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Emma EM-RGB243R (Emma_EM-RGB243R.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="EM-RGB243R" ShortName="EM-RGB243R" Company="Emma" Version="0"> <Copyright Notice="© Avolites Ltd. 2025" /> <Thumbnail>f84ae9c5-17b9-4e1e-b77b-270b902fc4d8</Thumbnail> <History Date="20-07-25" Author="Nic Morris" Comment="Created (very poor documentation. sequence function ranges are incomplete and don't make sense. made best guess)" Version="0" /> <Manual Filename="" Summary="" /> <Control> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Auto" Name="Auto" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Auto" Display="'Auto %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Sound" Display="'Sound %.1f%%',0.0~100.0" Dmx="128~255" /> </Attribute> <Attribute ID="Sequence" Name="Sequence" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Sequence 1" Display="'Sequence 1'" Dmx="0~0" /> <Function ID="2" Name="Sequence 2" Display="'Sequence 2'" Dmx="16~31" /> <Function ID="3" Name="Sequence 3" Display="'Sequence 3'" Dmx="32~47" /> <Function ID="4" Name="Sequence 4" Display="'Sequence 4'" Dmx="48~63" /> <Function ID="5" Name="Sequence 5" Display="'Sequence 5'" Dmx="64~79" /> <Function ID="6" Name="Sequence 6" Display="'Sequence 6'" Dmx="80~95" /> <Function ID="7" Name="Sequence 7" Display="'Sequence 7'" Dmx="96~111" /> <Function ID="8" Name="Sequence 8" Display="'Sequence 8'" Dmx="112~127" /> <Function ID="9" Name="Sequence 9" Display="'Sequence 9'" Dmx="128~143" /> <Function ID="10" Name="Sequence 10" Display="'Sequence 10'" Dmx="144~159" /> <Function ID="11" Name="Sequence 11" Display="'Sequence 11'" Dmx="160~175" /> <Function ID="12" Name="Sequence 12" Display="'Sequence 12'" Dmx="176~191" /> <Function ID="13" Name="Sequence 13" Display="'Sequence 13'" Dmx="192~207" /> <Function ID="14" Name="Sequence 14" Display="'Sequence 14'" Dmx="208~223" /> <Function ID="15" Name="Sequence 15" Display="'Sequence 15'" Dmx="224~239" /> <Function ID="16" Name="Sequence 0" Display="'Sequence 0'" Dmx="240~255" /> </Attribute> <Attribute ID="Pattern" Name="Pattern" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Pattern 1" Display="'Pattern 1'" Dmx="0~0" /> <Function ID="2" Name="Pattern 2" Display="'Pattern 2'" Dmx="1~1" /> <Function ID="3" Name="Pattern 3" Display="'Pattern 3'" Dmx="2~2" /> <Function ID="4" Name="Pattern 4" Display="'Pattern 4'" Dmx="3~3" /> <Function ID="5" Name="Pattern 5" Display="'Pattern 5'" Dmx="4~4" /> <Function ID="6" Name="Pattern 6" Display="'Pattern 6'" Dmx="5~5" /> <Function ID="7" Name="Pattern 7" Display="'Pattern 7'" Dmx="6~6" /> <Function ID="8" Name="Pattern 8" Display="'Pattern 8'" Dmx="7~7" /> <Function ID="9" Name="Pattern 9" Display="'Pattern 9'" Dmx="8~8" /> <Function ID="10" Name="Pattern 10" Display="'Pattern 10'" Dmx="9~9" /> <Function ID="11" Name="Pattern 11" Display="'Pattern 11'" Dmx="10~10" /> <Function ID="12" Name="Pattern 12" Display="'Pattern 12'" Dmx="11~11" /> <Function ID="13" Name="Pattern 13" Display="'Pattern 13'" Dmx="12~12" /> <Function ID="14" Name="Pattern 