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ADJ Focus Spot 7Z (ADJ_Focus Spot 7Z.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Focus Spot 7Z" ShortName="Focus Sp7Z" Company="ADJ" Version="2"> <Copyright Notice="© Avolites Ltd. 2025" /> <Thumbnail>ac172ca9-97ce-4279-817f-2d06a5eca4d8</Thumbnail> <History Date="14-05-23" Author="Nic Morris" Comment="Created (note gobo images are outline only and cannot be used)" Version="0" /> <History Date="23-10-24" Author="Nic Morris" Comment="Added gobo swatches" Version="1" /> <History Date="06-02-25" Author="Manufacturer Renaming Utility" Comment="Changed manufacturer from American DJ to ADJ and changed filename from American DJ_Focus Spot 7Z.d4 to ADJ_Focus Spot 7Z.d4." Version="2" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="adefd6b4-ac41-4361-a79e-ef8a9b931dde" /> <Control> <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Cyan" Name="Cyan" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,255" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,0" /> </Attribute> <Attribute ID="CTO" Name="CTO" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="CTO C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,240,200" /> </Attribute> <Attribute ID="White_Preset" Name="White Preset" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="2700K" Display="'2700K'" Dmx="24~24" Colour="0,0,0" /> <Function ID="3" Name="2800K" Display="'2800K'" Dmx="25~25" Colour="0,0,0" /> <Function ID="4" Name="2900K" Display="'2900K'" Dmx="26~26" Colour="0,0,0" /> <Function ID="5" Name="3000K" Display="'3000K'" Dmx="27~27" Colour="0,0,0" /> <Function ID="6" Name="3100K" Display="'3100K'" Dmx="28~28" Colour="0,0,0" /> <Function ID="7" Name="3200K" Display="'3200K'" Dmx="29~29" Colour="0,0,0" /> <Function ID="8" Name="3300K" Display="'3300K'" Dmx="30~30" Colour="0,0,0" /> <Function ID="9" Name="3400K" Display="'3400K'" Dmx="31~31" Colour="0,0,0" /> <Function ID="10" Name="3500K" Display="'3500K'" Dmx="32~32" Colour="0,0,0" /> <Function ID="11" Name="3600K" Display="'3600K'" Dmx="33~33" Colour="0,0,0" /> <Function ID="12" Name="3700K" Display="'3700K'" Dmx="34~34" Colour="0,0,0" /> <Function ID="13" Name="3800K" Display="'3800K'" Dmx="35~35" Colour="0,0,0" /> <Function ID="14" Name="3900K" Display="'3900K'" Dmx="36~36" Colour="0,0,0" /> <Function ID="15" Name="4000K" Display="'4000K'" Dmx="37~37" Colour="0,0,0" /> <Function ID="16" Name="4100K" Display="'4100K'" Dmx="38~38" Colour="0,0,0" /> <Function ID="17" Name="4200K" Display="'4200K'" Dmx="39~39" Colour="0,0,0" /> <Function ID="18" Name="4300K" Display="'4300K'" Dmx="40~40" Colour="0,0,0" /> <Function ID="19" Name="4400K" Display="'4400K'" Dmx="41~41" Colour="0,0,0" /> <Function ID="20" Name="4500K" Display="'4500K'" Dmx="42~42" Colour="0,0,0" /> <Function ID="21" Name="4600K" Display="'4600K'" Dmx="43~43" Colour="0,0,0" /> <Function ID="22" Name="4700K" Display="'4700K'" Dmx="44~44" Colour="0,0,0" /> <Function ID="23" Name="4800K" Display="'4800K'" Dmx="45~45" Colour="0,0,0" /> <Function ID="24" Name="4900K" Display="'4900K'" Dmx="46~46" Colour="0,0,0" /> <Function ID="25" Name="5000K" Display="'5000K'" Dmx="47~47" Colour="0,0,0" /> <Function ID="26" Name="5100K" Display="'5100K'" Dmx="48~48" Colour="0,0,0" /> <Function ID="27" Name="5200K" Display="'5200K'" Dmx="49~49" Colour="0,0,0" /> <Function ID="28" Name="5300K" Display="'5300K'" Dmx="50~50" Colour="0,0,0" /> <Function ID="29" Name="5400K" Display="'5400K'" Dmx="51~51" Colour="0,0,0" /> <Function ID="30" Name="5500K" Display="'5500K'" Dmx="52~52" Colour="0,0,0" /> <Function ID="31" Name="5600K" Display="'5600K'" Dmx="53~53" Colour="0,0,0" /> <Function ID="32" Name="5700K" Display="'5700K'" Dmx="54~54" Colour="0,0,0" /> <Function ID="33" Name="5800K" Display="'5800K'" Dmx="55~55" Colour="0,0,0" /> <Function ID="34" Name="5900K" Display="'5900K'" Dmx="56~56" Colour="0,0,0" /> <Function ID="35" Name="6000K" Display="'6000K'" Dmx="57~57" Colour="0,0,0" /> <Function ID="36" Name="6100K" Display="'6100K'" Dmx="58~58" Colour="0,0,0" /> <Function ID="37" Name="6200K" Display="'6200K'" Dmx="59~59" Colour="0,0,0" /> <Function ID="38" Name="6300K" Display="'6300K'" Dmx="60~60" Colour="0,0,0" /> <Function ID="39" Name="6400K" Display="'6400K'" Dmx="61~61" Colour="0,0,0" /> <Function ID="40" Name="6500K" Display="'6500K'" Dmx="62~62" Colour="0,0,0" /> <Function ID="41" Name="6600K" Display="'6600K'" Dmx="63~63" Colour="0,0,0" /> <Function ID="42" Name="6700K" Display="'6700K'" Dmx="64~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Colour1Func'==1" /> <Condition Name="Split" ID="9,10,11,12,13,14,15,16" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="17,18,19,20" If="'Colour1Func'==3" /> <Else ID="21" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="18~30" WheelPosition="1" Colour="255,0,0" /> <Function ID="3" Name="Blue" Display="'Blue'" Dmx="44~56" WheelPosition="2" Colour="0,0,255" /> <Function ID="4" Name="Green" Display="'Green'" Dmx="70~82" WheelPosition="3" Colour="0,255,0" /> <Function ID="5" Name="Orange" Display="'Orange'" Dmx="96~108" WheelPosition="4" Colour="255,128,0" /> <Function ID="6" Name="Midnight Blue" Display="'Midnight Blue'" Dmx="122~134" WheelPosition="5" Colour="0,0,200" /> <Function ID="7" Name="High CRI Filter" Display="'High CRI Filter'" Dmx="148~160" WheelPosition="6" Colour="255,255,255" /> <Function ID="8" Name="CTB" Display="'CTB'" Dmx="174~186" WheelPosition="7" Colour="230,230,255" /> <Function ID="9" Name="Op/ Rd" Display="'Op/ Rd'" Dmx="5~17" WheelPosition="0" Colour="255,255,255" /> <Function ID="10" Name="Rd/ Blu" Display="'Rd/ Blu'" Dmx="31~43" WheelPosition="1" Colour="255,0,0" /> <Function ID="11" Name="Blu/ Grn" Display="'Blu/ Grn'" Dmx="57~69" WheelPosition="2" Colour="0,0,255" /> <Function ID="12" Name="Grn/ Org" Display="'Grn/ Org'" Dmx="83~95" WheelPosition="3" Colour="0,255,0" /> <Function ID="13" Name="Org/ M Blu" Display="'Org/ M Blu'" Dmx="109~121" WheelPosition="4" Colour="255,128,0" /> <Function ID="14" Name="M Blu/ HCRI" Display="'M Blu/ HCRI'" Dmx="135~147" WheelPosition="5" Colour="0,0,200" /> <Function ID="15" Name="HCRI/ CTB" Display="'HCRI/ CTB'" Dmx="161~173" WheelPosition="6" Colour="255,255,255" /> <Function ID="16" Name="CTB/ Op" Display="'CTB/ Op'" Dmx="187~199" WheelPosition="7" Colour="230,230,255" /> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="227~228" Colour="0,0,0" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="200~226" Colour="0,0,0" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="227~228" Colour="0,0,0" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="229~255" Colour="0,0,0" /> <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="32~39" Colour="0,0,0" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="40~47" Colour="0,0,0" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="48~55" Colour="0,0,0" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="56~63" Colour="0,0,0" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="64~71" Colour="0,0,0" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="72~79" Colour="0,0,0" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="80~87" Colour="0,0,0" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="88~95" Colour="0,0,0" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="96~103" Colour="0,0,0" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="104~111" Colour="0,0,0" /> <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="112~119" Colour="0,0,0" /> <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="120~127" Colour="0,0,0" /> <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="128~135" Colour="0,0,0" /> <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="136~143" Colour="0,0,0" /> <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="144~151" Colour="0,0,0" /> <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="152~159" Colour="0,0,0" /> <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="160~167" Colour="0,0,0" /> <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="168~175" Colour="0,0,0" /> <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="176~183" Colour="0,0,0" /> <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="184~191" Colour="0,0,0" /> <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="192~199" Colour="0,0,0" /> <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="200~207" Colour="0,0,0" /> <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="208~215" Colour="0,0,0" /> <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="216~223" Colour="0,0,0" /> <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="224~231" Colour="0,0,0" /> <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="232~239" Colour="0,0,0" /> <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="240~247" Colour="0,0,0" /> <Function