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High End Hyperstar (High End_Hyperstar.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Hyperstar" ShortName="Hyperstar" Company="High End" Version="40"> <Copyright Notice="© Avolites Ltd. 2023" /> <Thumbnail>48177c6d-623b-49dc-aef5-486b56ef6db5</Thumbnail> <History Date="01-02-15" Author="Nic Morris" Comment="Created" Version="1" /> <History Date="30-03-15" Author="Nic Morris" Comment="Added missing prism function ranges and removed animation functions in response to customer bug report." Version="2" /> <History Date="30-03-15" Author="Nic Morris" Comment="Revised blades in line with latest documentation in response to customer bug report." Version="3" /> <History Date="30-03-15" Author="Nic Morris" Comment="Revised animation functions in line with latest documentation in response to customer bug report." Version="4" /> <History Date="19-09-15" Author="Nic Morris" Comment="Revised blades against actual fixture." Version="5" /> <History Date="27-09-15" Author="Nic Morris" Comment="Revised fixed colour function names against physical fixture." Version="6" /> <History Date="27-09-15" Author="Nic Morris" Comment="Added stop function to animation in line with latest spec (1.0.7)" Version="7" /> <History Date="27-09-15" Author="Nic Morris" Comment="Updated control functions and macros to latest spec (1.0.7)" Version="8" /> <History Date="02-12-15" Author="Nic Morris" Comment="Increased macro delay and tested with actual fixture." Version="9" /> <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" Version="10" /> <History Date="25-07-17" Author="Nic Morris" Comment="Changed Blade All Rot to a single range for Attribute Editor compatibility." Version="11" /> <History Date="25-07-17" Author="Nic Morris" Comment="Added gobo names. Moved indigo into cell for HTP control." Version="12" /> <History Date="25-07-17" Author="Nic Morris" Comment="Changed AutoFocus to 8bit and added separate AutoFocus Adj control." Version="13" /> <History Date="25-07-17" Author="Nic Morris" Comment="Changed indigo func to default at independent dimmer." Version="14" /> <History Date="25-07-17" Author="Nic Morris" Comment="Fixed CMY random condition. Shortened Gobo 1 Rot Func name to comply with 14char limit." Version="15" /> <History Date="26-01-18" Author="Nic Morris" Comment="Created from High End SolaSpot Pro 1500 (identical - no gobo images available)" Version="16" /> <History Date="24-10-18" Author="Nic Morris" Comment="Created from High End SolaFrame 2000" Version="17" /> <History Date="21-03-19" Author="Nic Morris" Comment="Created from High End SolaFrame 1500" Version="18" /> <History Date="21-03-19" Author="Nic Morris" Comment="Added Atlabase ID's." Version="19" /> <History Date="21-07-21" Author="Nic Morris" Comment="Created from High End SolaFrame 1000" Version="20" /> <History Date="23-07-21" Author="Nic Morris" Comment="Changed name from SolaFrame 1000 High CRI to SolaFrame 1000 (High CRI) and added Atlabase IDs" Version="21" /> <History Date="25-11-21" Author="Nic Morris" Comment="Created from High End SolaFrame 1000 (High CRI) (note gobo names in datasheet don't match charts. used datasheet)" Version="22" /> <History Date="26-11-21" Author="Nic Morris" Comment="Inverted dimmer in line with charts ('full to off')" Version="24" /> <History Date="21-12-21" Author="Nic Morris" Comment="Created from High End SolaFrame Studio" Version="25" /> <History Date="15-12-23" Author="Nic Morris" Comment="Created from High End Lonestar (RDM mode ID's not specified. guessed)" Version="30" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="19538" ModelID="12044" /> </RDM> <AtlaBase TypeID="e05124ad-9d13-42c7-adb4-30705a9e9c4f" /> <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="C-Mix_Func" Name="C-Mix Func" Description="" Group="S"> <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" /> <Function ID="1" Name="Pure Mix (Full Speed)" Display="'Pure Mix (Full Speed)'" Dmx="0~0" Update="Cyan, Magenta, Yellow" /> <Function ID="2" Name="Cycle (Full Speed)" Display="'Cycle (Full Speed)'" Dmx="32~47" Update="Cyan, Magenta, Yellow" /> <Function ID="3" Name="Random (Full Speed)" Display="'Random (Full Speed)'" Dmx="48~63" Update="Cyan, Magenta, Yellow" /> <Function ID="4" Name="Pure Mix Fast (Full Speed)" Display="'Pure Mix Fast (Full Speed)'" Dmx="64~79" Update="Cyan, Magenta, Yellow" /> <Function ID="5" Name="Cycle Fast (Full Speed)" Display="'Cycle Fast (Full Speed)'" Dmx="80~95" Update="Cyan, Magenta, Yellow" /> <Function ID="6" Name="Random Fast (Full Speed)" Display="'Random Fast (Full Speed)'" Dmx="96~111" Update="Cyan, Magenta, Yellow" /> <Function ID="7" Name="Pure Mix (mSpeed)" Display="'Pure Mix (mSpeed)'" Dmx="128~159" Update="Cyan, Magenta, Yellow" /> <Function ID="8" Name="Cycle (mSpeed)" Display="'Cycle (mSpeed)'" Dmx="160~175" Update="Cyan, Magenta, Yellow" /> <Function ID="9" Name="Random (mSpeed)" Display="'Random (mSpeed)'" Dmx="176~191" Update="Cyan, Magenta, Yellow" /> <Function ID="10" Name="Pure Mix Fast (mSpeed)" Display="'Pure Mix Fast (mSpeed)'" Dmx="192~207" Update="Cyan, Magenta, Yellow" /> <Function ID="11" Name="Cycle Fast (mSpeed)" Display="'Cycle Fast (mSpeed)'" Dmx="208~223" Update="Cyan, Magenta, Yellow" /> <Function ID="12" Name="Random Fast (mSpeed)" Display="'Random Fast (mSpeed)'" Dmx="224~239" Update="Cyan, Magenta, Yellow" /> <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Cyan, Magenta, Yellow" /> </Attribute> <Attribute ID="Cyan" Name="Cyan" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Condition Name="Pure Mix" ID="1" If="'C-Mix_Func'==1||'C-Mix_Func'==4||'C-Mix_Func'==7||'C-Mix_Func'==10" /> <Condition Name="Cycle" ID="2" If="'C-Mix_Func'==2||'C-Mix_Func'==3||'C-Mix_Func'==5||'C-Mix_Func'==6||'C-Mix_Func'==8||'C-Mix_Func'==9||'C-Mix_Func'==11||'C-Mix_Func'==12" /> <Else ID="3" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="255~0" Colour="0,255,255" /> <Function ID="2" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" /> <Function ID="3" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Condition Name="Pure Mix" ID="1" If="'C-Mix_Func'==1||'C-Mix_Func'==4||'C-Mix_Func'==7||'C-Mix_Func'==10" /> <Condition Name="Cycle" ID="2" If="'C-Mix_Func'==2||'C-Mix_Func'==3||'C-Mix_Func'==5||'C-Mix_Func'==6||'C-Mix_Func'==8||'C-Mix_Func'==9||'C-Mix_Func'==11||'C-Mix_Func'==12" /> <Else ID="3" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="255~0" Colour="255,0,255" /> <Function ID="2" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" /> <Function