID="6" Name="Light Green" Number="5" Page="1" SetControl="Colour1:11,Colour1Func:1" /> <Palette ID="7" Name="Aquamarine" Number="0" Page="1" SetControl="Colour1:13,Colour1Func:1" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Colour1:6,Colour1Func:1" /> <Palette ID="9" Name="Cyan" Number="0" Page="1" SetControl="Colour1:6,Colour1Func:1" /> <Palette ID="10" Name="UV" Number="7" Page="1" SetControl="Colour1:2,Colour1Func:1" /> <Palette ID="11" Name="UV" Number="9" Page="1" SetControl="Colour1:2,Colour1Func:1" /> <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:7,Colour1Func:1" /> <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:15,Colour1Func:1" /> <Palette ID="14" Name="Lavender" Number="8" Page="1" SetControl="Colour1:10,Colour1Func:1" /> <Palette ID="15" Name="UV" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" /> </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 11" Number="0" Page="1" SetControl="Gobo1:12,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="13" Name="Gobo 12" Number="0" Page="1" SetControl="Gobo1:13,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="14" Name="Gobo 13" Number="0" Page="1" SetControl="Gobo1:14,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="15" Name="Gobo 14" Number="0" Page="1" SetControl="Gobo1:15,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="16" Name="Gobo 15" Number="0" Page="1" SetControl="Gobo1:16,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="17" Name="Gobo 16" Number="0" Page="1" SetControl="Gobo1:17,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="18" Name="Gobo 1" Number="0" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="19" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="20" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="21" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="22" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="23" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="24" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="25" Name="Gobo 8" Number="0" Page="1" SetControl="Gobo2:9,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="26" Name="Gobo 