ID="29" Name="Random CMY" Display="'Random CMY'" Dmx="248~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo1Func'==1||'Gobo1Func'==2" /> <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo1Func'==3||'Gobo1Func'==4" /> <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo1Func'==5||'Gobo1Func'==6" /> <Else ID="21" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>085ca9e9-e3c7-4e42-af1c-63f4c59d5867</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~19" WheelPosition="1"> <Swatch>21cb52ef-a4c9-4729-aabd-9943f72250a0</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~29" WheelPosition="2"> <Swatch>b44a6fb6-1405-4740-8625-72569a790ab2</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="30~39" WheelPosition="3"> <Swatch>9bda292e-a260-40e5-8e3f-91b0c5528cdb</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="40~49" WheelPosition="4"> <Swatch>8a348e2d-3236-4ccc-9e78-8526faeda0a0</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~59" WheelPosition="5"> <Swatch>61fea73f-69ca-47bb-8f72-a7f7998263ed</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="60~69" WheelPosition="6"> <Swatch>9cd9fa9a-4054-47d4-b41e-62d2b7327f8c</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="70~79" WheelPosition="7"> <Swatch>1d98855e-9d4a-43c4-8a5a-5f2244643ec7</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>085ca9e9-e3c7-4e42-af1c-63f4c59d5867</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="80~94" WheelPosition="1"> <Swatch>21cb52ef-a4c9-4729-aabd-9943f72250a0</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="95~109" WheelPosition="2"> <Swatch>b44a6fb6-1405-4740-8625-72569a790ab2</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="110~124" WheelPosition="3"> <Swatch>9bda292e-a260-40e5-8e3f-91b0c5528cdb</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="125~139" WheelPosition="4"> <Swatch>8a348e2d-3236-4ccc-9e78-8526faeda0a0</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="140~154" WheelPosition="5"> <Swatch>61fea73f-69ca-47bb-8f72-a7f7998263ed</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="155~169" WheelPosition="6"> <Swatch>9cd9fa9a-4054-47d4-b41e-62d2b7327f8c</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="170~189" WheelPosition="7"> <Swatch>1d98855e-9d4a-43c4-8a5a-5f2244643ec7</Swatch> </Function> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="190~221" /> <Function ID="19" Name="No Scroll" Display="'No Scroll %.f%%',0~100" Dmx="222~223" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="224~255" /> <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo 1 Rot" Description="" Group="G" Size="2"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Index" ID="1,2" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5" /> <Condition Name="Spin" ID="3,4,5,6" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" /> <Else ID="7" /> <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" /> <Function ID="2" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="1542~32896" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="49344~49344" /> <Function ID="4" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="33153~49087" /> <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="49344~49344" /> <Function ID="6" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49601~65535" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo2Func'==1||'Gobo2Func'==2" /> <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo2Func'==3||'Gobo2Func'==4" /> <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo2Func'==5||'Gobo2Func'==6" /> <Else ID="21" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>085ca9e9-e3c7-4e42-af1c-63f4c59d5867</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~19" WheelPosition="1"> <Swatch>b0957dde-9988-4a0a-a7bd-2cf96c704cc9</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~29" WheelPosition="2"> <Swatch>30182126-019f-4aea-875b-9b0fb8083ba6</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="30~39" WheelPosition="3"> <Swatch>85110aff-3a67-4937-8923-1b1194ecca24</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="40~49" WheelPosition="4"> <Swatch>df5df519-b6a3-48a4-939a-b2a6d15138cb</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~59" WheelPosition="5"> <Swatch>fa623b00-4c0d-4e5b-98a3-8fc97818fea1</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="60~69" WheelPosition="6"> <Swatch>4d33efa0-f354-4083-bf63-bee4649f2df1</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="70~79" WheelPosition="7"> <Swatch>57b98ec0-be90-4c25-b9b8-f9637a64c98a</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>085ca9e9-e3c7-4e42-af1c-63f4c59d5867</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="80~94" WheelPosition="1"> <Swatch>b0957dde-9988-4a0a-a7bd-2cf96c704cc9</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="95~109" WheelPosition="2"> <Swatch>30182126-019f-4aea-875b-9b0fb8083ba6</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="110~124" WheelPosition="3"> <Swatch>85110aff-3a67-4937-8923-1b1194ecca24</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="125~139" WheelPosition="4"> <Swatch>df5df519-b6a3-48a4-939a-b2a6d15138cb</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="140~154" WheelPosition="5"> <Swatch>fa623b00-4c0d-4e5b-98a3-8fc97818fea1</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="155~169" WheelPosition="6"> <Swatch>4d33efa0-f354-4083-bf63-bee4649f2df1</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="170~189" WheelPosition="7"> <Swatch>57b98ec0-be90-4c25-b9b8-f9637a64c98a</Swatch> </Function> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="190~221" /> <Function ID="19" Name="No Scroll" Display="'No Scroll %.f%%',0~100" Dmx="222~223" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="224~255" /> <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G" Size="2"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Index" ID="1,2" If="'Gobo2Func'==1||'Gobo2Func'==3||'Gobo2Func'==5" /> <Condition Name="Spin" ID="3,4,5,6" If="'Gobo2Func'==2||'Gobo2Func'==4||'Gobo2Func'==6" /> <Else ID="7" /> <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" /> <Function ID="2" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="1542~32896" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="49344~49344" /> <Function ID="4" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="33153~49087" /> <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="49344~49344" /> <Function ID="6" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49601~65535" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Prism_1" Name="Prism 1" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="6-Facet Linear Prism" Display="'6-Facet Linear Prism'" Dmx="255~255" /> </Attribute> <Attribute ID="Prism_1_Rot" Name="Prism 1 Rot" Description="" Group="E" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="0~32639" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" /> </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" /> <Function ID="2" Name="4-Facet Square Prism" Display="'4-Facet Square Prism'" Dmx="255~255" /> </Attribute> <Attribute ID="Prism_2_Rot" Name="Prism 2 Rot" Description="" Group="E" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="0~32639" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" /> </Attribute> <Attribute ID="Prism/Gobo_Mac" Name="Prism/Gobo Mac" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" /> <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="10~19" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="20~29" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="30~39" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="40~49" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="50~59" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="60~69" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="70~79" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="80~89" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="90~99" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="100~109" /> <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="110~119" /> <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="120~129" /> <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="130~139" /> <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="140~149" /> <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="150~159" /> <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="160~169" /> <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="170~179" /> <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="180~189" /> <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="190~199" /> <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="200~209" /> <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="210~219" /> <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="220~229" /> <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="230~239" /> <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="240~255" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Iris" Name="Iris" Description="" Group="B" Size="2"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Iris" Display="'Iris %.2f%%',0.00~100.00" Dmx="49087~0" /> <Function ID="2" Name="Open Pulse" Display="'Open Pulse %.2f%%',100.00~0.00" Dmx="49344~57311" /> <Function ID="3" Name="Close Pulse" Display="'Close Pulse %.2f%%',0.00~100.00" Dmx="57568~65535" /> </Attribute> <Attribute ID="Frost_1" Name="Frost 1" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Mediumm Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Frost_2" Name="Frost 2" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Heavy Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Animation" Name="Animation" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="6~128" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="129~191" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="192~192" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="193~255" /> </Attribute> <Attribute ID="Dim_Mode" Name="Dim Mode" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Default" Display="'Default'" Dmx="0~0" /> <Function ID="2" Name="Standard" Display="'Standard'" Dmx="21~40" /> <Function ID="3" Name="Stage" Display="'Stage'" Dmx="41~60" /> <Function ID="4" Name="TV" Display="'TV'" Dmx="61~80" /> <Function ID="5" Name="Architectural" Display="'Architectural'" Dmx="81~100" /> <Function ID="6" Name="Theatre" Display="'Theatre'" Dmx="101~120" /> <Function ID="7" Name="Stage 2" Display="'Stage 2'" Dmx="121~140" /> <Function ID="8" Name="Dim Spd 0.1s" Display="'Dim Spd 0.1s'" Dmx="141~141" /> <Function ID="9" Name="Dim Spd 0.2s" Display="'Dim Spd 0.2s'" Dmx="142~142" /> <Function ID="10" Name="Dim Spd 0.3s" Display="'Dim Spd 0.3s'" Dmx="143~143" /> <Function ID="11" Name="Dim Spd 0.4s" Display="'Dim Spd 0.4s'" Dmx="144~144" /> <Function ID="12" Name="Dim Spd 0.5s" Display="'Dim Spd 0.5s'" Dmx="145~145" /> <Function ID="13" Name="Dim Spd 0.6s" Display="'Dim Spd 0.6s'" Dmx="146~146" /> <Function ID="14" Name="Dim Spd 0.7s" Display="'Dim Spd 0.7s'" Dmx="147~147" /> <Function ID="15" Name="Dim Spd 0.8s" Display="'Dim Spd 0.8s'" Dmx="148~148" /> <Function ID="16" Name="Dim Spd 0.9s" Display="'Dim Spd 0.9s'" Dmx="149~149" /> <Function ID="17" Name="Dim Spd 1.0s" Display="'Dim Spd 1.0s'" Dmx="150~150" /> <Function ID="18" Name="Dim Spd 1.5s" Display="'Dim Spd 1.5s'" Dmx="151~151" /> <Function ID="19" Name="Dim Spd 2.0s" Display="'Dim Spd 2.0s'" Dmx="152~152" /> <Function ID="20" Name="Dim Spd 3.0s" Display="'Dim Spd 3.0s'" Dmx="153~153" /> <Function ID="21" Name="Dim Spd 4.0s" Display="'Dim Spd 4.0s'" Dmx="154~154" /> <Function ID="22" Name="Dim Spd 5.0s" Display="'Dim Spd 5.0s'" Dmx="155~155" /> <Function ID="23" Name="Dim Spd 6.0s" Display="'Dim Spd 6.0s'" Dmx="156~156" /> <Function ID="24" Name="Dim Spd 7.0s" Display="'Dim Spd 7.0s'" Dmx="157~157" /> <Function ID="25" Name="Dim Spd 8.0s" Display="'Dim Spd 8.0s'" Dmx="158~158" /> <Function ID="26" Name="Dim Spd 9.0s" Display="'Dim Spd 9.0s'" Dmx="159~159" /> <Function ID="27" Name="Dim Spd 10s" Display="'Dim Spd 10s'" Dmx="160~160" /> <Function ID="28" Name="Default" Display="'Default'" Dmx="161~255" /> </Attribute> <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Square" Display="'Square'" Dmx="0~0" /> <Function ID="2" Name="Linear" Display="'Linear'" Dmx="21~40" /> <Function ID="3" Name="Inv Square" Display="'Inv Square'" Dmx="41~60" /> <Function ID="4" Name="S-Curve" Display="'S-Curve'" Dmx="61~80" /> </Attribute> <Attribute ID="Colour_Speed" Name="Colour Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </Attribute> <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="225~0" /> <Function ID="2" Name="Move in Dark" Display="'Move in Dark'" Dmx="226~235" /> <Function ID="3" Name="All in Dark" Display="'All in Dark'" Dmx="236~245" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Fan Low" Display="'Fan Low'" Dmx="40~49" /> <Function ID="3" Name="Fan High" Display="'Fan High'" Dmx="50~59" /> <Function ID="4" Name="Fan Auto" Display="'Fan Auto'" Dmx="60~69" /> <Function ID="5" Name="Reset All" Display="'Reset All'" Dmx="70~74" /> <Function ID="6" Name="Reset P/T" Display="'Reset P/T'" Dmx="75~79" /> <Function ID="7" Name="Reset Colour" Display="'Reset Colour'" Dmx="80~84" /> <Function ID="8" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="85~89" /> <Function ID="9" Name="Reset Focus/Zoom" Display="'Reset Focus/Zoom'" Dmx="90~94" /> <Function ID="10" Name="Reset Shutter" Display="'Reset Shutter'" Dmx="90~99" /> <Function ID="11" Name="Reset Other" Display="'Reset Other'" Dmx="105~109" /> <Function ID="12" Name="P/T Speed 1" Display="'P/T Speed 1'" Dmx="143~144" /> <Function ID="13" Name="P/T Speed 2" Display="'P/T Speed 2'" Dmx="145~146" /> <Function ID="14" Name="P/T Speed 3" Display="'P/T Speed 3'" Dmx="147~148" /> <Function ID="15" Name="Aria On" Display="'Aria On'" Dmx="149~150" /> <Function ID="16" Name="Aria Off" Display="'Aria Off'" Dmx="151~152" /> <Function ID="17" Name="Hibernation Enable" Display="'Hibernation Enable'" Dmx="153~154" /> <Function ID="18" Name="Hibernation Off" Display="'Hibernation Off'" Dmx="155~156" /> <Function ID="19" Name="Display On" Display="'Display On'" Dmx="157~158" /> <Function ID="20" Name="Display Off" Display="'Display