ID="3" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Condition Name="Pure Mix" ID="1" If="'C-Mix_Func'==1||'C-Mix_Func'==4||'C-Mix_Func'==7||'C-Mix_Func'==10" /> <Condition Name="Cycle" ID="2" If="'C-Mix_Func'==2||'C-Mix_Func'==3||'C-Mix_Func'==5||'C-Mix_Func'==6||'C-Mix_Func'==8||'C-Mix_Func'==9||'C-Mix_Func'==11||'C-Mix_Func'==12" /> <Else ID="3" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="255~0" Colour="255,255,0" /> <Function ID="2" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" /> <Function ID="3" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="CTO" Name="CTO" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="CTO C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="255~0" Colour="255,240,200" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C"> <Locate Locate="3" PowerOn="3" /> <Function ID="1" Name="Fixed (Full Speed)" Display="'Fixed (Full Speed)'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Scan (Full Speed)" Display="'Scan (Full Speed)'" Dmx="64~79" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Index (Full Speed)" Display="'Index (Full Speed)'" Dmx="48~48" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Scroll CW (Full Speed)" Display="'Scroll CW (Full Speed)'" Dmx="16~31" Update="Colour1" Colour="0,0,0" /> <Function ID="5" Name="Scroll CCW (Full Speed)" Display="'Scroll CCW (Full Speed)'" Dmx="32~47" Update="Colour1" Colour="0,0,0" /> <Function ID="6" Name="Random (Full Speed)" Display="'Random (Full Speed)'" Dmx="80~95" Update="Colour1" Colour="0,0,0" /> <Function ID="7" Name="Fixed (mSpeed)" Display="'Fixed (mSpeed)'" Dmx="128~143" Update="Colour1" Colour="0,0,0" /> <Function ID="8" Name="Scan (mSpeed)" Display="'Scan (mSpeed)'" Dmx="192~207" Update="Colour1" Colour="0,0,0" /> <Function ID="9" Name="Index (mSpeed)" Display="'Index (mSpeed)'" Dmx="176~191" Update="Colour1" Colour="0,0,0" /> <Function ID="10" Name="Scroll CW (mSpeed)" Display="'Scroll CW (mSpeed)'" Dmx="144~159" Update="Colour1" Colour="0,0,0" /> <Function ID="11" Name="Scroll CCW (mSpeed)" Display="'Scroll CCW (mSpeed)'" Dmx="160~175" Update="Colour1" Colour="0,0,0" /> <Function ID="12" Name="Random (mSpeed)" Display="'Random (mSpeed)'" Dmx="208~239" Update="Colour1" Colour="0,0,0" /> <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C"> <Locate Locate="35:0" PowerOn="35:0" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23" If="'Colour1Func'==1||'Colour1Func'==7" /> <Condition Name="Scan" ID="24,25,26,27,28,29,30,31,32,33,34" If="'Colour1Func'==2||'Colour1Func'==8" /> <Condition Name="Index" ID="35" If="'Colour1Func'==3||'Colour1Func'==9" /> <Condition Name="Speed" ID="36,37" If="'Colour1Func'==4||'Colour1Func'==5||'Colour1Func'==6||'Colour1Func'==10||'Colour1Func'==11||'Colour1Func'==12" /> <Else ID="38" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Op/ Red" Display="'Op/ Red'" Dmx="11~21" WheelPosition="1" Colour="255,255,255" /> <Function ID="3" Name="Red" Display="'Red'" Dmx="22~32" WheelPosition="2" Colour="255,0,0" /> <Function ID="4" Name="Red/ Blu" Display="'Red/ Blu'" Dmx="33~43" WheelPosition="3" Colour="255,0,0" /> <Function ID="5" Name="Blue" Display="'Blue'" Dmx="44~54" WheelPosition="4" Colour="0,0,255" /> <Function ID="6" Name="Blu/ Grn" Display="'Blu/ Grn'" Dmx="55~65" WheelPosition="5" Colour="0,0,255" /> <Function ID="7" Name="Green" Display="'Green'" Dmx="66~76" WheelPosition="6" Colour="0,255,0" /> <Function ID="8" Name="Grn/ Yel" Display="'Grn/ Yel'" Dmx="77~87" WheelPosition="7" Colour="0,255,0" /> <Function ID="9" Name="Yellow" Display="'Yellow'" Dmx="88~98" WheelPosition="8" Colour="255,255,0" /> <Function ID="10" Name="Yel/ Ppl" Display="'Yel/ Ppl'" Dmx="99~109" WheelPosition="9" Colour="255,255,0" /> <Function ID="11" Name="Purple" Display="'Purple'" Dmx="110~120" WheelPosition="10" Colour="128,0,255" /> <Function ID="12" Name="Ppl/ TM30" Display="'Ppl/ TM30'" Dmx="121~131" WheelPosition="11" Colour="128,0,255" /> <Function ID="13" Name="TM30" Display="'TM30'" Dmx="132~142" WheelPosition="12" Colour="255,255,255" /> <Function ID="14" Name="TM30/ Lav" Display="'TM30/ Lav'" Dmx="143~153" WheelPosition="13" Colour="255,255,255" /> <Function ID="15" Name="Lavender" Display="'Lavender'" Dmx="154~164" WheelPosition="14" Colour="255,128,255" /> <Function ID="16" Name="Lav/ 4400K" Display="'Lav/ 4400K'" Dmx="165~175" WheelPosition="15" Colour="255,128,255" /> <Function ID="17" Name="4400K" Display="'4400K'" Dmx="176~186" WheelPosition="16" Colour="255,240,200" /> <Function ID="18" Name="4400K/ 3200K" Display="'4400K/ 3200K'" Dmx="187~197" WheelPosition="17" Colour="255,240,200" /> <Function ID="19" Name="3200K" Display="'3200K'" Dmx="198~208" WheelPosition="18" Colour="255,240,200" /> <Function ID="20" Name="3200K/ D Blu" Display="'3200K/ D Blu'" Dmx="209~219" WheelPosition="19" Colour="255,240,200" /> <Function ID="21" Name="Dark Blue" Display="'Dark Blue'" Dmx="220~230" WheelPosition="20" Colour="0,0,180" /> <Function ID="22" Name="D Blu/ Op" Display="'D Blu/ Op'" Dmx="231~241" WheelPosition="21" Colour="0,0,180" /> <Function ID="23" Name="Open" Display="'Open'" Dmx="242~255" WheelPosition="22" Colour="255,255,255" /> <Function ID="24" Name="Op/ Red" Display="'Op/ Red %.f%%',0~100" Dmx="0~21" WheelPosition="0" Colour="255,255,255" /> <Function ID="25" Name="Red/ Blu" Display="'Red/ Blu %.f%%',0~100" Dmx="22~43" WheelPosition="2" Colour="255,0,0" /> <Function ID="26" Name="Blu/ Grn" Display="'Blu/ Grn %.f%%',0~100" Dmx="44~65" WheelPosition="4" Colour="0,0,255" /> <Function ID="27" Name="Grn/ Yel" Display="'Grn/ Yel %.f%%',0~100" Dmx="66~87" WheelPosition="6" Colour="0,255,0" /> <Function ID="28" Name="Yel/ Ppl" Display="'Yel/ Ppl %.f%%',0~100" Dmx="88~109" WheelPosition="8" Colour="255,255,0" /> <Function ID="29" Name="Ppl/ TM30" Display="'Ppl/ TM30 %.f%%',0~100" Dmx="110~131" WheelPosition="10" Colour="128,0,255" /> <Function ID="30" Name="TM30/ Lav" Display="'TM30/ Lav %.f%%',0~100" Dmx="132~153" WheelPosition="12" Colour="255,255,255" /> <Function ID="31" Name="Lav/ 4400K" Display="'Lav/ 4400K %.f%%',0~100" Dmx="154~175" WheelPosition="14" Colour="255,128,255" /> <Function ID="32" Name="4400K/ 3200K" Display="'4400K/ 3200K %.f%%',0~100" Dmx="176~197" WheelPosition="16" Colour="255,240,200" /> <Function ID="33" Name="3200K/ D Blu" Display="'3200K/ D Blu %.f%%',0~100" Dmx="198~219" WheelPosition="18" Colour="255,240,200" /> <Function ID="34" Name="D Blu/ Op" Display="'D Blu/ Op %.f%%',0~100" Dmx="220~255" WheelPosition="20" Colour="0,0,180" /> <Function ID="35" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" /> <Function