9" Number="0" Page="1" SetControl="Gobo2:10,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="27" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo2:11,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="28" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo2:12,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="29" Name="Gobo 12" Number="0" Page="1" SetControl="Gobo2:13,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 Pulse" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette ID="6" Name="Closed" Legend="Close" 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" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> 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tIyRaXZLiXT1WpgzwE4rJypFFusq90xOICKewEuM2BkqQAh0aMqepKMCQvQRniVO4aAt3ES4PURDI6YykBs5N5mzvJZACjT8jT4rABXaQXoH5vnSrMfi6w7eioBuQhFIAPrDwhnqZZAA6BS0ye0kEwFFDPFGXyUuMaXxjbODKw0JZkvA7GcByS0U+Wpj3m4mHXndtU06DL3Q/dQWWqZ3m0LVfVUFAeOsulTOYt/N1BsF079k7IlaNOjbHifWW8F52K8lSRiQS4Dstuqg5bRyxhc40raOC7xHupUPccSaywseB2HK6x+XwaAJcuHF3VmWCb1tfnRD1y0CTkPiSgEoanisKeQjUnGGBLMkhMn/YYJUhcx6pqa4EkcgvN1J4c2zBiqQ+4DPchkpARXLp97hX34vcswfbv339q0Pig2C1aQleUQBqnUux3rDLb0y5R3LMUiylVE68zZSRUP08Vi375tsfirNZkrjISy0aykjRq0ABelzFjdMACuhg3Ro0kqc0JLoFTffv2/SJLsKbGw8PSjLkPg9yjo2+M0NlmMhLD9OV1dkwYSEoZRpQEnEzXTW0ZyuRqM3G/lA+XLOQqiSRtW51rgznSAF36Bsu+nAJOBQR7I0uwnTs+GGZ9dQKoKz+d/0ZHGjUWn6tGU5KUuH0DmaNi8G0hDXAXxJEauu2hKCKFQU3THud7gFMXjq5uI9jefzSnrh4J2j5USxwMaWfpBll36AODyafUlxHrow1Kkjgb6rYFsgATqXyVntElOLYFOdWuIg9e4KVHlpBkkRmhAW5wS5WpRrxKogHcVysUpLUzAND4B1RJRcAtoUKmeAdsU8PH9ZuRUyVNTU2lyAHl3IIlwgpwSrLguL76RFKiYUBVo5PXov1CIlcaoJNVp/4AWSOA4wRIQ5/gOIeVCCS5GJMXB+AUuFXyz8b/gVXpxfBQ448AmXSt/cbZ/3UnhHjAlpEU8no1AYmUaMcjdIc6ABBJhpgDujGVUF9v+3y19rPS45/Etg3uWQxulRQXFfeL46cB5NIXkPFHgBqDBEhXRJRkA0g49f3jGWrojXpmAYg7BroalElXjSaAWyU739nbz6ZTqh9FF8gWlrxEd7DDFsc7oVTIzW5fXnjpX5Mx/ar/0edYg1slAc36hXVKFdM2KxXZcQ4QcKIRJS6Y2MUHVGkImE5yeUfArZLgJhVRnbKNNyKxbLY1TsIMX2MmNQ/I5EvN2gLcKsm0tnYKMNQd6rSBWjDgJLHyD11UMMEtJN013hBwq6Rp76cdEsx0qNMGasmUk8g9JGF0e7GyHgGhRt1KqGFGrpIP3CoJCNEDfyQhVw6zHZ9EpvMqnnuPchMbkDazqa4SwL3gMMiFGiBdJBECpUdJ0Nks1eOS6yTShbotBLhuYkdVDI6ac14vN8KBqMVC8HfvEnY+rNpXFOSJ60Iz7jlBhdKfKJj2GYEkG9i+oKZ9IOlMwY1ZgtnWQgyDPPavcwwCPnw5OtjYG2ke7kiKqMOyha5VWDgD/ZWBoQA3uxMXX1dvBMg9MhXykIIOkiBqZkAiKimcieiFAtNhWRW6E0Nxod7DJ3llhRaOeZZgpqQkSW4ESBHqE6YNWiBnTsQEMO0zqsY0IFd2vtIz6bb2fEpLeXI8S7Cwk9Y+4Ls91dAECp1UKjAB0vlJ5MIJ+nW6gQZtFIsvQQN0HPrgTdXa0oWg/1UVoTsHCBQ6qQhGz+YbpigWXUVdF8hkeCVyUnQRo5Boqh9FPS0ctS9p876qRkkmGIzohy7O6ST8gp7/JOWrVZ8o/GAHgoY7lmG8CRmNGPooH0xSSAceoMY55TO52knYQ01NMLD6rAMlAXmOmmoQqSIUYGwWdXdS+HRjnERysMyzq/RiCgPlVP3RkooBZzQF5Blg25CqUl2hi3o9Saz8Q65sXXyiMoJG1TTgVkmmqOhIGh0mdJ5pAiqxEP1TJxLipIJSXULGIIeAWyXBhDdlMn5XNOoJGHXj1XcEZXfbDso3TOcobYJIAVuXELhVkmlp3ZdGx3n8TBYKgAHog1i6DeDu4v/KF8IO56peAUDuGnAR5hydHHCrZPCQAfuCSxN/gbBAxaSJz8LOBOQje0y+wHFQzQqbvBWqicLTSTroTizZ3EcFuFVSPaj/PqerNBg/pcaYCsCVXLpFgCQuEKn7j3PIvBOqw9mUq4OnzdU0AOq5Sb6WFGizpbVlX8mhQ580BH+04BxbnEbkSRWdDldDeQBd9htd1hfTAdPjXWLJCbdJnyCluck2ChurlMax5ZzKbzeUVFRUHAsmuz7ouHP6AJCECXzDwERypmgA3Q5/d9q8TgPMshOWp0Nu7zCdgEy9wDHLh5QHp8AtxoO9F4dgtnFkav1GE5KeowxLUxAG2I9AoahbfAdKqDbidE2dID8rc6JxL1mm2/SZhcgW4BT+zxJswPf67MpkdjtlmNZVcHWBz4iIJEU5mTLcRyiMT3eJPA0kq56YTAT1BBHAcCmm8mS7uUAbp9oJNnho/7ddG1BDfGygW/qaAgJtJZbMNhMnEwyuxwT6IBhXai7SwmRv8W9EXQysbuubmk5U3kcmr1MffFmpLlcmBjnVriLL3g46+KVrlsOOFEztFcfCJFpYsg65jAaiEp7pcpjGWVEypafsUxKgDao1/G/r7yMxovLPynSialU6QOZcA3RaIhcAl8Ap/J4lGHJpBhO2K/gizpkOVYMz7HOajmiJYpoUXSRoEncFD7tEVbO1BZPrSZUWRTLaW/hOzD+rkzKUZmriPlmVTuZcA2TYeS4XSOASOIXfOwIOx02o3hiHYBKuNhOPykVlddHlx+I1cQP3ZB1tl0IJUaDpgH4+8MgNmXl3PRdJMj4c6I8kjI00kzYWydk5M1G8hU8SgEv8vYNgg4YOWJ/JvD4v7ZvLPO5cgTIPqFSZgLoJC4BYcjDjgtIrDcgKbyCZjaNZlh6E9MPDZLpGSrO58zNdUpDKscyHS6eNS23oIFivMzM7enyz+DNUakjrxrrT47ATYJ9FpYcKc7LSzeCiAuhiSavWNVUlJx+IUuWsDwApZnONrCfAEodAGDnTBjgELvHvDoKhtsyIy6o2Bk9GKgWxwlIT0F4BXL33bBckdVm5qRkTfUNdZcuVdlg/P2ov2Mrroq5Rq8/JY4P52EoDh1inCOhUbW3qT4avTINgugIMhDxLR4SdFJZtSheFS6ptrNrkIiEtSLXHEoLqeyq4UCCo+sIq1Joq+0bdKw2AQ/LvTgSrPP+M9cHEHTnquWakTWoC6cVX84sx1ZDq1pDVYF0WGLJQlGuxBFdQIqkTH6bOVZLJEtJqYl8Z1k71ysq+NuT0CXAHHJKvdSIYKpUGT/c631LMtKWki4zU2Vf0KbV/iS7kchk8Si+WOU7D/pIgWWQJadf6lvR7yRWmLhZOPUCNH9v65j4A7shqt0CXmt1Trx/+XPAFpvp8qjEAGGB11Ra1NSTtK0Ct4+NKLim9olJO+dz2ka4LSheXqnAkp1rikAsiuY2kagqSLK26mBLgjvpaF4J9