Off'" Dmx="159~160" /> <Function ID="21" Name="Pan Invert" Display="'Pan Invert'" Dmx="165~166" /> <Function ID="22" Name="Pan Normal" Display="'Pan Normal'" Dmx="167~168" /> <Function ID="23" Name="Tilt Invert" Display="'Tilt Invert'" Dmx="169~170" /> <Function ID="24" Name="Tilt Normal" Display="'Tilt Normal'" Dmx="171~172" /> <Function ID="25" Name="Refresh Rate 900Hz" Display="'Refresh Rate 900Hz'" Dmx="173~173" /> <Function ID="26" Name="Refresh Rate 910Hz" Display="'Refresh Rate 910Hz'" Dmx="174~174" /> <Function ID="27" Name="Refresh Rate 920Hz" Display="'Refresh Rate 920Hz'" Dmx="175~175" /> <Function ID="28" Name="Refresh Rate 930Hz" Display="'Refresh Rate 930Hz'" Dmx="176~176" /> <Function ID="29" Name="Refresh Rate 940Hz" Display="'Refresh Rate 940Hz'" Dmx="177~177" /> <Function ID="30" Name="Refresh Rate 950Hz" Display="'Refresh Rate 950Hz'" Dmx="178~178" /> <Function ID="31" Name="Refresh Rate 960Hz" Display="'Refresh Rate 960Hz'" Dmx="179~179" /> <Function ID="32" Name="Refresh Rate 970Hz" Display="'Refresh Rate 970Hz'" Dmx="180~180" /> <Function ID="33" Name="Refresh Rate 980Hz" Display="'Refresh Rate 980Hz'" Dmx="181~181" /> <Function ID="34" Name="Refresh Rate 990Hz" Display="'Refresh Rate 990Hz'" Dmx="182~182" /> <Function ID="35" Name="Refresh Rate 1000Hz" Display="'Refresh Rate 1000Hz'" Dmx="183~183" /> <Function ID="36" Name="Refresh Rate 1010Hz" Display="'Refresh Rate 1010Hz'" Dmx="184~184" /> <Function ID="37" Name="Refresh Rate 1020Hz" Display="'Refresh Rate 1020Hz'" Dmx="185~185" /> <Function ID="38" Name="Refresh Rate 1030Hz" Display="'Refresh Rate 1030Hz'" Dmx="186~186" /> <Function ID="39" Name="Refresh Rate 1040Hz" Display="'Refresh Rate 1040Hz'" Dmx="187~187" /> <Function ID="40" Name="Refresh Rate 1050Hz" Display="'Refresh Rate 1050Hz'" Dmx="188~188" /> <Function ID="41" Name="Refresh Rate 1060Hz" Display="'Refresh Rate 1060Hz'" Dmx="189~189" /> <Function ID="42" Name="Refresh Rate 1070Hz" Display="'Refresh Rate 1070Hz'" Dmx="190~190" /> <Function ID="43" Name="Refresh Rate 1080Hz" Display="'Refresh Rate 1080Hz'" Dmx="191~191" /> <Function ID="44" Name="Refresh Rate 1090Hz" Display="'Refresh Rate 1090Hz'" Dmx="192~192" /> <Function ID="45" Name="Refresh Rate 1100Hz" Display="'Refresh Rate 1100Hz'" Dmx="193~193" /> <Function ID="46" Name="Refresh Rate 1110Hz" Display="'Refresh Rate 1110Hz'" Dmx="194~194" /> <Function ID="47" Name="Refresh Rate 1120Hz" Display="'Refresh Rate 1120Hz'" Dmx="195~195" /> <Function ID="48" Name="Refresh Rate 1130Hz" Display="'Refresh Rate 1130Hz'" Dmx="196~196" /> <Function ID="49" Name="Refresh Rate 1140Hz" Display="'Refresh Rate 1140Hz'" Dmx="197~197" /> <Function ID="50" Name="Refresh Rate 1150Hz" Display="'Refresh Rate 1150Hz'" Dmx="198~198" /> <Function ID="51" Name="Refresh Rate 1160Hz" Display="'Refresh Rate 1160Hz'" Dmx="199~199" /> <Function ID="52" Name="Refresh Rate 1170Hz" Display="'Refresh Rate 1170Hz'" Dmx="200~200" /> <Function ID="53" Name="Refresh Rate 1180Hz" Display="'Refresh Rate 1180Hz'" Dmx="201~201" /> <Function ID="54" Name="Refresh Rate 1190Hz" Display="'Refresh Rate 1190Hz'" Dmx="202~202" /> <Function ID="55" Name="Refresh Rate 1210Hz" Display="'Refresh Rate 1210Hz'" Dmx="203~203" /> <Function ID="56" Name="Refresh Rate 1220Hz" Display="'Refresh Rate 1220Hz'" Dmx="204~204" /> <Function ID="57" Name="Refresh Rate 1230Hz" Display="'Refresh Rate 1230Hz'" Dmx="205~205" /> <Function ID="58" Name="Refresh Rate 1240Hz" Display="'Refresh Rate 1240Hz'" Dmx="206~206" /> <Function ID="59" Name="Refresh Rate 1250Hz" Display="'Refresh Rate 1250Hz'" Dmx="207~207" /> <Function ID="60" Name="Refresh Rate 1260Hz" Display="'Refresh Rate 1260Hz'" Dmx="208~208" /> <Function ID="61" Name="Refresh Rate 1270Hz" Display="'Refresh Rate 1270Hz'" Dmx="209~209" /> <Function ID="62" Name="Refresh Rate 1280Hz" Display="'Refresh Rate 1280Hz'" Dmx="210~210" /> <Function ID="63" Name="Refresh Rate 1290Hz" Display="'Refresh Rate 1290Hz'" Dmx="211~211" /> <Function ID="64" Name="Refresh Rate 1300Hz" Display="'Refresh Rate 1300Hz'" Dmx="212~212" /> <Function ID="65" Name="Refresh Rate 1310Hz" Display="'Refresh Rate 1310Hz'" Dmx="213~213" /> <Function ID="66" Name="Refresh Rate 1320Hz" Display="'Refresh Rate 1320Hz'" Dmx="214~214" /> <Function ID="67" Name="Refresh Rate 1330Hz" Display="'Refresh Rate 1330Hz'" Dmx="215~215" /> <Function ID="68" Name="Refresh Rate 1340Hz" Display="'Refresh Rate 1340Hz'" Dmx="216~216" /> <Function ID="69" Name="Refresh Rate 1350Hz" Display="'Refresh Rate 1350Hz'" Dmx="217~217" /> <Function ID="70" Name="Refresh Rate 1360Hz" Display="'Refresh Rate 1360Hz'" Dmx="218~218" /> <Function ID="71" Name="Refresh Rate 1370Hz" Display="'Refresh Rate 1370Hz'" Dmx="219~219" /> <Function ID="72" Name="Refresh Rate 1380Hz" Display="'Refresh Rate 1380Hz'" Dmx="220~220" /> <Function ID="73" Name="Refresh Rate 1390Hz" Display="'Refresh Rate 1390Hz'" Dmx="221~221" /> <Function ID="74" Name="Refresh Rate 1400Hz" Display="'Refresh Rate 1400Hz'" Dmx="222~222" /> <Function ID="75" Name="Refresh Rate 1410Hz" Display="'Refresh Rate 1410Hz'" Dmx="223~223" /> <Function ID="76" Name="Refresh Rate 1420Hz" Display="'Refresh Rate 1420Hz'" Dmx="224~224" /> <Function ID="77" Name="Refresh Rate 1430Hz" Display="'Refresh Rate 1430Hz'" Dmx="225~225" /> <Function ID="78" Name="Refresh Rate 1440Hz" Display="'Refresh Rate 1440Hz'" Dmx="226~226" /> <Function ID="79" Name="Refresh Rate 1450Hz" Display="'Refresh Rate 1450Hz'" Dmx="227~227" /> <Function ID="80" Name="Refresh Rate 1460Hz" Display="'Refresh Rate 1460Hz'" Dmx="228~228" /> <Function ID="81" Name="Refresh Rate 1470Hz" Display="'Refresh Rate 1470Hz'" Dmx="229~229" /> <Function ID="82" Name="Refresh Rate 1480Hz" Display="'Refresh Rate 1480Hz'" Dmx="230~230" /> <Function ID="83" Name="Refresh Rate 1490Hz" Display="'Refresh Rate 1490Hz'" Dmx="231~231" /> <Function ID="84" Name="Refresh Rate 1500Hz" Display="'Refresh Rate 1500Hz'" Dmx="232~232" /> <Function ID="85" Name="Refresh Rate 2500Hz" Display="'Refresh Rate 2500Hz'" Dmx="233~233" /> <Function ID="86" Name="Refresh Rate 4000Hz" Display="'Refresh Rate 4000Hz'" Dmx="234~234" /> <Function ID="87" Name="Refresh Rate 5000Hz" Display="'Refresh Rate 5000Hz'" Dmx="235~235" /> <Function ID="88" Name="Refresh Rate 6000Hz" Display="'Refresh Rate 6000Hz'" Dmx="236~236" /> <Function ID="89" Name="Refresh Rate 10000Hz" Display="'Refresh Rate 10000Hz'" Dmx="237~237" /> <Function ID="90" Name="Refresh Rate 15000Hz" Display="'Refresh Rate 15000Hz'" Dmx="238~238" /> <Function ID="91" Name="Refresh Rate 20000Hz" Display="'Refresh Rate 20000Hz'" Dmx="239~239" /> <Function ID="92" Name="Refresh Rate 25000Hz" Display="'Refresh Rate 25000Hz'" Dmx="240~240" /> <Function ID="93" Name="Program 1" Display="'Program 1'" Dmx="241~241" /> <Function ID="94" Name="Program 2" Display="'Program 2'" Dmx="242~242" /> <Function ID="95" Name="Program 3" Display="'Program 3'" Dmx="243~243" /> <Function ID="96" Name="Program 4" Display="'Program 4'" Dmx="244~244" /> <Function ID="97" Name="Program 5" Display="'Program 5'" Dmx="245~245" /> <Function ID="98" Name="Program 6" Display="'Program 6'" Dmx="246~246" /> <Function ID="99" Name="Program 7" Display="'Program 7'" Dmx="247~247" /> <Function ID="100" Name="CT Mode Enable" Display="'CT Mode Enable'" Dmx="248~250" /> <Function ID="101" Name="CT Mode Disable" Display="'CT Mode Disable'" Dmx="251~253" /> </Attribute> </Control> <Mode Name="Basic, 30 DMX" Channels="30" Id="33b36e4f-d542-4529-8b53-88df9670d4f2"> <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="84452cb1-db21-400c-bef5-0e52276cbb72" /> <Include> <Attribute ID="Pan" ChannelOffset="1" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" /> <Attribute