ID="36" Name="Stop" Display="'Stop'" Dmx="0~0" Colour="0,0,0" /> <Function ID="37" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="1~255" Colour="0,0,0" /> <Function ID="38" 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"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed (Full Speed)" Display="'Fixed (Full Speed)'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Scan (Full Speed)" Display="'Scan (Full Speed)'" Dmx="48~63" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Scroll CW (Full Speed)" Display="'Scroll CW (Full Speed)'" Dmx="16~31" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Scroll CCW (Full Speed)" Display="'Scroll CCW (Full Speed)'" Dmx="32~47" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Random (Full Speed)" Display="'Random (Full Speed)'" Dmx="64~79" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Fixed (mSpeed)" Display="'Fixed (mSpeed)'" Dmx="128~143" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="7" Name="Scan (mSpeed)" Display="'Scan (mSpeed)'" Dmx="176~191" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="8" Name="Scroll CW (mSpeed)" Display="'Scroll CW (mSpeed)'" Dmx="144~159" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="9" Name="Scroll CCW (mSpeed)" Display="'Scroll CCW (mSpeed)'" Dmx="160~175" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="10" Name="Random (mSpeed)" Display="'Random (mSpeed)'" Dmx="192~207" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="11" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" 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" If="'Gobo1Func'==1||'Gobo1Func'==2||'Gobo1Func'==6||'Gobo1Func'==7" /> <Condition Name="Speed" ID="11,12" If="'Gobo1Func'==3||'Gobo1Func'==4||'Gobo1Func'==5||'Gobo1Func'==8||'Gobo1Func'==9||'Gobo1Func'==10" /> <Else ID="13" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>86cc5049-1bf2-4d97-b490-a407af63a8ac</Swatch> </Function> <Function ID="2" Name="Gobo 1 (Bar)" Display="'Gobo 1 (Bar)'" Dmx="16~31" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>08398aff-72ed-4441-a3be-6ae6fe5dcb81</Swatch> </Function> <Function ID="3" Name="Gobo 2 (Starvolver)" Display="'Gobo 2 (Starvolver)'" Dmx="32~47" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>5caaa155-cbe6-41c8-b5bc-dbe25c4e8df5</Swatch> </Function> <Function ID="4" Name="Gobo 3 (Fracked)" Display="'Gobo 3 (Fracked)'" Dmx="48~63" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>27e6f51c-798e-43d4-a1b7-e6fb8c2a2316</Swatch> </Function> <Function ID="5" Name="Gobo 4 (Broken Tunnel)" Display="'Gobo 4 (Broken Tunnel)'" Dmx="64~79" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>ca35dc60-c2bd-4359-8d28-aae31ae382d5</Swatch> </Function> <Function ID="6" Name="Gobo 5 (Seashell)" Display="'Gobo 5 (Seashell)'" Dmx="80~95" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>89dd6d49-82c6-44b0-ad54-89d96832ac13</Swatch> </Function> <Function ID="7" Name="Gobo 6 (Glacial)" Display="'Gobo 6 (Glacial)'" Dmx="96~111" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d5262f7f-bb5d-4dba-aac9-ed41b7e6215b</Swatch> </Function> <Function ID="8" Name="Gobo 7 (Shower)" Display="'Gobo 7 (Shower)'" Dmx="112~127"> <Swatch>62cc61d9-4c4c-4672-9548-705c85dd965f</Swatch> </Function> <Function ID="9" Name="Gobo 8 (Ice)" Display="'Gobo 8 (Ice)'" Dmx="128~143"> <Swatch>856b1054-b899-4f2c-9f59-4073143e5259</Swatch> </Function> <Function ID="10" Name="Gobo 9 (Branch Out)" Display="'Gobo 9 (Branch Out)'" Dmx="144~159"> <Swatch>0bf8b9f9-fdc7-4292-98fc-669caf6bc9e8</Swatch> </Function> <Function ID="11" Name="Stop" Display="'Stop'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="12" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="4~255" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo1RotFunc" Name="Gobo 1 Rot Fnc" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Index" Display="'Index'" Dmx="0~0" Update="Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Spin CW" Display="'Spin CW'" Dmx="16~31" Update="Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Spin CCW" Display="'Spin CCW'" Dmx="32~47" Update="Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Anim CW" Display="'Anim CW'" Dmx="48~63" Update="Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Anim CCW" Display="'Anim CCW'" Dmx="64~79" Update="Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo 1 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo1RotFunc'==1" /> <Condition Name="Spin" ID="2,3" If="'Gobo1RotFunc'>1&&'Gobo1RotFunc'<6" /> <Else ID="4" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Spin" Display="'Spin %.2f%%',0.00~100.00" Dmx="1028~65535" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed (Full Speed)" Display="'Fixed (Full Speed)'" Dmx="0~0" Update="Gobo2" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Scan (Full Speed)" Display="'Scan (Full Speed)'" Dmx="48~63" Update="Gobo2" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Scroll CW (Full Speed)" Display="'Scroll CW (Full Speed)'" Dmx="16~31" Update="Gobo2" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Scroll CCW (Full Speed)" Display="'Scroll CCW (Full Speed)'" Dmx="32~47" Update="Gobo2" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Random (Full Speed)" Display="'Random (Full Speed)'" Dmx="64~79" Update="Gobo2" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Fixed (mSpeed)" Display="'Fixed (mSpeed)'" Dmx="128~143" Update="Gobo2" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="7" Name="Scan (mSpeed)" Display="'Scan (mSpeed)'" Dmx="176~191" Update="Gobo2" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="8" Name="Scroll CW (mSpeed)" Display="'Scroll CW (mSpeed)'" Dmx="144~159" Update="Gobo2" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="9" Name="Scroll CCW (mSpeed)" Display="'Scroll CCW (mSpeed)'" Dmx="160~175" Update="Gobo2" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="10" Name="Random (mSpeed)" Display="'Random (mSpeed)'" Dmx="192~207" Update="Gobo2" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="11" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Gobo2" 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" If="'Gobo2Func'==1||'Gobo2Func'==6" /> <Condition Name="Scan" ID="13,14,15,16,17,18,19,20,21,22,23,24" If="'Gobo2Func'==2||'Gobo2Func'==7" /> <Condition Name="Speed" ID="25,26" If="'Gobo2Func'==3||'Gobo2Func'==4||'Gobo2Func'==5||'Gobo2Func'==8||'Gobo2Func'==9||'Gobo2Func'==10" /> <Else ID="27" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>86cc5049-1bf2-4d97-b490-a407af63a8ac</Swatch> </Function> <Function