14" Display="'Pattern 14'" Dmx="13~13" /> <Function ID="15" Name="Pattern 15" Display="'Pattern 15'" Dmx="14~14" /> <Function ID="16" Name="Pattern 16" Display="'Pattern 16'" Dmx="15~15" /> <Function ID="17" Name="Pattern 17" Display="'Pattern 17'" Dmx="16~16" /> <Function ID="18" Name="Pattern 18" Display="'Pattern 18'" Dmx="17~17" /> <Function ID="19" Name="Pattern 19" Display="'Pattern 19'" Dmx="18~18" /> <Function ID="20" Name="Pattern 20" Display="'Pattern 20'" Dmx="19~19" /> <Function ID="21" Name="Pattern 21" Display="'Pattern 21'" Dmx="20~20" /> <Function ID="22" Name="Pattern 22" Display="'Pattern 22'" Dmx="21~21" /> <Function ID="23" Name="Pattern 23" Display="'Pattern 23'" Dmx="22~22" /> <Function ID="24" Name="Pattern 24" Display="'Pattern 24'" Dmx="23~23" /> <Function ID="25" Name="Pattern 25" Display="'Pattern 25'" Dmx="24~24" /> <Function ID="26" Name="Pattern 26" Display="'Pattern 26'" Dmx="25~25" /> <Function ID="27" Name="Pattern 27" Display="'Pattern 27'" Dmx="26~26" /> <Function ID="28" Name="Pattern 28" Display="'Pattern 28'" Dmx="27~27" /> <Function ID="29" Name="Pattern 29" Display="'Pattern 29'" Dmx="28~28" /> <Function ID="30" Name="Pattern 30" Display="'Pattern 30'" Dmx="29~29" /> <Function ID="31" Name="Pattern 31" Display="'Pattern 31'" Dmx="30~30" /> <Function ID="32" Name="Pattern 32" Display="'Pattern 32'" Dmx="31~31" /> <Function ID="33" Name="Pattern 33" Display="'Pattern 33'" Dmx="32~32" /> <Function ID="34" Name="Pattern 34" Display="'Pattern 34'" Dmx="33~33" /> <Function ID="35" Name="Pattern 35" Display="'Pattern 35'" Dmx="34~34" /> <Function ID="36" Name="Pattern 36" Display="'Pattern 36'" Dmx="35~35" /> <Function ID="37" Name="Pattern 37" Display="'Pattern 37'" Dmx="36~36" /> <Function ID="38" Name="Pattern 38" Display="'Pattern 38'" Dmx="37~37" /> <Function ID="39" Name="Pattern 39" Display="'Pattern 39'" Dmx="38~38" /> <Function ID="40" Name="Pattern 40" Display="'Pattern 40'" Dmx="39~39" /> <Function ID="41" Name="Pattern 41" Display="'Pattern 41'" Dmx="40~40" /> <Function ID="42" Name="Pattern 42" Display="'Pattern 42'" Dmx="41~41" /> <Function ID="43" Name="Pattern 43" Display="'Pattern 43'" Dmx="42~42" /> <Function ID="44" Name="Pattern 44" Display="'Pattern 44'" Dmx="43~43" /> <Function ID="45" Name="Pattern 45" Display="'Pattern 45'" Dmx="44~44" /> <Function ID="46" Name="Pattern 46" Display="'Pattern 46'" Dmx="45~45" /> <Function ID="47" Name="Pattern 47" Display="'Pattern 47'" Dmx="46~46" /> <Function ID="48" Name="Pattern 48" Display="'Pattern 48'" Dmx="47~47" /> <Function ID="49" Name="Pattern 49" Display="'Pattern 49'" Dmx="48~48" /> <Function ID="50" Name="Pattern 50" Display="'Pattern 50'" Dmx="49~49" /> <Function ID="51" Name="Pattern 51" Display="'Pattern 51'" Dmx="50~50" /> <Function ID="52" Name="Pattern 52" Display="'Pattern 52'" Dmx="51~51" /> <Function ID="53" Name="Pattern 53" Display="'Pattern 53'" Dmx="52~52" /> <Function ID="54" Name="Pattern 54" Display="'Pattern 54'" Dmx="53~53" /> <Function ID="55" Name="Pattern 55" Display="'Pattern 55'" Dmx="54~54" /> <Function