ID="Cyan" ChannelOffset="3" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="4" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="5" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="6" Wheel="9" /> <Attribute ID="White_Preset" ChannelOffset="7" Wheel="37" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" /> <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="38" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="10" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="11" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="12" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="13" Wheel="18" /> <Attribute ID="Shutter" ChannelOffset="14" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="15" Wheel="1" /> <Attribute ID="Prism_1" ChannelOffset="16" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="17" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="18" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="19" Wheel="54" /> <Attribute ID="Prism/Gobo_Mac" ChannelOffset="20" Wheel="83" /> <Attribute ID="Focus" ChannelOffset="21" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="22" Wheel="19" /> <Attribute ID="Iris" ChannelOffset="23" Wheel="21" /> <Attribute ID="Frost_1" ChannelOffset="24" Wheel="49" /> <Attribute ID="Frost_2" ChannelOffset="25" Wheel="50" /> <Attribute ID="Animation" ChannelOffset="26" Wheel="82" /> <Attribute ID="Dim_Mode" ChannelOffset="27" Wheel="26" /> <Attribute ID="Colour_Speed" ChannelOffset="28" Wheel="28" /> <Attribute ID="PT_Speed" ChannelOffset="29" Wheel="25" /> <Attribute ID="Control" ChannelOffset="30" Wheel="29" /> </Include> </Mode> <Mode Name="Standard, 34 DMX" Channels="34" Id="8ad155c6-50f8-4bf1-ab49-e888deb8580d"> <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="40a08638-82e0-4de0-853a-e2091fa667f7" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Cyan" ChannelOffset="5" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="6" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="7" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="8" Wheel="9" /> <Attribute ID="White_Preset" ChannelOffset="9" Wheel="37" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="10" Wheel="8" /> <Attribute ID="Colour_Macro" ChannelOffset="11" Wheel="38" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="12" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="13" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="14" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="15" Wheel="18" /> <Attribute ID="Shutter" ChannelOffset="16" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="17,18" Wheel="1" /> <Attribute ID="Prism_1" ChannelOffset="19" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="20" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="21" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="22" Wheel="54" /> <Attribute ID="Prism/Gobo_Mac" ChannelOffset="23" Wheel="83" /> <Attribute ID="Focus" ChannelOffset="24" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="25" Wheel="19" /> <Attribute ID="Iris" ChannelOffset="26" Wheel="21" /> <Attribute ID="Frost_1" ChannelOffset="27" Wheel="49" /> <Attribute ID="Frost_2" ChannelOffset="28" Wheel="50" /> <Attribute ID="Animation" ChannelOffset="29" Wheel="82" /> <Attribute ID="Dim_Mode" ChannelOffset="30" Wheel="26" /> <Attribute ID="Dim_Curve" ChannelOffset="31" Wheel="27" /> <Attribute ID="Colour_Speed" ChannelOffset="32" Wheel="28" /> <Attribute ID="PT_Speed" ChannelOffset="33" Wheel="25" /> <Attribute ID="Control" ChannelOffset="34" Wheel="29" /> </Include> </Mode> <Mode Name="Extended, 45 DMX" Channels="45" Id="3156a1da-7714-441f-9983-3a950c1e0e3f"> <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="4e86755d-2873-45b5-85e4-1a3b3d6483e1" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Cyan" ChannelOffset="5,6" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="7,8" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="9,10" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="11,12" Wheel="9" /> <Attribute ID="White_Preset" ChannelOffset="13" Wheel="37" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="14" Wheel="8" /> <Attribute ID="Colour_Macro" ChannelOffset="15" Wheel="38" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="16" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="17,18" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="19" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="20,21" Wheel="18" /> <Attribute ID="Shutter" ChannelOffset="22" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="23,24" Wheel="1" /> <Attribute ID="Prism_1" ChannelOffset="25" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="26,27" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="28" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="29,30" Wheel="54" /> <Attribute ID="Prism/Gobo_Mac" ChannelOffset="31" Wheel="83" /> <Attribute ID="Focus" ChannelOffset="32,33" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="34,35" Wheel="19" /> <Attribute ID="Iris" ChannelOffset="36,37" Wheel="21" /> <Attribute ID="Frost_1" ChannelOffset="38" Wheel="49" /> <Attribute ID="Frost_2" ChannelOffset="39" Wheel="50" /> <Attribute ID="Animation" ChannelOffset="40" Wheel="82" /> <Attribute ID="Dim_Mode" ChannelOffset="41" Wheel="26" /> <Attribute ID="Dim_Curve" ChannelOffset="42" Wheel="27" /> <Attribute ID="Colour_Speed" ChannelOffset="43" Wheel="28" /> <Attribute ID="PT_Speed" ChannelOffset="44" Wheel="25" /> <Attribute ID="Control" ChannelOffset="45" Wheel="29" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:5" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:6" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:7" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:8" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Focus/Zoom"> <Set Channel="Control:9" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Shutter"> <Set Channel="Control:10" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Other"> <Set Channel="Control:11" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Low"> <Set Channel="Control:2" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan High"> <Set Channel="Control:3" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control:4" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Speed 1"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Speed 2"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Speed 3"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Aria On"> <Set Channel="Control:15" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Aria Off"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Hibernation Enable"> <Set Channel="Control:17" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Hibernation Off"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:19" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:20" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Pan Invert"> <Set Channel="Control:21" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Pan Normal"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Tilt Invert"> <Set Channel="Control:23" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Tilt Normal"> <Set Channel="Control:24" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 900Hz"> <Set Channel="Control:25" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 910Hz"> <Set Channel="Control:26" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 920Hz"> <Set Channel="Control:27" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 930Hz"> <Set Channel="Control:28" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 940Hz"> <Set Channel="Control:29" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 950Hz"> <Set