ID="2" Name="Gobo 1 (Shattered)" Display="'Gobo 1 (Shattered)'" Dmx="20~39" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d9f68d6b-4b0b-43ac-aa37-5111f542854f</Swatch> </Function> <Function ID="3" Name="Gobo 2 (MiscSpots)" Display="'Gobo 2 (MiscSpots)'" Dmx="40~59" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>25e36e13-15d2-471e-91ef-035eeddd284c</Swatch> </Function> <Function ID="4" Name="Gobo 3 (Light Organic)" Display="'Gobo 3 (Light Organic)'" Dmx="60~79" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>0054cd6c-811a-4e34-98ae-12833c7ea416</Swatch> </Function> <Function ID="5" Name="Gobo 4 (Thatch)" Display="'Gobo 4 (Thatch)'" Dmx="80~99" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d75fe4d5-8dec-426c-ad4e-dbc051ece702</Swatch> </Function> <Function ID="6" Name="Gobo 5 (Across)" Display="'Gobo 5 (Across)'" Dmx="100~119" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>76c98aec-c9b0-4184-a874-13923e38c3fc</Swatch> </Function> <Function ID="7" Name="Gobo 6 (Triangles)" Display="'Gobo 6 (Triangles)'" Dmx="120~139" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>bedf3ed0-c576-49b4-950d-af2a68416742</Swatch> </Function> <Function ID="8" Name="Gobo 7 (Daisey)" Display="'Gobo 7 (Daisey)'" Dmx="140~159" WheelPosition="7"> <Swatch>9b376127-c855-4410-bdc5-ec4107c15462</Swatch> </Function> <Function ID="9" Name="Gobo 8 (Small Aperture)" Display="'Gobo 8 (Small Aperture)'" Dmx="160~179" WheelPosition="8"> <Swatch>5760e466-b47e-495f-b60a-ff13258ead14</Swatch> </Function> <Function ID="10" Name="Gobo 9 (25% Aperture)" Display="'Gobo 9 (25% Aperture)'" Dmx="180~199" WheelPosition="9"> <Swatch>3c4fa857-ab97-46b6-9fe9-258d9dca5310</Swatch> </Function> <Function ID="11" Name="Gobo 10 (50% Aperture)" Display="'Gobo 10 (50% Aperture)'" Dmx="200~219" WheelPosition="10"> <Swatch>e6ffc4d0-2961-4e8c-9fe9-006087b58a17</Swatch> </Function> <Function ID="12" Name="Gobo 11 (75% Aperture)" Display="'Gobo 11 (75% Aperture)'" Dmx="220~239" WheelPosition="11"> <Swatch>8f361fb7-ca1f-4e66-9d89-056738281138</Swatch> </Function> <Function ID="13" Name="Open/ 1" Display="'Open/ 1 %.f%%',0~100" Dmx="0~21" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>86cc5049-1bf2-4d97-b490-a407af63a8ac</Swatch> </Function> <Function ID="14" Name="Gobo 1/ 2" Display="'Gobo 1/ 2 %.f%%',0~100" Dmx="22~43" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d9f68d6b-4b0b-43ac-aa37-5111f542854f</Swatch> </Function> <Function ID="15" Name="Gobo 2/ 3" Display="'Gobo 2/ 3 %.f%%',0~100" Dmx="44~65" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>25e36e13-15d2-471e-91ef-035eeddd284c</Swatch> </Function> <Function ID="16" Name="Gobo 3/ 4" Display="'Gobo 3/ 4 %.f%%',0~100" Dmx="66~87" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>0054cd6c-811a-4e34-98ae-12833c7ea416</Swatch> </Function> <Function ID="17" Name="Gobo 4/ 5" Display="'Gobo 4/ 5 %.f%%',0~100" Dmx="88~109" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d75fe4d5-8dec-426c-ad4e-dbc051ece702</Swatch> </Function> <Function ID="18" Name="Gobo 5/ 6" Display="'Gobo 5/ 6 %.f%%',0~100" Dmx="110~131" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>76c98aec-c9b0-4184-a874-13923e38c3fc</Swatch> </Function> <Function ID="19" Name="Gobo 6/ 7" Display="'Gobo 6/ 7 %.f%%',0~100" Dmx="132~153" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>bedf3ed0-c576-49b4-950d-af2a68416742</Swatch> </Function> <Function ID="20" Name="Gobo 7/ 8" Display="'Gobo 7/ 8 %.f%%',0~100" Dmx="154~175" WheelPosition="7"> <Swatch>9b376127-c855-4410-bdc5-ec4107c15462</Swatch> </Function> <Function ID="21" Name="Gobo 8/ 9" Display="'Gobo 8/ 9 %.f%%',0~100" Dmx="176~197" WheelPosition="8"> <Swatch>5760e466-b47e-495f-b60a-ff13258ead14</Swatch> </Function> <Function ID="22" Name="Gobo 9/ 10" Display="'Gobo 9/ 10 %.f%%',0~100" Dmx="198~219" WheelPosition="9"> <Swatch>3c4fa857-ab97-46b6-9fe9-258d9dca5310</Swatch> </Function> <Function ID="23" Name="Gobo 10/ 11" Display="'Gobo 10/ 11 %.f%%',0~100" Dmx="220~241" WheelPosition="10"> <Swatch>e6ffc4d0-2961-4e8c-9fe9-006087b58a17</Swatch> </Function> <Function ID="24" Name="Gobo 11/ Op" Display="'Gobo 11/ Op %.f%%',0~100" Dmx="242~255" WheelPosition="11"> <Swatch>8f361fb7-ca1f-4e66-9d89-056738281138</Swatch> </Function> <Function ID="25" Name="Stop" Display="'Stop'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="26" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="4~255" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="27" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Animation" Name="Animation" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Animation_Rot" Name="Animation Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="63~0" /> <Function ID="2" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="64~127" /> <Function ID="3" Name="Anim CW" Display="'Anim CW %.f%%',100~0" Dmx="191~128" /> <Function ID="4" Name="Anim CCW" Display="'Anim CCW %.f%%',0~100" Dmx="192~255" /> </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" Update="Prism_1_Rot" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="16~31" Update="Prism_1_Rot" /> <Function ID="3" Name="Spin CW" Display="'Spin CW'" Dmx="32~47" Update="Prism_1_Rot" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW'" Dmx="48~63" Update="Prism_1_Rot" /> <Function ID="5" Name="Anim CW" Display="'Anim CW'" Dmx="64~79" Update="Prism_1_Rot" /> <Function ID="6" Name="Anim CCW" Display="'Anim CCW'" Dmx="80~95" Update="Prism_1_Rot" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Prism_1_Rot" /> </Attribute> <Attribute ID="Prism_1_Rot" Name="Prism 1 Rot" Description="" Group="E" Size="2"> <Locate Locate="4:0" PowerOn="4:0" /> <Condition Name="Index" ID="1" If="'Prism_1'==2" /> <Condition Name="Spin" ID="2,3" If="'Prism_1'>2&&'Prism_1'<7" /> <Else ID="4" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="3" Name="Spin" Display="'Spin %.2f%%',0.00~100.00" Dmx="1028~65535" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </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" Update="Prism_2_Rot" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="16~31" Update="Prism_2_Rot" /> <Function ID="3" Name="Spin CW" Display="'Spin CW'" Dmx="32~47" Update="Prism_2_Rot" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW'" Dmx="48~63" Update="Prism_2_Rot" /> <Function ID="5" Name="Anim CW" Display="'Anim CW'" Dmx="64~79" Update="Prism_2_Rot" /> <Function ID="6" Name="Anim CCW" Display="'Anim CCW'" Dmx="80~95" Update="Prism_2_Rot" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Prism_2_Rot" /> </Attribute> <Attribute