WfzJ2u9W9v4QVeR93Vh1AAJRgWxyUVA75VEvnnspvbh6NYESwtcBWVVV0u6Msh3VxYJKsuz1t339nilkKu2tovOqz/oQ3FFf70Kw0aNHf/XuxCMrAoLd57MD9PjbQC4KoD6lLyxuDncQFk87JzaqMDrVj85RGcd5qVOV+D6L/nhzpPpSjXi17HRU/SeAUhMPeRpSLJijFeCO+noXggE33nzJsrrFm3/tujfpA1SDnAS57I5LLkZM8Cm2UY90Y6gShv2Lc65ApyqpvqIkizTiZdlpbniz/pNaMTgXqR+w9wjO6N7TEqy8vPTDYBBfScsnFgYGMRJh5+5c25SDHbZ6tNmjxGfiSAKdIW5j9PNa+sj44EkDPizaFUgrzSm4As7o3tMSDLiq9ocP+Tb2XSBPIiUJkab0UquOJFk9UrrFIZiUYpJkrqWgea1qwOuiXYm07C9wxfSekWCjRlW/M3x81abXVu8e571HIeAT7uvspCq9bNRj1CZ4lgxigUDXiS3h5F6lzH8KRMWSMfqCCQPDDHgXuzcuLp1SswlcMb1vJBhwzfVDF2zf0DAul1IM94Kq4O9JYJJeNo5Zk5TjnmmbFNvd8RoTrtn2We5Vkvy2Pis1Aw5JlkY5mCiAI2HvhxJs5NgLtuRDioXFjrlMos72AsLsEJcoC64m0R7VlK1bQzX4AZ3Rb9rIB5Fk2lNcS9s1V7nHIL3AkbDPhBIMeGDhDYEUm5dTKaaDlBI2oKqTS3qox6jYLxllobsX31cXANIZbDtWaB/Sqm7111JMlUb4DMKbGt/vHIqNe+C7yO+nrizTBL5nlPQCIgnWo0fplmCVsDZ4Kib56Zo7SJYwx6gKnSSKMu6le8JlE1xGpbpMLqWf9I0BlEbc4aCPi32iNMP72O4Kk4BpAZyIkl5AJMGA+x+eOjt4mi7Np1+MhrXtYRA1DZFtNRJJStcJYh9dpIdOVQIkyrOLvz6NDZLJ+pFy057IhT0Gvxc4YfNZK4L17NlzT+0vxyx58uFNs5J1zR3SL2bjWlAdtYSNcS9Pm+ukZdhRPa5+8T7cAy4Tq8vyrRKFiwJ1u8jktacETENVggvghM1nrQgGTLtl1PzN6xt+bMqGmAbkKtD2VIzOsLeVXjZRrlFqOs52DMioa1clClfXNpnA01KVSIsJLth+3ppgZWVlh+bMn3LbXTc+vTJXBr+UXjYE0alGIkq94lq5g2C6l/yM6nNKAnVVSKhEsU03n8beI8YIHAAXbK+xJhgwckz1S7NufmpNYPBPdu+eO1xK3OhqURMwojGBYSE4UKvyEArblJ/V5aSVbYLEuD/67TqpXBWqm9UqUTpOFUVsbgMsiOCLYMEYrQEHWlrsHyYnggUNt3722Re3bttw70XBgPRy7qEDKFFkaE2YlJChOBIyLIeuDtX4pW2lhvGo3nlJeF2bRBw7DDCV9FGlGLeMuHKNkmY+jq4FbXx+33/+5NZFS2e0ulznRDDg9NNP/WjhM9N/MXva8ueDThe5Xm8Lnna2ATMjq9KOEbOcfJ2rQy4KAGl/yaffVIiLTlZps4HoyMLtClNJH93KUO45hkmzsJAkB7RizjH3rhc6Ewy4aHT1n4aPr5r42urdN8a5Pgpq3HzUZ2l3qYPLKAx6xE2uDrkypK3HnBVSEkkpp4KefFMfgaiJNrksgLCVoZRm6hlSH7h0Ss2zmPM418YiGLDgwatnfdh4cFjwZQfGbcME0yERVdRLH5lONfJAL6ArJwyoUa4S0vaRjlvdKpMSUKeqTKpZh7DCZLLIlG5Tm1HDMlY/qf0VPJh7MNdxr49NsPLy8sN3z7t86uzpy7cfPdb6rbjtqNCtBDHQkB7Szgkz6gHp9zL5r1RJKa/hJHFCTQuOMKlDUI0y90RUtASkrM4Wi/JvSbXpAz1Ki/4Xc4y5jttGbIIBF42r+dvCZ2bMCOyxF3y5LkzSS550lnWUTKX9VLcGVQfDZABVeqnXSEKpBJWfiyqHSNJIF0cYCfAgyc9K5GorCMDcBqrxb0naSEQwALq59raxP3jyodfvTtoWYJIU8pxfVDiw6rWX7gXaVbr0nzr7TIYn837qPmWY1CGkJ97mrCLuoWsr7dh6Yuacix+Oa3dJJCYYcOc9U+bOmrH03A1r6q9N0k5U1kTdKXAVjJjQuRc4OTiFo1aYNXnvTW4PlYgkECClJKFGskZl0eG9dA9R2lJs/OTqF7NzOid5214IBv9YQ0NDbdPegxV76puHxm0naXF6hlirtpokrTxEYhvlagMGSkKymCZeRrLKRCWuB1nSlGIDq/vsuOWuEbWLnmpx8neZ4IVgABJerHj57MtuuvLJrXsaPq7x1a4LIIVU6YLfdYdRVdhGaoTtU9qEKMtIVuZQBZh6E+Q0rYwlTCvKJBhYddbuFS/PvKysrOzf0Z+2gzeCAdijWr7qjknTr1m0OZBkzsm3XLaGVKhuCYIRoWHQkcbkVfch6dRVp3TyElGmgG5lnQSB5Gpc/tIdk8rKSq33GW3glWBAr16l/1z+0p1jXUmWNFGqO1wAAASXSURBVGu1bay9CtpsNqSx2bKygXrowzbNuwpfarKNXHeOxdwlakgD7wQD4pIMiFvG15YkKkwnvHWuB5/J6nSHPlzhw9hPk1xAKgQDOkh29aNrbW2yOCktpWEfR3qZVJ666mMGIF8HV20ctFFIauzD5oJaTItcQGoEA9DxFa/MHHnTVUteTbK6NEEezDWRi5JIN4lRapXH9aUB7tMtoDsf6Yq4ITlYLbYZ9H5tLhWpEgyA4f/A41NGLn1kW11SP5kKEsRmcFWfkq1a9bn1ooOaaC6OunQND4KfC64In6tFE1InGAAXxmPLaq5b9ODqD8M8/iZJowNO09gQROdlT6JWfUOmAwBcJZmrmoSHHk5UX36uKOSEYACcscF/cwYN6f/X2dOWLTNtkJu81xIkly1BpJcdcE27mTZUkiUx/E3AxnX73uKffHjobZEzghH4gguXT294+IE/r5ShPqaDDypcycW26WUHCrEkYJokQ8gNoiKSblzHQc4JBiAKo2ZQ32Hz71n12PYNDT9lZKyaoE1FHHIRuUgEkhS+SdajtLh1+PiqZxHPlSTkJgnyQjAAX/jRpTOmvfVm/brZ05Y/gRh/U1SCjxxh3QX4brImkc0RNZ37BDH0CHP2ERGRBHkjGIEBWL/rd1t/+6vnlwTkmcwnmAlt+fuJVp/b9vSQmmu2Pcp3DQ5oxImh9428EwzAQDz29M9/tPWN+mseWrB6cUCy3iBaIdtMuYA8PcTUmIBaXoc7ETgUi3OLOFrmevonLRQEwYD2VeaLNS9/97Vnlm5ZUPeHN24NnuKc58IoNMh4e1N+/ABfzrx73BKcuIbf0eXcYtooGIIRGKBZcyff8bOZY574zd0rFwaDOulElF4qOAaq43f8lJq1SERimysi1yg4ghEYsEDMX3706LFR82Y/Nz/XSfAKHUj+hvxcNimU8omCJRiB/GTBavPirdf/fdRLL+yYn+uUnoUEGPDIONkdiEUUPMEIDGjwc/GWLfVDXq77y5xAdV6Zj3xl+QDycSFVOLI5hyXcLUR0G4IRGODg57pDh46d+8enN87YtK7+pv9uPHDu8SbVIK1Q0gcVNFDkwJSHvtDR7QhGYMBnzbli/veH9Ly/pOjMiS/Wba8NpNrEo55LEeYaKImHqmXX1g6v+6r1k3W68izdCd2WYET7BKy5cFTVmubm5tMa3/t0wsrnt0/d9mrDJZmizOndQbKhDDEqxaKYJ+otqiXxujO6PcEkMDHBz6oRY6pWNTQ0fOPzTzJDd+3YO2HT+vpLPmo8MCj4yCn5Jlx7IpQvz67svWvchOqNKKCOGteyDPHxhOOKYBLtE/bWhaOr3rp97hX37t+//9SmxsPDdu74YNjefzQPamo8eH5AOqTEKU6TdAGhWgIy1VdUfue9Ad/rs2vw0P5vV1SWvd23b98vUrtpAeG4JZgKTGjw88aFo6vf4GtNTU2l5eVnVtXv+qDfznf29ssUF/VrfL+5ItPa2rNp76cVwUd6BCSMykl7ICDQ0YoBZzRlioqOVJ7XpynT0rpv8JAB+1paW/adU/nthoqKiq75nk4Q/D9wvqzgXa/u3wAAAABJRU5ErkJggg==</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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