Channel="Control:30" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 960Hz"> <Set Channel="Control:31" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 970Hz"> <Set Channel="Control:32" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 980Hz"> <Set Channel="Control:33" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 990Hz"> <Set Channel="Control:34" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1000Hz"> <Set Channel="Control:35" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1010Hz"> <Set Channel="Control:36" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1020Hz"> <Set Channel="Control:37" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1030Hz"> <Set Channel="Control:38" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1040Hz"> <Set Channel="Control:39" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1050Hz"> <Set Channel="Control:40" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1060Hz"> <Set Channel="Control:41" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1070Hz"> <Set Channel="Control:42" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1080Hz"> <Set Channel="Control:43" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1090Hz"> <Set Channel="Control:44" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1100Hz"> <Set Channel="Control:45" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1110Hz"> <Set Channel="Control:46" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1120Hz"> <Set Channel="Control:47" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1130Hz"> <Set Channel="Control:48" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1140Hz"> <Set Channel="Control:49" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1150Hz"> <Set Channel="Control:50" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1160Hz"> <Set Channel="Control:51" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1170Hz"> <Set Channel="Control:52" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1180Hz"> <Set Channel="Control:53" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1190Hz"> <Set Channel="Control:54" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1210Hz"> <Set Channel="Control:55" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1220Hz"> <Set Channel="Control:56" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1230Hz"> <Set Channel="Control:57" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1240Hz"> <Set Channel="Control:58" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1250Hz"> <Set Channel="Control:59" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1260Hz"> <Set Channel="Control:60" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1270Hz"> <Set Channel="Control:61" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1280Hz"> <Set Channel="Control:62" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1290Hz"> <Set Channel="Control:63" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1300Hz"> <Set Channel="Control:64" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1310Hz"> <Set Channel="Control:65" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1320Hz"> <Set Channel="Control:66" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1330Hz"> <Set Channel="Control:67" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1340Hz"> <Set Channel="Control:68" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1350Hz"> <Set Channel="Control:69" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1360Hz"> <Set Channel="Control:70" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1370Hz"> <Set Channel="Control:71" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1380Hz"> <Set Channel="Control:72" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1390Hz"> <Set Channel="Control:73" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1400Hz"> <Set Channel="Control:74" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1410Hz"> <Set Channel="Control:75" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1420Hz"> <Set Channel="Control:76" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1430Hz"> <Set Channel="Control:77" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1440Hz"> <Set Channel="Control:78" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1450Hz"> <Set Channel="Control:79" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1460Hz"> <Set Channel="Control:80" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1470Hz"> <Set Channel="Control:81" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1480Hz"> <Set Channel="Control:82" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1490Hz"> <Set Channel="Control:83" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 1500Hz"> <Set Channel="Control:84" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 2500Hz"> <Set Channel="Control:85" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 4000Hz"> <Set Channel="Control:86" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 5000Hz"> <Set Channel="Control:87" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 6000Hz"> <Set Channel="Control:88" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 10000Hz"> <Set Channel="Control:89" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 15000Hz"> <Set Channel="Control:90" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 20000Hz"> <Set Channel="Control:91" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Refresh Rate 25000Hz"> <Set Channel="Control:92" Delay="2000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Program 1"> <Set Channel="Control:93" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Program 2"> <Set Channel="Control:94" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Program 3"> <Set Channel="Control:95" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Program 4"> <Set Channel="Control:96" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Program 5"> <Set Channel="Control:97" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Program 6"> <Set Channel="Control:98" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Program 7"> <Set Channel="Control:99" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="CT Mode Enable"> <Set Channel="Control:100" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="CT Mode Disable"> <Set Channel="Control:101" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="9" Name="Gobo 1" Number="19" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="10" Name="Gobo 2" Number="20" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="11" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="12" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="13" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="14" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="15" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> </Group> <Group Name="Position"> <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" /> <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" /> <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" /> <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" /> <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" /> <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" /> <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" /> <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" /> <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" /> </Group> <Group Name="Shutter"> <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" /> <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" /> <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" /> <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" /> <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" /> <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" /> </Group> <Group