ID="Prism_2_Rot" Name="Prism 2 Rot" Description="" Group="E" Size="2"> <Locate Locate="4:0" PowerOn="4:0" /> <Condition Name="Index" ID="1" If="'Prism_2'==2" /> <Condition Name="Spin" ID="2,3" If="'Prism_2'>2&&'Prism_2'<7" /> <Else ID="4" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="3" Name="Spin" Display="'Spin %.2f%%',0.00~100.00" Dmx="1028~65535" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Diffusion_1" Name="Diffusion 1" 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="1~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Diffusion_2" Name="Diffusion 2" 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="1~255" 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="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" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Shutter_Func" Name="Shutter Func" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" Intensity="0~0" /> <Function ID="2" Name="Random" Display="'Random'" Dmx="32~63" Intensity="0~0" /> <Function ID="3" Name="Sync Rnd" Display="'Sync Rnd'" Dmx="64~95" Intensity="0~0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Intensity="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="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="24~229" Intensity="0~0" /> </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" Intensity="0~0" /> </Attribute> <Attribute ID="mSpeed" Name="mSpeed" Description="" Group="S"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="255~4" /> <Function ID="2" Name="Disable" Display="'Disable'" Dmx="0~0" /> </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="P/T mSpeed Off" Display="'P/T mSpeed Off'" Dmx="16~19" /> <Function ID="3" Name="Display OFF" Display="'Display OFF'" Dmx="32~47" /> <Function ID="4" Name="Display ON" Display="'Display ON'" Dmx="48~63" /> <Function ID="5" Name="Reset" Display="'Reset'" Dmx="80~95" /> <Function ID="6" Name="Shutdown" Display="'Shutdown'" Dmx="96~111" /> <Function ID="7" Name="Disable P/T" Display="'Disable P/T'" Dmx="112~127" /> <Function ID="8" Name="Dim Mode 2.4 kHz" Display="'Dim Mode 2.4 kHz'" Dmx="128~143" /> <Function ID="9" Name="Dim Mode 16 kHz" Display="'Dim Mode 16 kHz'" Dmx="144~159" /> </Attribute> <Attribute ID="Fan" Name="Fan" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" /> <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="16~207" /> <Function ID="3" Name="Auto" Display="'Auto'" Dmx="208~223" /> <Function ID="4" Name="Studio" Display="'Studio'" Dmx="224~239" /> </Attribute> <Attribute ID="Reserved" Name="Reserved" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Prism" Name="Prism" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Update="Prism_Rot" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="16~31" Update="Prism_Rot" /> <Function ID="3" Name="Spin CW" Display="'Spin CW'" Dmx="32~47" Update="Prism_Rot" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW'" Dmx="48~63" Update="Prism_Rot" /> <Function ID="5" Name="Anim CW" Display="'Anim CW'" Dmx="64~79" Update="Prism_Rot" /> <Function ID="6" Name="Anim CCW" Display="'Anim CCW'" Dmx="80~95" Update="Prism_Rot" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Prism_Rot" /> </Attribute> <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E" Size="2"> <Locate Locate="4:0" PowerOn="4:0" /> <Condition Name="Index" ID="1" If="'Prism'==2" /> <Condition Name="Spin" ID="2,3" If="'Prism'>2&&'Prism'<7" /> <Else ID="4" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="3" Name="Spin" Display="'Spin %.2f%%',0.00~100.00" Dmx="1028~65535" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Diffusion_3" Name="Diffusion 3" Description="" Group="B" Size="2"> <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 %.2f%%',0.00~100.00" Dmx="1~65535" Iris="0~0" Zoom="0~0" /> </Attribute> </Control> <Mode Name="Standard, 39 DMX" Channels="39" Id="e0eefe41-cd32-458a-b728-083b69149f9a"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="255" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <RDM> <Version SoftwareID="-1" PersonalityID="1" /> </RDM> <AtlaBase ModeID="cd82b3a7-af8b-47f4-9a7d-a64866fad9d6" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="C-Mix_Func" ChannelOffset="5" Wheel="37" /> <Attribute ID="Cyan" ChannelOffset="6" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="7" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="8" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="9" Wheel="9" /> <Attribute ID="Colour1Func" ChannelOffset="10" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="11" Wheel="8" /> <Attribute ID="Gobo1Func" ChannelOffset="12" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="13" Wheel="14" /> <Attribute ID="Gobo1RotFunc" ChannelOffset="14" Wheel="43" /> <Attribute ID="Gobo1Rot" ChannelOffset="15,16" Wheel="44" /> <Attribute ID="Gobo2Func" ChannelOffset="17" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="18" Wheel="17" /> <Attribute ID="Animation" ChannelOffset="19" Wheel="83" /> <Attribute ID="Animation_Rot" ChannelOffset="20" Wheel="84" /> <Attribute ID="Prism_1" ChannelOffset="21" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="22,23" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="24" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="25,26" Wheel="54" /> <Attribute ID="Diffusion_1" ChannelOffset="27" Wheel="49" /> <Attribute ID="Diffusion_2" ChannelOffset="28" Wheel="50" /> <Attribute ID="Focus" ChannelOffset="29,30" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="31,32" Wheel="19" /> <Attribute ID="Shutter_Func" ChannelOffset="33" Wheel="4" /> <Attribute ID="Shutter" ChannelOffset="34" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="35,36" Wheel="1" /> <Attribute ID="mSpeed" ChannelOffset="37" Wheel="25" /> <Attribute ID="Control" ChannelOffset="38" Wheel="28" /> <Attribute ID="Fan" ChannelOffset="39" Wheel="26" /> </Include> </Mode> <Mode Name="Trifusion, 39 DMX" Channels="39" Id="790496a8-ba4b-4301-b575-547a978c6616"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="255" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <RDM> <Version SoftwareID="-1" PersonalityID="2" /> </RDM> <AtlaBase ModeID="ce33abdd-121d-49f2-85ff-d3ca034d7c53" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="C-Mix_Func" ChannelOffset="5" Wheel="37" /> <Attribute ID="Cyan" ChannelOffset="6" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="7" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="8" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="9" Wheel="9" /> <Attribute