ID="56" Name="Pattern 56" Display="'Pattern 56'" Dmx="55~55" /> <Function ID="57" Name="Pattern 57" Display="'Pattern 57'" Dmx="56~56" /> <Function ID="58" Name="Pattern 58" Display="'Pattern 58'" Dmx="57~57" /> <Function ID="59" Name="Pattern 59" Display="'Pattern 59'" Dmx="58~58" /> <Function ID="60" Name="Pattern 60" Display="'Pattern 60'" Dmx="59~59" /> <Function ID="61" Name="Pattern 61" Display="'Pattern 61'" Dmx="60~60" /> <Function ID="62" Name="Pattern 62" Display="'Pattern 62'" Dmx="61~61" /> <Function ID="63" Name="Pattern 63" Display="'Pattern 63'" Dmx="62~62" /> <Function ID="64" Name="Pattern 64" Display="'Pattern 64'" Dmx="63~63" /> <Function ID="65" Name="Pattern 65" Display="'Pattern 65'" Dmx="64~64" /> <Function ID="66" Name="Pattern 66" Display="'Pattern 66'" Dmx="65~65" /> <Function ID="67" Name="Pattern 67" Display="'Pattern 67'" Dmx="66~66" /> <Function ID="68" Name="Pattern 68" Display="'Pattern 68'" Dmx="67~67" /> <Function ID="69" Name="Pattern 69" Display="'Pattern 69'" Dmx="68~68" /> <Function ID="70" Name="Pattern 70" Display="'Pattern 70'" Dmx="69~69" /> <Function ID="71" Name="Pattern 71" Display="'Pattern 71'" Dmx="70~70" /> <Function ID="72" Name="Pattern 72" Display="'Pattern 72'" Dmx="71~71" /> <Function ID="73" Name="Pattern 73" Display="'Pattern 73'" Dmx="72~72" /> <Function ID="74" Name="Pattern 74" Display="'Pattern 74'" Dmx="73~73" /> <Function ID="75" Name="Pattern 75" Display="'Pattern 75'" Dmx="74~74" /> <Function ID="76" Name="Pattern 76" Display="'Pattern 76'" Dmx="75~75" /> <Function ID="77" Name="Pattern 77" Display="'Pattern 77'" Dmx="76~76" /> <Function ID="78" Name="Pattern 78" Display="'Pattern 78'" Dmx="77~77" /> <Function ID="79" Name="Pattern 79" Display="'Pattern 79'" Dmx="78~78" /> <Function ID="80" Name="Pattern 80" Display="'Pattern 80'" Dmx="79~79" /> <Function ID="81" Name="Pattern 81" Display="'Pattern 81'" Dmx="80~80" /> <Function ID="82" Name="Pattern 82" Display="'Pattern 82'" Dmx="81~81" /> <Function ID="83" Name="Pattern 83" Display="'Pattern 83'" Dmx="82~82" /> <Function ID="84" Name="Pattern 84" Display="'Pattern 84'" Dmx="83~83" /> <Function ID="85" Name="Pattern 85" Display="'Pattern 85'" Dmx="84~84" /> <Function ID="86" Name="Pattern 86" Display="'Pattern 86'" Dmx="85~85" /> <Function ID="87" Name="Pattern 87" Display="'Pattern 87'" Dmx="86~86" /> <Function ID="88" Name="Pattern 88" Display="'Pattern 88'" Dmx="87~87" /> <Function ID="89" Name="Pattern 89" Display="'Pattern 89'" Dmx="88~88" /> <Function ID="90" Name="Pattern 90" Display="'Pattern 90'" Dmx="89~89" /> <Function ID="91" Name="Pattern 91" Display="'Pattern 91'" Dmx="90~90" /> <Function ID="92" Name="Pattern 92" Display="'Pattern 92'" Dmx="91~91" /> <Function ID="93" Name="Pattern 93" Display="'Pattern 93'" Dmx="92~92" /> <Function ID="94" Name="Pattern 94" Display="'Pattern 94'" Dmx="93~93" /> <Function ID="95" Name="Pattern 95" Display="'Pattern 95'" Dmx="94~94" /> <Function ID="96" Name="Pattern 96" Display="'Pattern 96'" Dmx="95~95" /> <Function ID="97" Name="Pattern 97" Display="'Pattern 97'" Dmx="96~96" /> <Function