Name="Beam"> <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" /> <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" 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</Swatch> 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</Swatch> 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7oXf8MxFvY2HrUL4wE2MB79bazYKwpxI+AIGqIXH7bGagr1UMVEgNgZjRrcq773//+ZQjy+a6LBwIqg5j3cPG2MYjMsjOEPwfBKEP62SgB+cc//nFJHWL1kueTF9CFXrIMSoB/8pp+1/3ybOQSWqLnqKoxh7bVOC82zoP15r1YeDC1QN4mD5NCWRs766yzSu5D5OSteBUaG3CRQOqMJ7Iim8fCYfwbULTL4Dc5F6TOv/rVry49BgB+5StfKYl52+uk7LtOXleNE02ok1F4JN0ZslE8y/VFaOfxiLJ0M2GbV7OaXOgGfGHWPeB7pBQyR5eFKx1tpBcbCrDBbs697ouaE11g44UAjE7UduCEFoKqZWeItnITecCDR/ANZnRWUOkB0QznHRgwGhQgz4vXSD4A+l0h0/mQdElCl+X/SlXApe0H2IB62KYoQrDJp0YrTAuLYbwc/S+K8xaZmBCuSbWClgeYiD/aIAkyCefAeLFNh+1+PcqDTdzNWDUCZxgQEDrxHBqPrK1tmAQOABM6DA7zUBFm2Rk+Q2pQCMf7eATZGK6DOOcWWhaF/6Y3vWkZ0gwyr5BzprZG4hi3CjyMVxf2XbdEggjrHsPe/e53l6HSPZNDhM6w73//+6VOBpTuw+ST5DjPHMgZsLJ73X/UAmzwkoOd+76Km93sZku/J1ryCjgF96/8QkRtY4g2oissBMDwEgAjUtK/eEszna6E9+EqudGyeCuEnSzBCzoXrzCsn77N/ZJO2oQrMocJw6PjWsJ9JBK8lazZz3hVgnXwTmYixM9xMx6PmA203/72VHdu2hlm6l4WMcyDeYNG7xvw0nPCkGyG1AIYtbwtwAimHia+4tw6H/ATxlsKkURJHqsqIwhViDUty9+SEXwv5R/XSNjUhGn8rdpRMQ5whFygFwqRec8KJWCyUeIrT6w7RGdGdSII/36Or2ks8Fzxxym2ZsMKzCzH2ZcD2ODdP/tO4yryOhyugRvxYAYXR8J92vIcMxPAAJSHEo54L1+VhKqDy4QY7TQyRLOerkRIHdf63NZiFXeA255irIlH44FIIwDCS0s2gvR7ZiYOELpnYnXVAJKc4Xe1DQmXPL2fjcpoJ7B9E3ZeUX23Up0Hk49P5d0/WlAYroVMy9TcrFDHi1lsIVMaZ8Ke7Cl2FGTRGcF4pjpTjgEkXEXYRIppTBbkTsNCZI3Wn5AsmprSkEkgZAqFuQfCwcgTMkbSSc7VctMhQpgmvyibyZr9Td4o0JPBDOwscyF1AKsfnQkNH5JRRV0NmTbgOcAAYxjA7nGPe5QPVEKAg4Smhp9YJiYcDDP8Dvn1gHkBkgCe1VTL6mqRNXftgED66XyuU0XB1+j8EP49L5RAKAXEOm/NyBnafwAWBSDJyNxVLXqWM2BnOMAG71ucyo4cPBaQyXYACsBieViESaJnaFrCJyAJZx4OgPkZ7ye7wkFkoRoQ/VxHgnJPcDBGvpBp8XQ4F24iW41i9bTNEjc2SbJAMwMkz0iiwlNH6co6AryRXgdkQuCwspifa6aUPDiPc5rgSlFN2pUa2vYwlL/vsurBvMxzKu9bjJKJcgYvBURB9JFqffKAoM0FORYCoznPbCU/0M3UGD10bTgeEM9kxQ9vAXz0NQ9Tqk6ADN7ne1xmLi3uOYRV8gdrCziJjCw3Fp3oIomyGHFW14XnhYvlK67qzAQnEfHgzqlZgPcXcps0A4wx2IGhk+MHVYDtVkzJojcewGR/eI/CbfR0yZYALPZp8Dv4g8MDJnoCktnqAakh8lxM2AVSRWohFNeTzkfrNANEyQAPh8/wgtMuEIcsE2sAYruovC7Z1JSxiMSRzEQ3sHsgqpJflLTUdXn1UQZIyl2eKymETqiaIgHoQc6AoeUBNti8ZJtJzz7MosMzeII2Ez3t9s2Kzdl4MVKD0AcAUm2qNm/k+yVLApYsviUk+n2AESqEUURXdsrtyxINiH+b4VYjyVQdTCuNv1MBQJINUN97qEZprI/slMe3VYFnZhK6Xr11TJYa2p+fAUsTcVW4pEfKtoVM5TATkaecYGndNrAUm6fkHkwBb2rvuI6d/ngs2VXs0yVMApiw4QHKcMxO3kpphfFwHihAAZYHUXXnXL2fKZMwpRmgFlplXx4YTocMAxsvKGkAYDOYJzDz8RF/43yhPU1iBrqP8zDJgsoEiiEU8kDhHfGqWKWuhcekbGJaggixJqdMUxIglDtHR4MhWCrJcA6w7bqesYmFJsTVEz4BjeWb7CLuQfxxhfBQQDVO/ARQHgnA1ltvvfL3ZUuyTWADSkvbAIg0YdaTSXg5CYIiuNkMgLIrXke3hXN0NaEauGL7gXgGk1iEXfdb9VK8GAmGniiztj1BU0NF8FXibQ/XCUvLAWxq4ZHlnQoBLpZnfQYdwPAns6mt8TwAxitqW8FHlEo8OB7RkXM8YAM6ngDogIG4SRogYvIKVHPpvaJ3WzNQdcvfuu7NKpGh3QmXitrV1m+TSvOA0CdcogdtPssCFZaXnzoaLB3mm3KkU8xcOX3ZZNKzjjJygfqezMpDir0a8s4CJQ36DLfdxQiKTNgDMFkjgPGEBoSnoonxWg6yiIMZNJoa7ocfmsm4HCHXv3E6obZppiU8C/E8cdW6hEwJDZkBr4u9LeqMFCOzlBW6XuGvqUVWX20E6GCbwFSiJX8PV6KBfWov/0TOpdZCD60msj8GDAEMZFuWyNN0CU1CgnDECzF6mxlMO/JzgxID4xpktq4L6IAPR6OdVSsBOKMMTZbFmzVpLcJjhOe+yjI8rywbgNQVRxn+FC9/MLmaNCEaI5OOxx2XhTYwWIKpc3OA9W5msN5xwAqPReSku+A4AAVgOgCYFJngCmBdDC+JDVLIGHqohDmDo38/By2P5Rr8LH6us0JGJe2vM9sSIP+6QCQGw5RzFjwm/51IdNrWW4EfwHl7XjWXV4RB+pd7jP43XtZkEBHUIXX8jtsCAW/FSYeVnDrYMgDrNTzqTgju4qHiX7wJcs9bxQP2AHgNNToZkt/DdfAwmlGXt5URYgEMaQcwYdLDx03GeUUDk7/UKjdZqEEmhwi3yk48iQGs09NCUsl5Ukg1bXrnFchNEjxSTTL3iLisFU/0RB6TBhhmtTkhVVildZm0o4Ad4bFHVb/EVABs4z7OKDSRGJR3YhNcfEBKnS8sDROugIEAGtt5CwEAxuPlCUBTi5Yf3EmDHq+ohhfLv0bNZEB37WEAz2PoaMDlAMtX3lAzIk8sbPFm1T6zqEJ0EVVzA2BVC9l31btY6Bt709L3yDx5coTzkmJcL06GfgyzWK3etmVqhJWYWjHNtJWKCfb5orCbWbxVzALEVguMmZMv16oafiA85gDj4YRUM64LwPyNJAGf4EV4HtdhgHCrvAu0asCiTBVmAvAeUngDrdxE7jBgJgGP7HsdqCYR7hMJStQhJ+mGBRhtOrI6NdTchDQgxzHJKcRR94g/xXNz78bFxFezJF0MaybwvCQfsVVoD7Y+bPFgyNEK4367akIY3cURbTiyD9kWL9RkMS3dSmjkFcJIBgzv6GIGFEi1FvOCQgWQmL28ETlimEqNL+YWtUv3YrCtWyREkkNwHHIGD8FT8CZClC5SkyXqkNWtoliTXRjpg+qyAGti5M8zMkocV/iX8ZrIulR879kFveBB3TfqENsUVGuhOnk1EwBmD/XIpZeZjg0AbJ0uf83LKJgG12A8EhfbdKW2zM5gce9KIDyfB6NkI6R5kF0WWrgOAONRAUxZyOz1OcpGdYshfH5kn8zAEH5zExLxJ1mZAylWF+TNeGLPxCACmf9jOTUIDjYubOKBvCZvCvRVDc7PTEoTmndmGgF4KV6UBkbVj2enEwMgOQP9cNVdjXgvz7pH/hW2TmeAuRkLImLry1g/6EHrt1ITk86PmxEekoEnXwAY7yIkINOytjodaZyFUChD1cbCrMbxOVL3OoBJAnIDoDpPo04KpJIW/FK2iIMh1DifI/gMy8EUQuY4E+54FNde3RLUOYCaii+RyhMM0UNyw6saByE0TIh13QRkmXDO52J//x75V1h3gDFtyUKOg+tV6RcmkGGH8GdmmWVS5bpsi7dhblL4YVw1gCnddAEYHoGbBCdkZieCbzIIZ3mjXfTn5xaF5DozELQzYYdXIImYaGqquKNwanBldnVKfjRL1hnvhOtJTOpaoYVNmbm+uepqJc/XGKAeitaeeVAOk4Xo6mcmm0kY4Pec/G0XzjvGSoCt3ceZ3JRDG4g+LQBDms0yBzcv5PB6OZH0kAy8mSdhMDPj/4EOr2hrsderMAmkuJOfxUYkri3fA8LMzpfUefhKSKNMqDQwukAkKbyi+3UvOBnPwwvlHjwG1EDXZXREXgBS8pG5Rg0zzOcAMqLu9+oMHeClASvKRdGP5pkYH57XNeKQeJxOFdl21wrKCFsbwHptMBTikHyHWG/wtEPLtvzbYcARYc1z2mUUs9UfSRbct0yNufGuBswApmsi9g2zkIJ2JRzmAEOCc2taB0WscR2DhfSjBEBmouGSUaEIk8GiAkKZa8rDFL6lT57u5fqqfVmqCTLVaNsZRT1C7RdKgQwwozCufIQ6kGNwRlmniT0F78VW782D1ZmMTgh0eEC4gRDgq4eMx/FW0YwIEADGnQMe8iycdGkMjAeW8zDFdJyPt8QZeSlhLHrEGO8B+E1NQkP5l0wYUOUqHqruHCoHvCcgqscqzLtPpr7ofnG/uu0yhVx6mESjScs3CcWENbERezwxrldEodvherGT95QAVnqweul6iJEkuO62KrvZjo85CJoGFR9CiKO7IlYIMUDQGyabDB7RxngIISnnYQzYnBPnIj7ijGZwmJDXdvdnXttgoQE8M0+EVNetQ+Sd3RcJRMIgg3PfvIlr9n9VGQXfwxtlpFZqN70mXpXcIWrwpkE3TDT8DmUwnrxibCDTs61mZFtti2kGIuNKFh4WPuDidRyMElVzQ/6FIQfFG68QRkkF4bG4eQ873pqGWJtlXHoTHclDI4BGshBhUvbn8z18RBhfyW2Svn3nRvJJIgAnwySCVj2w8o571bclnGrDoU3hXdW+NxURIq/n4nm0WRTsPnWLGCcTi5cNjyl0RtnLWNZtyNKDrdl6n3yzUgHXQACFg+EEMj5A8NB8BYZxmpgVMty5Q7iKwVA39DnAh4x6EMz5gAURB+5or6lTzPEwDzHnYSYBrUr2Jxzn2pcBmDRURIbJU5MESC08dZVAI9s4ZrxlzfXUqeiUeN0gJlqTt7hVzX0Lj+QT9y1shiPgxYTpHtpzhlqnN324UIVkINBTz3Qi4BDRkcrciHQ7QGfwAGqYkl4dBDceodKMlzAAhK95AsCjkQi4edeFBwFdzMqchzGyiQHNwRU/7+M1L0KlcwOZzyaRmCT59gUmUmhyJmKedITp/aItklRcb9drc++aCsgfBFc82LnQHNfXJCJ0tc7vKkI09bbjHEg7wyN4FjKF/8N/fO8Ii+wqPBAwjEuPhTuD4FDjZN6BzTM5t4KvdDwKv8wDjEzL70VdkvEUPruapZoQfbQ1h0lkYjIAGW+aZ4cItoF3nVXwuF6tQ2QEHmiSBSnOzZvyVhIQ1xITrovO2MYmep0fMuyhEVop2fHSgJzcqlkafDOaGGuw/U28aIDxOrwczgS4MpyqBlQ1OpQjlG4chZcDbMRZlujQ5qJswxuEBwFYmVoVYAZ0WmZC4JW8Vl6CGnaffk9LkL8R3iY1MgUvGv14MmjPe9o28QtJcR9kFZFUaDUzZC5WtZiZPBauE7tBm5keNl6BDxhks9gDDcLtofMweBfy6xzjuJyQg0PFO4mY+pqCN22p2lkqg5K+C6t9b3oyymIp2yij1JMtgKIuq+xqJjIPppSH05mA094JsbeXwsc2QzyKzAloAKTaTeBhGWxHaEVkCkAAOuo9CYOn4xmdQyhxXpyGe29aAPd7dS9nYM7pM4SsGEAZG4/X1zKzrkbiIB943/gk7xyvM95TpPEZhGfC8DRfL9gbwJjBNGjCD6VY2HMD41wx72SgHW6aqg1kPFn0zscW44g7nQn3w3pLkS4AABtpSURBVKW6dFuE5XvMS1LwwSitCKcSFLzPzDfQkzYPNjXPDS9VOuJtVBq6rkSqs3jzrpBJ8R/VIzepARj2OPErYsI8GBeu5kcUpFrH3qJNLXqpIiwqJdGOlFnwEh7SAQS8Wh9gA15e1/XHNgUU/zDnJpsAmzCMJ/p8ulKuIdH19FcxTYexfYGfIewmj/vzGXGfJhDwmpTxhlygotOpbqALykd97bmK1giVnpn2Htn9lKSKKwFMPOgNYIzLVQaKl4sSCnEtmUyThjYcTeoc/exqdrE4w8DIWj0gCngOtug+NSBt3D6h04QALtepYA0ckgZZJa+GV/oeb8zbcXyOpXZCD/EWIc9XTTU1GhcAGnCt3c5DJKWT8TJ6uhSp9eBN0iUbRi5SxeAAPFfaXV1b+4R2DYBhv+v2fWbmoQiZvIxiNrcsZI66EYMj8zTIoVrn+2shvhRzh8a8eGuugZBYOIQ1/E4o5W3GgQ24JAJCR/Ts44513agIuC4JXgYAkGQTyYprxFwSg4/ydv7PtZtUseUScMR5nQuwJCg4kWcEXH5H35dVV8CrdVvi4vqUubTk1F1bW+O5AFaIVAMlqfQB3swuB7DWG5K2KUALKWSDeEsFwRW/GtY9iQvp/MxX4wyrDSLj6msOfyOEmpXRcOcQwoRQvwN4VbDhOQZW21CTPUxdl4GJXi2fIbwBF1BITJrWC5WGANL1mXRqozw3bwlIRFHe22fR+GToite4al+7FGobMvFNFt+Tm3q0q8ODtTJhTwnEDXs4495eBgi8DFJttpAsPEzloeqAa95jSG3sENgkq+PthEiHYjqdDaBlpWapA29yvfE2NAYgQK1boel238RdQBaKcUtdDkCAi9W9YLTOcDFCrETGswAYPE0Nkxf1bIV9IR//BFwg8HuxSyGeCBBNa8B15vnjn86tv79ngJUe7LK2fyVL5NohX+Mb/qE2iYwP06vciIcvQ+JNtLaYlWpt+QOKxj8AC1W9bQYlLLlGh9AnLKsHGhB8yjUCN8OpXFvTFh3em2cJdZwnV87RjuRemhaj/S6eR/QUSoVIXz2XMBOR+o4n4WFWEiH7vD/gxYtLTaRJVmNHIlJdeteDXdYJYLgVhRnZjVfoOQiWvBupYVgJwsNBKFXzCauRLsdGvAEwoQ3JZpOIgf6WN4i3Y2j9iVf9MdmTQQNmfG2cmeFCGBJO1vAMzH5SDO/ZxHhYGaKkQjIU3ouXqq4WJ494RngYTRBvM1k8Q+CUWMgGteR0VfzxWNale3iMdQMYE3LcNFKIdApJbtwAmI08FbAhp9VZzfULXcKLB6Q2KYTygJG6e7DRq9RlhXed8QQAZ3DCcEIAcz3jACa7lUQ4B54lIYkwH3uMNTG9XTwrcAmR4b3Cq1YN6EwKRNxzdh/If+yXz1PjuDion7X1+MbNc5ac9GwlwPhWAlKr3NpN8kYGBjFVqScXCEfAQkPi3rl8GV+sMoosxVedoGa+MCvk4kYx+DGTPay+qv0AoAbnumSguF205xhAcsooi5Yi4U3x2T2rPuBDTRv26GRKa/4eZcDdeC8ccNRu1CYpT+kZRWsPzwMUqIZOEKDTRBCLO5oYnotTmlxNX3nT0GDq0hXT7PtHymRM3dbbB5h5AMKbCT0eAiA51NwACD+IQ3Hag/D/bsbM18+O/HPPABrGayHffXmvMKHbA9VWZBAADtBwmVFmwsSKHaGIBwIKHqjpboKM1EDLsypIBhneC3DGGe6IkJMoJEsmh6yS5xf+aWjAK+z7fyF3nFfl9dCc/P3gPdklsBWlIm2OrQFmFillmDkWguatzWqNMjTgM6BctxnoZwYEfwE05Dqa9KTd0aNFN0KCDWifFnvjB8AMgFlPA+Jd8rfbhgEE7yaM4Eu+ogJCuNR+2NtuqybzJon4fYmC59DEe+VmUvpM12lyxtI5oAdeUQIHds7YwmlUt6psON4Q3LOVrbMBME+90w7TbgQvkEkpZVRlBwMYjYPCgQ5Y5ZAoxQiPvBe+ZpANJLAJRThOvlN0HxZ7M+gkCHNtPluYrOMhCLSEQ6ZMVCWG4lGSGvfd1MgSCvsmGdU+1mc28V5VMzltmEd2wb9cH9Cb5CaPhIMeaIIK5XXbMkkYUBxefdwyvQ5WzuQAWOc9E3mE8GJCSHUlcm6yJsQ+tCOzGeA8AAev5+8Rf8ASQvALJBaQu2xjWbVo486bE6NVGciqANOxK+PDBSMU4pWxL0RTWcKk8XyIpMKRECabbOO9qiY54qV4H/TCtaIizqeGCcB4Hg5MRK7uha/6QY8bNWYTWImpHGDYdyd3gUdYHygrcjNN6o1mn78zaAYW2PABP1Po5Rl4NWEVaZWiW4UjPDR5n9EwA3JA5sGiImGggI5GVjWiJjAZQCAT7l0TzzBq9XfdeXhkehZg4VLO18V75UbewR+BDB9TXiL74K5AJRGTfcpy0RhVlJCQZI9sCuERlv4XYPbSTN6CS+u00yGwmJWAIYOkPDe+kmztpJRbt0Qo2gi0gSTE8gAeDi9AgOQBum7W4Zy4B9khap6yKBlhZJdMiDFYABirjQwazwpwTbs3eAp6met2j8i30pbidVfvlZuMFOUwIYHM9bpuQBJhdIlYtGt8YisoUQdFAdApdLZeDFO+yfvB9IJ03krTgAt3wokZ03YbINwk16eY5j91TOcCJk2COIOMyaGLVgjAL9p0T8QMjs4JhocJmzyb8/JaQexDsUeYtX0LKYTmJsZr8brOw1urV4b3Grb8v4uZhCafLl1cLEDmOk0gvNckjuWCymKSlym9XmdpX1EOMLuQjN5ddoTxYi5cRuNm2qrKOEP0UTG8CC9TEMbJuHceTQgGCiGZniVsKnHQqBDeJltHRYgFsOBcwcN4AgAzSDgNvsgL8Gy4l2sgBTQ1XhcoJTISBN5LAiNk9d05axK4Nlkj8AqXqIVnxhB/90n8jmpGbPzXs50R3+QA4yeJTp3f9sGLAQNpws20eYDVBbBKO4Agg8PHcDTfC20GmRcRloVU0obwQAcygz20US+cCoBFKYrFPhKx4UqIobGjs7CiyuBamsoSEhUeHegp/0RNzZdEZBLDtEwJybWTK7RKIfuxGosjwCNxQtlmjzsahsHQ0pi7FGDeLZO4BdfW+YVY0nYPDhDoRXnhdpQRLfO9UZl6Z35eoEWInVv2BpBmrAfIG+BLDg8V0HlQs7iujqk1BvjzmiSvSMCUcESIJKsgy+qjAKctp017MaHZWgOeXelLyBX2hfVprkVkqgv4FQ8PcPGOI6Ea761uQtejnRXvKWLVnnwNRhO9cY3WQ1Q144mJTbyY1Dp/3TISXre/PEIMaIALwIAVxF+pyWdGMsCbeYiWosWMDuNRhD3Zl3AV6zIp4zIr+hCPFquTAEI673xNW2OiOxXX8UwkFMK9ydLlLSZdzD0i8iYh6iLky4CnDO5lmtSqABM7CTudt3TSGyYDFBrclExpnFU3f5PhjDKDzMXzCPge7yJUOhTg1Qp1IChiC3GxdJ5Hi/BGD5PZ6U6NHREp+wBmhpvtPKRwYgLQr/LV4ePMZ+q1F1JxIteKVHsek7ygtK3RDiVEuKbaJaWfHNTnIpLMYOeM/AfLAMybSlOYFJsm8mIGUuaFKBuUUQ2JyicyxdzMuCZmoHhJ4BEyo6XYAWgAhmfEG9yEPBmurC48GgIeAIttkfAViYMMMCYIwDSVJbR8A71OXBMhvJcseK68V24+l1QSL5fHu0zGJu1JLe30/G23rG7ZmveOTAQwoUxY4sXoRaNefcID0ZWQT+o+LtS2bCHkET0p/oDmQQbQhDphUxYqhPq8fDdpHiyMHiTjkukxodZaTzxm2LuB6gzQhV4FbZPLc+C9hEdebdxbN6ZhJiMZiQePWnC8qrlHW+6dNXUAs4WLV1GsNcknkQ2EGYeQWefFKOlmFPPQAWxceBxlsjzSQ9QvaWMyNt5K8sHT4WtqgbZ0Yvl26UIioZLpUI3NdtvIEgr0dC6fGa83FqZkvmqYiLcwZUIIW9Mm+1UDfpPQdgo+X4t6T1s3wcxy2/8sB7A0KNcmj3Jc+valk3xadGtSvqXmbqxqQqOHzjtETa/N7oJhZAqpuHoocMn8gAmohAehEZDxICGKDBGrkKLvv2qxFbmJwrs2NVmmhMX9BtfizbUpCZO8Bm/qwCV5XRLLlDaAW8Z4T5TCfRGvjU9d90hHOw52qj8ctrIbm1XZnaiVwWCa/bwYwbL6jp7QvoBKpia0Nn1XoUGkVAOCEg+j0PMaBlPYxLuEKbU/BnA8Fn4Y5al8n/8wv++6TZJRr1+pmhVK7kmvW3UbTHwMN3XwntErhx86gNjf8Gx9bwbnHtVzfbZ7I8MQsXvkYGqPtRlQLcASEq9IF0XinoiLmcFIclTyZZVh8QoaoLK0jVJOFhi3q45ZKEv0gIQjYY1EwTvhE0IbYAGeh8kzyuR4CGCxga6SkM5bulddicnsRvB5mKYrjZjPUfLivfA+QAKa6jlsscDjAjFPavB5X3IGaaPPEOoZ8VpaqoyHxAtlmWQVfI2dAjN1/zFqbwqb1k8EMBbCK4Wfyh6Lbt2wxarCh7IPG8W/gMKgIN5ARF/z4GR8Fogg1R6epELJKYCVb3Sr3igcGUyE3rnqQlOELtUDnsY1jjMlJmIxOQNAgCiUex5c12nVAFnx22HiuJ54i4eDB1WVALa2IZTX4k2J0yYaUm9S9r2ZysCOGPYfQwGWEHlRukip01aTfLIZqOcp1vbFluGhfSn3GEyeS+1smYtL3kA6LaQZQF5FmOWJAFfiENnaKGCF+T8kHhCjGyPCd9VMBjKHc+NzozyJweR9fAUoSQRw+XxLzYRik8d9DHtBqSqB8E4Ypv4HX4teOcmB0E9mGfeSU7zW5FPZcM8iB7rSZbfuBnY2rAz7z3G763gXyUQAYx4KqUKabOCIfKHDeAC0MGEuFHWeTTVANuZhCWPAwJOY7YRQwBJiAMvsHwWs3JxL2Ob1hGQDIZQBRh6eDaJJEeF4lBeLeijPJcEwoP4eUCxxAxxek2xikrlOlQEt12SDPFy5Ps+FpIJWEEcBXTOAv1XJ8DnAVg2hAO568VntQDqMUYIpyyKHj/rPkQBLN3teH14MIHgMrt5ACSO8k4cUNUjin5TZ4Hig3LoBF9JwuOilV7f00AJYQmUTYFWNR6H2SzBkmTiTpCHPqpyXJxnlxUgt8QY3gBCyeVq0AOch3ipJ4WU8OU/nGSDcgIsHApQJZG2CBTAh6UhUIoTyzgr9EUJxN79HlPaM/K7zU+1NVM+IHjjNvb+KJd5rZN9Sk/3BevFiwiAOFb1cHoiCbLxP2uAQJJlBBhiDGntyARbwOYfwE8AiI3Qte8j2eB6dHzih7EpmF3yniRdT21Mt0JNGtCW9CInRIsPcqwUtAABIgArMBl9yE4CJ3+VdZdNqoyae7Dh0NYeeNUDLQ2iY6xgVinu2kd6LjQXYwIsR0HaY5Eo8TA84+q80wvFsUSayRM3sNbPxsmhYnAawckPohS8hWhgSfoRnXoEJ6RIUEyAa9cJobsKREOd6eBPXnS+/C4s9abUn85YaDxF4/VpogK5TVQPPQ8gGonh3OE8lKQnQKWPlIRTYgNu1uO4pe62w08Z5L9Z0h0NPzFtDJ9LFlFzMSLoV9+1B4w0GhnfIW6DNbKEryHvfwAqzVA3Xiz2/DE5swMIkFbyYjFLYyb2Y6wMOvWkyQF0YqEC87CA3sgiSzVuGx4leeBzJEc1/gAtwNDug42WB3xEmS9XXJjPmdZu+o7Mno3stP4tqrBHA0kP/QQLCMenbAye5KiaDEy5iGRVVOec9ASykm8cK8t43sAwc8ApxeBQhlLcSgqrqtqwVF8u9mOv0b97LIAMePlXXA2cRssmEYyld6WZgw2SZeGuvIwBtkpkEsWEyL+fAYZH5OQqJYcfARJNfbLNH6+J0eN3GRLshGgw1x+iriq8GLN7GNi1g8QwGRGdEhGbpP5EW3wM04q9s1+eGh+HFNDLiYjwZbUmZSZIRb/TwtzLluj3/8S3EX4lK8sIzAU+bTV1wsNgLTZbNm3pGNMQ5Bpc2lMVNf7kxwBJi/5y82AFFpaGsi+UbyuFeBjxKOk3lhjZmQPAoQLCLTsgePoMX4QnwF1wmXnsM+PlyruBirlMvGf2MAa0SkYlT95Y0RnsTHoGD9wLGLvutAqmMFbh0ZtC5prBgdpwdAAtNf7ntLtP29+HXdxr3i02N24/V0cirh9YXsKJNWCkGcGRvBFrCKp5k4CUbZARcUIiT1QKaykH+dpDci4Uqjxci70KacFtHrpVqNC0Kj6oYBGNWfR/4OAMunpYHVVrzudN+S0eNGftWezy1Alh6gNelh74ofWsDiTXa/O0ws1aQJzFAMqv81XpdDCj01UefPm9htuNGBgjQDBJvhNfgUDIzoONhZIE4E0KNH+YF+vBivC4T1pmEZdjmbREeZc+uxXllhfkW6uNMYR/3UwXhPd1fdR+xOTALOBdd1zJFbb1Pfjr/L9MgqlrbjmX5VoT25ytTbgZkZAJZU9sHCJjIL48VL+Qy6IRPehudSQijOQlr+A/AIfXVrI+oCwikghxguRcLww9Dv6uzyB5liFR96r3vm262675kqUIrb8tzTeHVx+MMqPY39m3/sNOLGNIHnZBAJmfee+wvNztfCTILJQwekZL3aUKCDRivEskBj4Q78YpCiKqAWR/ci+fgrehFwxZwRNUAGa8uq1eqIRSHlIHsD0tCXJvwqHIhPEYdlhDbxGiAwrEMVEglR8zoLSQfNOZd/nCSN32QLKz7Wn+Ccyy12POUlkRTUvjmdYbtMG3wia/KJ0IWMPJWaosGltbEe/BWSjYA1fR1xLHfad1eFSoLyj3KXAj2qG0SQgKJaoVJYwLUdVZUTR+/REDGTdah2s+x1hVGjugsT3UGWALEVcmLaefxBvdVup4nN2EjXnAKZIrRWpxD1cdlhAr8KsgyzyBsCSMGkJireM60KgMdcbPN6/BIF3hS/u7L3MKLCFmjOhSizuqaTBwr0YF3XBcpcKEKlpnNGFxacncz1l1PMNG7itIHfzuBbL/0bbPdbxuYB5mDDPHW/mLFtTAYL0DFr0gLAEaY5Zl0KACjArYwaJC6tKjwMniZhbnCVDVU8yyRQbqmus/gRV2z6wR03kyBf1z2GNsZCOm0uOCnM7L9jPEkJ5j4ZVgDPqZn+eBJzxUWIJOl5e+W5OEMLqmBZqZDIbwMAm6JnI6Namt2F1OGiXdcxqsIw5BsAitONeyl9QRQoTvWGMQL70dtlQRczsXbSRyE4hnaG7vyrtz6etua3futQtq1p/OVIMOveDCeANcx6EIjIMX7vQ2+TJBg2mdDXezZgMxXAcZIEwCmIF0HsHjHuOsX2hXUAXPYVkmkB9mu+1IbHbch8ZTNjnS9vJGhF4AN9DErOLxtc7M+zsmEIXIBoi7zkmHGIg2eQPiYltgYCyKIsHUbldDOhD46V7wtLUw2S0AWHrUo44QE19DZqoZX4loSAsCcwnbibcwM2LOt3jXMentf5GDzFC/vPj8dG/V43nJQ1P8IsbG3KsF0Si3ApQGYhsd8L9fqdQGe7lj6W77HvQ7XPDxGiK8rD5FYiKgkE79X5y3n0Ly9ddt885JJrdcXkg7qlfrGzknHen2emzaGIMdO1TyEjEzvmG6HvhczKCuRIYijlPS61U6kD+05tDa6W0x6oZ2FJ8K/TIbqmgP3YW2i0MlTz8XayBFmA9wd2tQZm1ivAGPpAn+eQOZNnr2DzCDFq5UDaHgQDyL8AFqbEsw4k0nqXZNI1OlnSlABegmBlTuyTnxKv5YJIFHBG0kf+b5iAS4VC3rdPADXlsau7xP3DjA2TZCxOqDxGmQNXkPnLPV8UgMqhXJebJhAK2t1DbwYgAlzwmO8ak+CotwT8kRetFZcl4XGe5pmZFMDF5sKwFgGMu3WvXGy3AJouA4vILU32Ii3rBLQouzTxWInxNjHos60WpNF9JFJOiJ7jGbCaC7UzgNceJvME8dznW22JZiC4Vw7TAtcbGoAYwOQbZG+RT56yy6rRhgNoFHP6WNkAYfO2XhXZFsTIp1b9+swA3ISihXZPkvHqcw2wIl/SVIsKKHo83B6611bm+rCFEy2uG3fnKtqUwUYGxB/ILOKojedrM7ijWEGUiZnX9QcaG09miI2D5Pv5VpnujSAOl6DE9mjv4uiOI9F3efJeLVJXiLag9G59uwzWxxmUwcYG0gYdv0nsfem+I/4vJLz0MriJVFAxnu0DZ0RypSohr2NzM/tEKQWygJgyH4YcKmJSkpmVFcMo6cc2pfONc7mBGBscEOHJKCRyO3E0kuBfMxnlio7/QnQcLQcaDSs2F16mAmteJ0O11Gvu0P2AUy3aYTjeNEnI6folJ0huBSu9+uj/NPG5gxgYYPapX4YaVYvrT4NPrMWaEKVn5E3hr01JEo7pIpRCjudTkiNpWcK7zJIppSlA2SG4CIS7jZp4bqLzTnA2KALQy+ZNVl7FT10xjb83GWAJnTqOfO90k/s+5BbZHmxB9kwI8zKDqOGqcSk2qDjQ1PiHEWkqvlQW2UfOEnLzSQ2E4CxwQ3vM9h0WGW3lx7/hp+9HNBUBvAongxHQ8b9niVh6oz2sRhn+XYB6qdaefSjzQhceuj3n+uQWLWZASxsEDLVLy3s7W21UsPPLoHmsJ/8MKABmbZlLUJNX15lM7yeN9htY0S4RV166Pu2mQOMDRaSaP/cJR12zp1ocW8XExodFuTiaEInoCn5aP7TxaEjlbA6j42wZu3qSXOVJY6zeQEwNnggH0sDqbnKri2Wx/X7utsGpiYo+yOYAho9LYyuNU8BZomSCLB42sJpW5s3AAsbPKBnJ6DhZUcWE+7q09Vkj7JMoVHoBLRxguuMDOIParpXxFzbvANY2OCB7ZiAZtsbeyFMvEdZF1PkBjRZZN/vD5/QbA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</Swatch> </swatchLibrary> </Fixture>