ID="Colour1Func" ChannelOffset="10" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="11" Wheel="8" /> <Attribute ID="Gobo1Func" ChannelOffset="12" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="13" Wheel="14" /> <Attribute ID="Gobo1RotFunc" ChannelOffset="14" Wheel="43" /> <Attribute ID="Gobo1Rot" ChannelOffset="15,16" Wheel="44" /> <Attribute ID="Gobo2Func" ChannelOffset="17" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="18" Wheel="17" /> <Attribute ID="Animation" ChannelOffset="19" Wheel="83" /> <Attribute ID="Animation_Rot" ChannelOffset="20" Wheel="84" /> <Attribute ID="Prism" ChannelOffset="21" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="22,23" Wheel="24" /> <Attribute ID="Reserved" ChannelOffset="24" Wheel="29" /> <Attribute ID="Diffusion_1" ChannelOffset="25" Wheel="49" /> <Attribute ID="Diffusion_2" ChannelOffset="26" Wheel="50" /> <Attribute ID="Diffusion_3" ChannelOffset="27,28" Wheel="51" /> <Attribute ID="Focus" ChannelOffset="29,30" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="31,32" Wheel="19" /> <Attribute ID="Shutter_Func" ChannelOffset="33" Wheel="4" /> <Attribute ID="Shutter" ChannelOffset="34" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="35,36" Wheel="1" /> <Attribute ID="mSpeed" ChannelOffset="37" Wheel="25" /> <Attribute ID="Control" ChannelOffset="38" Wheel="28" /> <Attribute ID="Fan" ChannelOffset="39" Wheel="26" /> </Include> </Mode> <Macro> <Macro Name="Reset"> <Set Channel="Control:5" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Shutdown"> <Set Channel="Control:6" Delay="10000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display OFF"> <Set Channel="Control:3" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display ON"> <Set Channel="Control:4" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Disable P/T"> <Set Channel="Control:7" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Mode 2.4 kHz"> <Set Channel="Control:8" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Mode 16 kHz"> <Set Channel="Control:9" Delay="4000" /> <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="Gobo 1 (Bar)" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="3" Name="Gobo 2 (Starvolver)" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="4" Name="Gobo 3 (Fracked)" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="5" Name="Gobo 4 (Broken Tunnel)" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="6" Name="Gobo 5 (Seashell)" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="7" Name="Gobo 6 (Glacial)" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="8" Name="Gobo 7 (Shower)" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="9" Name="Gobo 8 (Ice)" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="10" Name="Gobo 9 (Branch Out)" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:1,Gobo2:1,Gobo2Func:1" /> <Palette ID="11" Name="Gobo 1 (Shattered)" Number="0" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="12" Name="Gobo 2 (MiscSpots)" Number="0" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="13" Name="Gobo 3 (Light Organic)" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="14" Name="Gobo 4 (Thatch)" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="15" Name="Gobo 5 (Across)" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="16" Name="Gobo 6 (Triangles)" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="17" Name="Gobo 7 (Daisey)" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="18" Name="Gobo 8 (Small Aperture)" Number="0" Page="1" SetControl="Gobo2:9,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="19" Name="Gobo 9 (25% Aperture)" Number="0" Page="1" SetControl="Gobo2:10,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="20" Name="Gobo 10 (50% Aperture)" Number="0" Page="1" SetControl="Gobo2:11,Gobo2Func:1,Gobo1:1,Gobo1Func:1" /> <Palette ID="21" Name="Gobo 11 (75% Aperture)" Number="0" Page="1" SetControl="Gobo2:12,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 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="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" /> </Group> <Group Name="Beam"> <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" /> <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" /> <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> 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</Swatch> 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</Swatch> 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WeWBHsL/+f07+3OOon8SiXEglSUhBL0aTQFeoXq7lQLGVCbKRsyksf+tCHSubddpjtiHxl0fomF4jQ+u+BhUAbmO5mYsmiFI6CCQnaVkwUj6E6XKd7qAT1mMc8pow3zbpqc5cqFxMpGd1Z9r3LuoL5IGb+g5mhNeWwww4rs5hcchdFEI+f+MQnSgtWb7OhjPZTwfoRfW+MjtP6sZtEPGZVw2g/OdAtSjEWSnnWs55VXp8WGdZmaFUgEvvw4mi8jI7v2vV7ecGql8+5I1LVS/NtKZ/Kh6WhohdNvXaiJaP2TbtvVLDR3CMua6hUfV3S91kK1XVQCEFtVY5qE+WW+g3XoqN9h1U1uzv/Wx1KVOI9ATl+jMLqwrVMVN/mRtevxBPtnwIJIZoEwYoSijgv56aUxJPkgvYQnypX1X8zB5a5yVy5LF4y2meI3eR5xM3Gfyku9ykVVfCWs4TIUcXsKogHLge/VcG+//KXvywd8fTJt9X2XE7uZhSpZWrefA/LA+9LYDofa4XhybqUDYWS/5Zis+59Y1N0UFXnrEMG7dz1ruXX5ro0BUS/mQF0aP3iKbmC+Th5vuFcQCbWhdJUGCKK1frxo+PUoT8+F6UpLkWx3DntsMMOy7YXw+Vum1sx7sF2dTpQTu5dDGdOgYfU5cJRIgJzLL3z4d5Yua997WvlrKjq/BwfnZJP9KUUlNQaGSwdgpZ1jmgfhG/92DlMe9ttt93KRGLIC9wTu6dTWKFgvoCfbzQzLFNUiT7x5zznOWWwXP0d6efm9KkfitGa3sgIFkFp6y59wxvesOI3Vo2uxDJL1biitnLLEGENZKIsBeVl6ShVfrwuqFjk3b4U2VS4pqDf/dRkaJvXvOY1ZYhBiaNtFwQrAa5QsBOyDeaGBy2Gif4GFE5/VZdQsCFtz8CKuOH1mKNLBOvR/ii4ktFQy5vLL37xi/Lhy6qjY+QQXrBceDuJxDwtNtyi/alJiou1Q3kBnMurX/3qkt7hHZpopBlxQrrk/1ewJFsljNpzX4esrmpxaVvmu0nwUqzCEGsghac0Q0QM5IFE+/PCSPGVomYR7q2rny1H5W65Sy6RO8TGc6vgXLXjaL7kTlk+mba6pv+3iAp6KBJ0j3qmdiPhgxeyfvw5QJe2SodJ/3e6gu259IfRIYv72Mc+Ntfbn4t4CUfEQkbHAzfYWzprS7ZYB3mpi9QDq+9fIiAJePazn13GTixNDi+DNmix2X777Vd2oLJCXfFZDt0UlEq5qKkteohw3SgQ+xyi5HNgz3TY9K/TFeyg7A+j4tGPfnQr6TeLsIAmuUbHAw826omfRSi0zJGSRMcaE9wUd4xj04c2r7gH4ktKlWfTC8JB6RTSv05XsNHLQzlkZvMsaIKAZM5xNoLXeh++/1du4tqqv+F29KzPu0ZELpISRGt+7HngoXNx4jvdG2O9FOI97rSeMVfH9HJyq+I7xXRWFqVT33ZOlHxYpWDfyP4wN6TsPm9noTfkn+8EIR619HYJVyqDMlFVqi3ualq/CxkrJsrfdm3BecYKbqiAFhk5hlA0NIN27j5rVDSBxcp5uLHEkgTR8UC7UvTCma8QbT8HvpF2m/6zbt2WCacl1DeYCd7IyiW6EGxx9f/6wigN3geUcvwdOegCJQFdQTxmXRHbG4h9j9yvArfzqFcDxFO6VB1zLGF1WFcxF4upPuql6DuLG6c1trjv4sMmIlgCkMenJsDINqNt5wCdolvrdl4amBvSXTdc4xu3yPIoU+DBvKkoBwXjPlP7myC4zyewSvtZRzVBjYL524n91pJT549wU8o4Y61DFol+rvyYTeCyUAZTCMW3fofaJlJV/5vMEvGck8tt8eycoFvr9skG5gLCr+4yoiUnxQj1OGosUD5vKPfszZTVcblR27CsTvDO8sw7oycXnSD10gvXRKm1OIsl879RMlPtUA9VG7QKQTUDaWpxvBFLRTno1roDs4HRoZqfWxXuSWAZbRuBy7TYr8wKPcGdKoiLg3J4qJRKvOdt9UC1EWtsVIDuUw7hQvFBeKG+nRh1QQXk+xRncf95AG9WVb5NG1yHdqE3velN5csylSg31WedjwC6te7wbGBusEwIP12T1UNVOhKMoyzaWGnEqDSdRfFtbMH7WFYF4WhqXMRrNcF577///mU/vPPpsih15fL7ejOgl63eWtMXPISMj6WbQrwEylvRsWcE3Vp3dDYwM1AETH/+lnmoShPRhAPKh1p44AMfWC67ZG2G3NJNJboixGss21BuCKOuVul88x4r8YwEJt/WQnNRgyLKxX5sI9t1z5DCoGyTL8LXBrXcsRXNdYxcw6Rb647PBmaCuKftcy64qKqJTkFWi/NYnM88wiJxuZYHN+ljiHXzgiAwKZw+sGqc8khq2iyvNcxsi8KJhOX2YvapD1qjom0BYrSPEhUFFgPKcnWcOMcKvIvZXxNMb6Nb607NBmaCk6M4LkLAGHE7ShW2lcm03RBvuIBbmq2HyhxBWU+9Y5S1Q1PkfVLiOz1krIn+erGbdhSZLDD/aJKmh+8NVpppmx7WBi0wfZalUoRnpWTAbYw9K4lu6eo8tR/EqpV9rOCoNGeeqHhy5GbCoaBb4y+LiVMRf/iyP1eBs8pnsnjLNQTivRCWXAPYvimb8TZXrdOC9+rtpgxiN+jb18Q9ImQjYdUQqNHvuiBIthiKJAFLXoFLFotV9VjWvqJaWE1MfpvFo/iK0u5Z/ZizQJyMKkLviC8lISymORMj82F0K/zDTJDxWbmQ4gAlm5eO8PspKA0UBbeNJ+IiTBWjvBMQjuvB0mg9EnvW/+a+mVjSZt0pGoXo20mbw8vnmWhqbPsCL0qnbQb9DAgHB4Nvj1yj9JcFi34TwUOQuVXfJuImTCOLtl00PNhqrQpUiBWwKajsWIiAYM4h5vF3MddNbnKTkiTusrKOwa27B6gZ8ROlEwoIC/w7X/u/C2qMGhCHcGpeuGhfMyIc7A1svZvZJsx/UzGVJfGwxBCSgbqoIea1SNvrNOWOxFh4L7CiDFPPPUWoVny23kQbqWjfXId9ejAm9upqVdpqS2T6CkXRo0Z5hA9D2niGkqHi3VlafcTU0f5mRDjYC9xJnZBEenrYSM+cdtBoyAVp2gNptmymaWY3M563SotZKOEYbSwSBokDTqnufpG5ixbXhK4wJa2psD8LEMxqnV4s5SgNivX77flJpvTQqd3O0z3bgHCwF7x5Ji6ouwlmKwLRmza0kzQXrSv5hcqGppr06lj5Wlpm8Ky2CA10o6BAmor/kho0B+WYp6NjAQgHZ4asbh4roE5ZdUGwLlzkFILSYDkE1vVUnqUcq4IwrzgPXkFcJI5TuFdrzdvOWXtJSlfwb5oe+gKEDV4uma37gAvUwds06XcOhIMzw00g3KNiswAYiamMIu5ARwh89Sz5f6y4SbEqAMoxFedDuUyDH0u08OhHUy7Sxh1VF3JI2XUjtAnC2NQ2SYj4T1VCpiYJAJkhIhOv13de4zzifE3uYN2ia1JQ7yNrKsgHsZXA0INj0q1U07auQh+wKvMIC+WGi/20DrWtLdYEFkGgH4mHNYQu4IZ92AGf1aZssj3xq6ZN2SKF9VIMmSgj01TPjQhazH+98dLUQm08jgNjdu0mzEe0sjQ5dyOAFn+1TcroC1mW7E9fOUtBYerwwPxdkCxu4QbURfuSrk0w85uFbZpBxCKaCc4ioxUqsreqM7YhVza8E+stAFd9UHGIfuM+UzbWsmvFoEpQRBE5yxDwMBTd/IUuaz4HSqJ17lJRtLYW1xdtuyHAl9NmjcE8fEopaxMX5QnEWKAQCuXiJeAWvYjROXvh0T8mroBkTK8ZsYhLtP8RUZaK5i52ox2wzLlEbPWiIcuV9msqlIlyGywdK6BPjYWMfucBerPf8573lNa4avGW4g9tt2YlWCrWaRZlcw2smpCDy2Sh1Wldg3NrmvfYR/B64q1ZwoeeKIvdc7fryHLqkk/BnxVuLreAL8OKg4QBfyWAzmFMGUUyoaCNAZeRtgkXGx23DVyVJkBuRh21ajXqY/EoG3cuW6P0fQjWLhJ7DHGfcJfVvRyxu7Vs15m74bC+wrPUd4xAUTwjO8sJ27FEJ0b+0YJ5YV9KQro/KgiYFbp1N3iIdSVkIaN95cAtcmUsL+XUrcGKzurC+wj3Hp3LDCgbDudumZY5WmS2Eq7IWw4yTAw1K2ThkarFWWuP7K5PcdnbHpWRZhX8T97DtShwkSy7++PFmecl5Pq1H1E+XGEbES18wfdJLAT9notjewnqKwjZdshiMx0oW6bnnvRhKnrVijJUZDqWfuzK+sRFXFJbJ0CXVOuNTZg1hVDf5FIRuFh6FlnDpXkEaIMhjY5NoLwsYi6ye9ycBoLoNxUQ2152xfv6VL85UU76GGXaGr5oni5VcUwfqyIGMs1K0VqNjTVqE0s5IXWHukMPTEeDYL+CAjgCdtdddy2hnOXh5S+HSoa6nt9yj/irLhfP3ems1XXSlQhogXIOskjHdizzRHWf1O8/Yrmp1LQglNPWRpt4qyamy0F2JjuR6QzpQHBDqn15qwX0XXP2dIbKEPOJpB5YtUpOn0A6AjfWVzxYcRHUO2+HChJUohJZEuHE0FBBuxOymVKOGLz3wekTb9M5pP+uO2lpcHRg5GV32OIuoRjeSL+T2ldjMpz6fuuQynM3XMIYFAmWXo/XlMF0m4iFdMdyW3lvvsRHmxLrbX21aHXDJhHGSDZ00PI4eDqdxnr5cGRcttap/D7MAZ92Sf86XcEmXfwEvH2yrLbVB0lF/nGZlXjITWt2tYG7ccMQp/r0BdZA4cUcfRb8EJR3ueGphRVCh2jlrs848v8qCZRjqIgH8XPmXcpQkcTmVOT7nwPLFj+ZbPmmCFpykYXRRFL9Sf5ej1vMEEc2Ri4PUehvlMakXjfJm90V+3ijZVFadNqCW1ZD896USw30FZNntD3XV4+0bEObsIjutz448aQKQP1eSn5mnfASYNnyTaMsQOeEBdM6KsDbr3MCEHj17I1VY5m4IjW5yh21xRkUR3dChSEuok0om762ts+sUDQuq0/h2f6UjLgj+x2zn02cpjyXnxuFsyIRD4HH0iem/19NVTKyCj1jyxagG2UJTZM224QyiB+i34KbxBLJFE2VX7RQcHU6x4/Or4K/UzTF7rx0ZE6CXjguuT6n0cuEz9O+o8TTt33HOZ1wwgnlij1KRZKfeQv5C8DyJTTLf4ywCLAbr8O1K3OUUnelz6wdBnxRIuOdZQ4hl8K9Qpdi1oGlRzHo2uC66osW6zcbOtMaiepFrSNfkWgBWL4IcPmPEZcxpzxMdNMX/Il4wNuMT2qaKo/AFR+JO6YWRWNT8bkXcZwsDfMttjGhNjq/CkIDzLiuBr/TK+bfgu9o+zZQusoFu+76WhF6vIQf9q9lGgUh41aM76JIXKNthSwjxloRwmXMR/0QgzQ/7xNrE3VBsUr1ab76vjxAbzLLx73k60IsQrgpPBsFZKFVFPB9LIMszELATSIuUohveokiePFyEc9RDv8dSyjkhOWy8EMMo35Kxo0fKh5GH8adK7KOgplJZs3ontB2XW8ZWksia46uJcIs965L0D6SIi8o7+GFkRlHx58T8adkyv8ZkQ+z6L8g2AQFZt66CU0i+FcjjCiIIcBUsxYIyDGVTSBP+c0ZYGlZ3Fz8Xfzk4YFWIduCde0p1xB3KePrajUaKu5vdKwJEH8Mq/yfET/nVweuSrGZ4KdwSia0inOirIiLlWKLZ7QD6QZgrfpmUFZYFrh3cWFdQmHqkyhkhFJ/fJ3Kw6xZnWtEBJsYY5ET9cuKykGqdiVL6Iq+pTj3IQo/JkDr5/xG/yBpHdj1plkvFuRQ8KUYTVPdWcIhAaryUVuy0SVilbFreJSKQllTti7cWDUnFCfXxp9ZKdGCMV4CIlZUdUCVRCQ2JUOV1M9nRLR/kLQcWEDZqAJL4AYJ7hGEfa2NsskQd8o9WdZoFmE5xyQpFbK7RFNhRStg3Ptm0e4flt7vWFVlt7qiiVUnbFdq/6RyObCAj8JrQjTxs/6pF2+geEzhtVr1T1odkZIKtPX9IiLNLJLpqTfqIKhm6VBmwbO3O4rPpPi5guuQiBrv0AiqEqblz6J43Lzr7BKlsercJTRiwL7iGisv4b8aC/OYztob+TmNiF4fhd884UdLP5gE3KR2Yp2YrJc4SzLQtNAaErPqrqiEktQ5ouirtpRTYJ6TqI5PeQS+GgGrL2KwGorhlWD186WMzMjJhUJycx4ostSKh30sq+NRftyZ3wCm3jXmVAQusfqNsMDcxeolMJ9AQmNfrg03pkNCXxkFrmeI4j1lOd3FTVPj5gSd2Tyd2nJ9qg+Ug+vWHbz0o7mB/3EDxzDLFCJf/EQLUP5AtemYJKGumYsugaYZRHWgQChkLuIwsZ9uWvs347yCeJH7rVrGlYtsMytzTqEdX2aK5a//HfcmNmvj1Zpi3ImhgW6lLoWD69btkDDa5/28NbJGDDkl8fZWb24FnZp9yUhxiRYTGSjXF22jCsAiQtM2TaBkWPI80aDYbcSkc9dlqseKJWEZo+36oskSyi5VC9xLnbpm1Hd1wS4AdGWHdJtW6lI0CElGDfbFR12fKLaWFdKUQk5cyugFSoP4ZTX6Kv+UEP9FiRALzX3KECec49iGFcF9hXAQkuyS7WAUWE6gr6AWuBrdF32m428KEGZ0tUxzrYhdsZm4K9rPBNglHTrWo2iwQpLjsp3MDWY//7SMmEZ9z5S2Aw44oCzgVtPac1HT9IbO842jjQUmeuDK+ggi1mx0k08m9AjHpUOF+gPhYIUke2Q7GgVcjSAUojiDG2gS1IGsc8qY46ijjirbh4Gyy9Z0LETbVhDvydDEX+YP5Puow4uCuVcwB7GkDFpcKsDXudEVM4oR9aMpSTX1lQk3ZOkoCRnqhO06e6TDhfoD4WCOJKNasS4ol3TxRCyam9a3/4oyY8+13ijttP3ObKS64KDybbge5K22F9vPM10vEsqBJ6R4XWUoMZeWJ4pKufF/pvQtKBZrtV4QDuZIMroV64JW3z4PDT1QnwziTTV7GZlrOpuZOfV9yWgRnpEl1MtWlV4qYSXMRhcTck+LbBdSuK+f4xpCq/WCcLCOJMdmOx0FWm1MZFWAZV3qLcbe3j5KZhudG9VvhsxLREMgM+suCbE7zwzyeUWgbuIKOkL2nZ/bGoJpTKG+5AgH60iyY8JovBgIOvOA3021TqiYoXILeCUseR/BC4nPZhEcF5ebK7ma3qIEzVDN9vGyzZs1W5HIpOXobyOBLuyYTj3UlxzhYIQkhy3tfDQ0PUTdm8pHVUmDtVMC6RLxR1vfWZdwheYK4uKiTocpRJdun3hJ3ZPbV5GQbeeQNJjK5gVVy3X/cInRfkaCmlmoJ3WEgxGSbJsw6neNuDTlHi0m1Yec8gI4F1Z9N0hgjiFvc4FqebbTRTDWdDbnF9U4x5KoR8vMIQmEUpQslnWPCNZIdGIghuv7HBF0YNt0qFBP6ggHm5Bkv6WDTAr9V1J+BWRTwPK/cZvRZ5oJ5au4Mm7Wb7XHCM7B9C9BegRtLVEPVVUPNJ1OV4IVbLjUPh0RfcT0vOraWGpLXA2JI3NBjyxgsZP90qFC/YgQDjYhyWYJxywdaBTgwigULin6ewQ3sWmqvBbl6Dd9IQ5T69SoSMmbCEpWorIyfdbdiITVth/dELp751FanFh0niPDs98sHS7UjwjhYBuSbJfw+4T8wDOjWsVGNuhBmaEDgl6za5o+rYKwPeKII8rf5uIhqQpEv5kKeDGznizEO2Q1oWptDLSKpsImBZMECCO4S5BhIm3FXdqLJDizzOkcCM/c2vKhXjQhHOxCkv0T/peQn8BM0LjX1NLshmOjo9+BbMu0/Lp4yFOuYCgobyJAWWNt332SkvpMIwvV4ebqWGBNsQme9f7plEN9aEM42AdJjlw6+NxgpfQ4mZWMKK1QxRPaeawOyKIJ4BGo1r3QNNg0xYsFrB9nKPBjMjdr4bMYAuhqfqKM078lJkpJLFi9QuDl0XvftJYFq71KvVtDcWQ63VAPuhAO9kGSbRK+tXQCk4E16IpN0BNSdNlWJf4d7a8OVtCaYgrC6AnAvXHT9S9idIkM2EsQrU+mk0SXqZWytYIr8FPA+nYVxKa+zGtmO15L967lr7hD1xv9ZiJ4xtukywv1oAvhYF8k2Snhbwn5CY0KxGt9HmIuGPdqjVP/pZBVeUjfvhUS24rHgnhWZtbMrUlkpsjOoZSBGUUaCdvWUTOJNvrtBPBsd0qHDJ9/H4SDQ5BEPJaf1OhgEerLEGhV1s1ZX+CWQtUbGwXJsjQdCE1ZIVdlhpOyk4kjdaBMtDJHX/XtEq7VMuReliZS1cQOL0Yfvss2VXlsYswUd+UIB4ciyaHZSU0C/FalZAjYKvAV/1AgN73Pw+E60QOyV26nXgPtAtdF4cVlMrqhgrStK5l1LuozrNqE64769UeG+XXh8x6CcHAokuDH3rZ0YpOh+oiTmKyaQNrmPvuIgF17jKxPHCeGEiuxZmaWs5BtLtZcAtYE/4aArS9Q4ny5NCSosk5duSQw+TcG6sLVU0qfvuE6KdYCFpPzLAfxXU0IB2dBEounnJiQn+joMBGWIBZxYcjOqUXGKOg3bc0Dbsv80BfccIWufi5ARagU1KH5EL/V1YA4MjzD9