ID="98" Name="Pattern 98" Display="'Pattern 98'" Dmx="97~97" /> <Function ID="99" Name="Pattern 99" Display="'Pattern 99'" Dmx="98~98" /> <Function ID="100" Name="Pattern 100" Display="'Pattern 100'" Dmx="99~99" /> <Function ID="101" Name="Pattern 101" Display="'Pattern 101'" Dmx="100~100" /> <Function ID="102" Name="Pattern 102" Display="'Pattern 102'" Dmx="101~101" /> <Function ID="103" Name="Pattern 103" Display="'Pattern 103'" Dmx="102~102" /> <Function ID="104" Name="Pattern 104" Display="'Pattern 104'" Dmx="103~103" /> <Function ID="105" Name="Pattern 105" Display="'Pattern 105'" Dmx="104~104" /> <Function ID="106" Name="Pattern 106" Display="'Pattern 106'" Dmx="105~105" /> <Function ID="107" Name="Pattern 107" Display="'Pattern 107'" Dmx="106~106" /> <Function ID="108" Name="Pattern 108" Display="'Pattern 108'" Dmx="107~107" /> <Function ID="109" Name="Pattern 109" Display="'Pattern 109'" Dmx="108~108" /> <Function ID="110" Name="Pattern 110" Display="'Pattern 110'" Dmx="109~109" /> <Function ID="111" Name="Pattern 111" Display="'Pattern 111'" Dmx="110~110" /> <Function ID="112" Name="Pattern 112" Display="'Pattern 112'" Dmx="111~111" /> <Function ID="113" Name="Pattern 113" Display="'Pattern 113'" Dmx="112~112" /> <Function ID="114" Name="Pattern 114" Display="'Pattern 114'" Dmx="113~113" /> <Function ID="115" Name="Pattern 115" Display="'Pattern 115'" Dmx="114~114" /> <Function ID="116" Name="Pattern 116" Display="'Pattern 116'" Dmx="115~115" /> <Function ID="117" Name="Pattern 117" Display="'Pattern 117'" Dmx="116~116" /> <Function ID="118" Name="Pattern 118" Display="'Pattern 118'" Dmx="117~117" /> <Function ID="119" Name="Pattern 119" Display="'Pattern 119'" Dmx="118~118" /> <Function ID="120" Name="Pattern 120" Display="'Pattern 120'" Dmx="119~119" /> <Function ID="121" Name="Pattern 121" Display="'Pattern 121'" Dmx="120~120" /> <Function ID="122" Name="Pattern 122" Display="'Pattern 122'" Dmx="121~121" /> <Function ID="123" Name="Pattern 123" Display="'Pattern 123'" Dmx="122~122" /> <Function ID="124" Name="Pattern 124" Display="'Pattern 124'" Dmx="123~123" /> <Function ID="125" Name="Pattern 125" Display="'Pattern 125'" Dmx="124~124" /> <Function ID="126" Name="Pattern 126" Display="'Pattern 126'" Dmx="125~125" /> <Function ID="127" Name="Pattern 127" Display="'Pattern 127'" Dmx="126~126" /> <Function ID="128" Name="Pattern 128" Display="'Pattern 128'" Dmx="127~127" /> <Function ID="129" Name="Pattern 129" Display="'Pattern 129'" Dmx="128~128" /> <Function ID="130" Name="Pattern 130" Display="'Pattern 130'" Dmx="129~129" /> <Function ID="131" Name="Pattern 131" Display="'Pattern 131'" Dmx="130~130" /> <Function ID="132" Name="Pattern 132" Display="'Pattern 132'" Dmx="131~131" /> <Function ID="133" Name="Pattern 133" Display="'Pattern 133'" Dmx="132~132" /> <Function ID="134" Name="Pattern 134" Display="'Pattern 134'" Dmx="133~133" /> <Function ID="135" Name="Pattern 135" Display="'Pattern 135'" Dmx="134~134" /> <Function ID="136" Name="Pattern 136" Display="'Pattern 136'" Dmx="135~135" /> <Function ID="137" Name="Pattern 