YuXzItwcFYkUa88OSE/4VEhkK/SfnSFMW0/i+zRwrMp8ZiAG3XlzgKUjK5WM6UU+s1qUk/V8qyYPdZxOuDZ9a4z9kE4OA+SbJ/wvYT8xEcFjkzmJ2ivxrgN5R1sunmRY2eFTcL15efWF1xv9TEJzYzVbHMuERXB9S6YI/PMtk+nED7XWREOzgsnunTC+QUsFIJ3rcQyzQq6WNumzuV8G7cIhLIKrEG8dMopp5SJAu6sPru8DSgLCsXd1hMSx8aPVbPMF4xJlAvCwTHghJdOPL+QVQVStb4OaiWoBMug46HUCE0RA//u069VwW90RVQrbUsWdGHo5GjLchdMnuaYTLkgHBwLTjxh0phsKMzcaWsmFPPoOzNBpE+AXgcXPUS4RuufjbG0wgzwbCZTLggHx0QSgf/k2eUQ+OB6H86MO7QosFipq52IldOhO2QdVR0Sq/FZwSV4JqMG9BHCwbGRBIUxOU82BFqKka3QZnXEXeYyVuWoOpCkgvKoWbFL9J1F+1wAPIvRqIg2hINTIAkydnLGfxbg0+pkp940E2PrmVxlqZSqZv20DGLX1+jy/S4QnsEoJGofhINTIona5aQF8lmghqneCFYAaoq/zNkcIiwgUpiVxGdxz6sUb7nnc9cWhyIcnBpJdGFM3uozFZSpsPraeqqVpcE6G9p9uEzt1nrJ1sjCLe71XF0RsyIcXASS6CfTtDhKZ+wZCOHeuscz93PNi3BwkUjCZY7W438G1sM9XbhLrCMcXDSSmEgy6mylTRzu5eAJGlMgHFwNJJFlmnc56uTeTQzunXu4sCyxC+HgaiIJYtYyBaOuhbGRw71yzyYnTociHFwLSGLBldFX9dkI4R71WohkNRAOriUksT7ZQhfB20DgnnSuz7XaCAfXItzMpZua3+RNERuEYlUIB9cyklj92hLrm1KM5lpdc+NqzmsV4eCGgCQ+FuGLJJN+9maV4dpcY/iRgw0B4eCGhCS+rbRXgjd80k8RLgiuwbW4phXf/tnQEA5uqEjie5c+quoBjfZ56AXAuTpn577se4sbOsLBjQFJ9KD50P0hCSckrKWYzbk4J+fmHBfSm7UaCAc3RiTZKmHPhIMSWIuTEk5LyB/8FHAMx3JMx3YOW0XnuDEiHNxUkGTLhJ0T9kk4MOHwhKMTjk84NaFP2co2tvUbv7UP+7JP+94yOvamgWLd/wEki7iUrHx7EQAAAABJRU5ErkJggg==</Swatch> 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</Swatch> 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</Swatch> 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nMYCwv7ICifGPYbZALW0UXKDVUJNQugD3FDjWrSkAJAk41gmB1k/h2JL4HHXSQl/rPz8U6fJStbNdJw2IKx3hVAdtqNOQkQLA8IL2mqB1kwzZ5+eWXxe233+7ZGiYqBM6ze/fu2p8zBS4QCH3uueemdswUUdc5wSAVafGUX4oCtgIDkqBuxVPNrkqVFJAz8CcRCiKV3kXBOh6GUt75pMAD8x/BYrDBBht46fnE/HSBYhMPNWTDuH7hhRe0Ps/s56oaIgrZtIH7heuXtaQIFwqOXMwZnNsku1iGuDyCle4jrAgaQWFgIo2xAReaxA9CIqpValyD1PwsQALMgw8q13VzDiYGIgWFDVHZWN14443e7GooeqwDwawEhmyN8XTH5Tqqgu07zQdY8oor0KSBNPTvYbCtImQDdHaQuzgpmn+Tj0kzC1w2BnmgNaxmMJ528hhdkasQdC7DvYASIU2oZp67Rhrd4MKAxgzTJurvJgOdHfnIkSN1v96bwYxUbDRJf+ihh7yZJgmwK8Rz/+qrr/6XuKEA1CKYKsw2eO0JCak05EJypGLa4E4xIFh1CGZkOCHzQGSXJCAxISKW4bS80Cm0zAuFqTcfkwIbiftRqBWjtgcZ68iEopY2JEgqMCy6UssoGW7dddfV6oloA7KCUDKYxOxMgEYqC+C/MwGbodNOO63S/7OyYKDjMI5qJa3adtAURgQjuJrU0hgGmnymRTB2sWkWDQZIoulyogtS8+Lqe6FDY2krpVqlKA32bhxMO74ZEYz1OE0QDWDWNF1GdMBuijhkcVJvkmD2gmS6QNMVd55swIjhEvMMAz5HHNZRpaGI6eIIN4E2wagLSnPyNMEOB283fpqkgTSZG87skBZMxYeqNnBU4T9s244dO3r5o40bN670e8gFkU17FWgTLKsejGk6QHlaKbKbBqi6yG7cBKpe9rjsJiII7EDZFPAgB+lxkydP9nIQdLV0hdAmmEnHDhdIMz5IJUaWDi560iAhhFnCBNhF+KdU3hcHSjdhr0X1DjeBNsGSLiWUBxDbROGAZt11mlghsH0QUpoC4x1CRLkQkJpThDkrQLD5QsMXVsXa1JUEywK7ZW5iEsXfSEIhsG/j32OJRL3CTnDNNSs3wPvyyy89L7zpDOkA8yEY/fKUCVZVutKqAEkzXm6cvS5Jhq8N356LJhMzZszwMsuJ25I/gCmB/IlkFWzJhNLSVPEzBENKuanqJ0wUoi6QVXNSigVTdpydHpEFW5DNg3LB5YOKGpZMoRziEwim5co1dbjZgloPWYGZDAk2QeEdd9zR6Duw63CzYDNZ1EItNywMZjBlYDTi8MTxmSbY2WUJZm58Yzgt2c6rbnYgFgSlYxxB6KUM3gw2V+cTGKVIaCj/nRZmzZplPINRH4JIQGAEv/HGG145chOlJmTB6GdANhJPsH/YxRWGzrCxGNhB+NNYYpdSzNUmGMAeIeETLXwa0FW3IlkhRkcNh3XWWafS74PkkJtuusmrdK2acFIIXBgJpt5XgPNHyozzkxphqEzLiLBmBGOZvPPOO5Xb19mAGUe1SUCgwGRHRaZRKbAjRKbCoNMHdR7IcsoLCNkQvkFFSieOwh0sDwcJtSy7zKRcnxzDIxhFCnDGaEV36cbRpk0bax1+FFiOIYzKDEPu5ahRozwBnQ4IfeG1J96WtZ2HHh6XCIknpYLYkA1ZN3kLmCnI1an6k0P3EZyaU00+Eb/Lk0YyqlU+gGkaRyE3JakuFKTEq3Rb42aw1OmSKwDLD/HAVq1aefG3LIDrgiqGYQ7TUuC6Q0Y6x1EQTzdpBBOHa4ZPjlmRGRHnrCPMhltBqAgLWrs+RVCKCNWka5JReU+1VzeCO2ZTG2DnMAOSq5m26JB4In+vaTME9Pw8YMimSTpWAZsSJofCWh/sjim2rNIWWgHeriz4iygkb1RhGt8Ohickc5X8wXehmFUJo5BPeOGFFzo5LgY1pE7DtgzA7GNDrgDM4tRaxelK6CgOELG4kAyNLIhbNmrUSLl7bwS85gTBX2XlPeVkScxgiqczmCmQ72JP6ASAKYzLhXEFDH4Ung6XipLAfmVZctDGxQMk4/vw0UW5YXCrlKocxGxI8y1Kf1rC41QhwWjebJyzhaHM8kICAs0+dWqiolci/Y0pWreNH63oXIKdKAFil7VQS4Fr5dphzSyMhiuqYg/HjFLCOnhg4dL/CUYtTWlDMaVZVTqkGRUkufLKKz0fFHYRdavCYnjsDIPaVcx8JlMyT2r9+vVtTjkUcXU1XAAiIAlKAth0uGpKzcLkm0bV3XcQlnsNTvFD4dzMds1JKU2WOnIaGdhllBAvfFKJ8LOtts1oSSpcZRpv1AEhpyhfnQ3QsGGsk1UUBsh19dVXe2LHYmDqOFDzVmz9CwlGN87zbL+5GNQ0QEGQRE1Q8gOSQBrqWVwiSYKyVqUIBqhJxiaK4HuwwuCiocm9A/1YRWfXQoKRmEfWaS67fYTBtrlBKdiUPFeFy8YQYUAbxuaBTh5hwERhx4wxT+9NXDOYKQ4EpXCoIsmzgmD0lpF2GFNbbhtiFSOpNLakpUH4DJOMgAActuwI43R02M0mOZkReCroUwSK98ejRBkRDHsBbZVr3XzS/SXZwbnoPJJTjCr8RzHBWDuxvHPZM7IYPH1jx4513qov6WK6LE+kq9GYIcljmKhELAF3Jhb+xxIEo1OpnL4niDKaxagXjy/MVagKGQ/6s6TB8p4kwfDoUwAlZUwo7HYLwlzI1OgpG4Ih4SbIi/fZFhi4RBLSyJzCzrNpURgH/IsZoFJ9pzCC0XOFdJfaIb/LJRAXojAtLP9oAtQbuvVhTYGeC5dAUlBRoTgGnKnUr6cSweTT+7dcbobLH91EkFMAyw2yExJZwxSsKiB7KKrMkWtMmjTJczYn4csjHW7MmDHOvzcGw+FO8X+WirISbSaHPPF6kmzX0SNRBJdiHpQZmjlzpleuiV4+qkCRikIV2UqTJk2UP4cShLAK8bs0gX8KQg8fPtz5d+PfStnAJ/YYqlAIJZhk4qdyFmMrlZgtRkA1kMYUhkzobuufgycdQbWpqtaksTm1M1BYoLiNSqnn+9FDcZOTdkuUAsoHpNFIdlxhypQpVuUIDPEInAn7RZROZKBIiGAEk1GQRi0P7AqRlFC3CtUmheFUwJOLngxtVPBZZNGBJGbBggWefUK8TWeGDIDagu/lQQg6nLFbY8njHEt5zsPAeyHY1KlTnXj2eRBx2aTc9AoMLPWLkgSTjHxF3mRaaZSuTGYADHEEcTRQVwHvGzdunCeO03EfcPM4jor4ThUY5SylYaXOqcJIDS20ZCzTqkDxgInAedqUMmf2ZiZMo0hfEZ6BK6V+Gad0I9zulGCIE1XJFYCQB7suchDjal0lAeTUzIhxlR2ZhThPbjRSHNWZhBggu2DyTU3Kd5L4QemAjAoYV5ZkFCCSYJKZU13OYiTABjaWLni6O3Xq5KXvpw1kRzplQ7ErUZEgvFQFyyyJvFTLwX6kZ1IcsB2xYzNs48fsNTXqDSpaXWezGFlINuAmp00wbDiT86ZjG24TndpcbDxwLxD+IiOdYzOzUQITGxL7EjuLaAOkykFOZOTsBWIJ5s9iONBa256NrZCPp5rdZxpyGkBQWjWzKQzYY6NHj9aODPB+XDWMHGN83OwFVLMNesuxr7D0i9lqvcnjI6kkrRJS7D7RSpmCWQifnGkN/BwDv1dvlTcqEUwy9V05i9GRPbooewpIs1of9pAtcMlUQYINhhMqb9TJl6L1GboYY6WcrYKAWvJpth6uwpotG1B5RbkNnjLBJGN/kLNYD1EkKNMBWUQ2CgIyjtGA/YdM0QMuqL5ZN+OTgu5j5TBaO/AlsXU37aJBepsqCBm1bNnSS20jiwZZDzsvnZqlujmaYTBs5JlXcO+1ivprEUwyd5GcxbrJH3eTQ71Khw8yi6gtFpUUWgqEYVT8PeT6EUAmebZQhEhxEFrEUJJAtQcl7gKao5qKGdkNMmurIMi2DvI8Semj9gc1yDII/YQBcX+3RZpbYu2cdfn9X8gL3l3+SNEu7StPOSbcFTpLJTFDVKtxCgF8RZCQlK0wYFMF6gUVkqHsgNgkD5uAmCe1XaPAA4ErhAB9cW0PHK70y+ThSENlGwFI1Z17r/tBo6II8kD3S5KR2Hes7mdZrmjRR6mAUkQoBM5E+kWq1Ipg+Y37TmYjtF/EN1XS3ihQxyyk2wkXGVBc1wzcNihPo/oisQtlFsPLn5FKFdzDPTf5oE3VDVwWZIJrdyUlZoZ9RPyMmxBWMIU8PVQRkAFSqgDvuQqYyfCSq8haSOlCMoT2XxWsIpSUYvaJAnFZlaZbyJkIoPPeuBkxAeCOMHZPGRNMXsQf5WyAnGe6HNoF5LErsMeGDRvmCQ1pdkX6Ga4ILiKdNnREcyhZGzRooPx+nKCqgOQY62RKx1XCYeYi0E2J0Sgg+SG9XxWBfq5UVZyEwJa9Hffa9Aus6gbJA78hSdZF/nif6XdANBIgsqyDrwIC3kH3MeTZxUSDWNh/hIeoYRsHCvfpgmUSPyIpbymhC/fY5gusC1P59hhBxjNsv8sGLKPEKFXDUSYtVphZucns+JiBAsEhvjn0XDqlDEzaE+LeQVWSEsGuMbW7CuGm8pkQFM0npUd9zncMQkgoF1RaqmAj2VSQwT5UrXwdBjYapnHZgNQJg2KvThohOCGY7x/rIH+sI0e8kCkhDBgwwLNR4vqJDxkyJFOpCwQ3FU6mkMxB4LSDrr+rFFzNYEHxlJbyR8Tz6bWnLQCF1SiLRDJHqWrNuCdwtmYNbM4w6XUcbLrPqny9HC0Li5fYwhnBgB+vRDdGLfB0G3v7IHGWHSJOSrK9IRpPPTMWnT1wsGZQs6EScPjqqntx+roIX5XAh3K01okzqsApwYA8wc8kyZqLDEnGTejatavo2bOnt1yyw8ugTkMkcDT37ds3tBF7GFix2KEmVNYAcjXn3rn+YucEA3kgGYBYSRWpswXuGf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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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