137" Display="'Pattern 137'" Dmx="136~136" /> <Function ID="138" Name="Pattern 138" Display="'Pattern 138'" Dmx="137~137" /> <Function ID="139" Name="Pattern 139" Display="'Pattern 139'" Dmx="138~138" /> <Function ID="140" Name="Pattern 140" Display="'Pattern 140'" Dmx="139~139" /> <Function ID="141" Name="Pattern 141" Display="'Pattern 141'" Dmx="140~140" /> <Function ID="142" Name="Pattern 142" Display="'Pattern 142'" Dmx="141~141" /> <Function ID="143" Name="Pattern 143" Display="'Pattern 143'" Dmx="142~142" /> <Function ID="144" Name="Pattern 144" Display="'Pattern 144'" Dmx="143~143" /> <Function ID="145" Name="Pattern 145" Display="'Pattern 145'" Dmx="144~144" /> <Function ID="146" Name="Pattern 146" Display="'Pattern 146'" Dmx="145~145" /> <Function ID="147" Name="Pattern 147" Display="'Pattern 147'" Dmx="146~146" /> <Function ID="148" Name="Pattern 148" Display="'Pattern 148'" Dmx="147~147" /> <Function ID="149" Name="Pattern 149" Display="'Pattern 149'" Dmx="148~148" /> <Function ID="150" Name="Pattern 150" Display="'Pattern 150'" Dmx="149~149" /> <Function ID="151" Name="Pattern 151" Display="'Pattern 151'" Dmx="150~150" /> <Function ID="152" Name="Pattern 152" Display="'Pattern 152'" Dmx="151~151" /> <Function ID="153" Name="Pattern 153" Display="'Pattern 153'" Dmx="152~152" /> <Function ID="154" Name="Pattern 154" Display="'Pattern 154'" Dmx="153~153" /> <Function ID="155" Name="Pattern 155" Display="'Pattern 155'" Dmx="154~154" /> <Function ID="156" Name="Pattern 156" Display="'Pattern 156'" Dmx="155~155" /> <Function ID="157" Name="Pattern 157" Display="'Pattern 157'" Dmx="156~156" /> <Function ID="158" Name="Pattern 158" Display="'Pattern 158'" Dmx="157~157" /> <Function ID="159" Name="Pattern 159" Display="'Pattern 159'" Dmx="158~158" /> <Function ID="160" Name="Pattern 160" Display="'Pattern 160'" Dmx="159~159" /> <Function ID="161" Name="Pattern 161" Display="'Pattern 161'" Dmx="160~160" /> <Function ID="162" Name="Pattern 162" Display="'Pattern 162'" Dmx="161~161" /> <Function ID="163" Name="Pattern 163" Display="'Pattern 163'" Dmx="162~162" /> <Function ID="164" Name="Pattern 164" Display="'Pattern 164'" Dmx="163~163" /> <Function ID="165" Name="Pattern 165" Display="'Pattern 165'" Dmx="164~164" /> <Function ID="166" Name="Pattern 166" Display="'Pattern 166'" Dmx="165~165" /> <Function ID="167" Name="Pattern 167" Display="'Pattern 167'" Dmx="166~166" /> <Function ID="168" Name="Pattern 168" Display="'Pattern 168'" Dmx="167~167" /> <Function ID="169" Name="Pattern 169" Display="'Pattern 169'" Dmx="168~168" /> <Function ID="170" Name="Pattern 170" Display="'Pattern 170'" Dmx="169~169" /> <Function ID="171" Name="Pattern 171" Display="'Pattern 171'" Dmx="170~170" /> <Function ID="172" Name="Pattern 172" Display="'Pattern 172'" Dmx="171~171" /> <Function ID="173" Name="Pattern 173" Display="'Pattern 173'" Dmx="172~172" /> <Function ID="174" Name="Pattern 174" Display="'Pattern 174'" Dmx="173~173" /> <Function ID="175" Name="Pattern 175" Display="'Pattern 175'" Dmx="174~174" /> <Function ID="176" Name="Pattern 176" Display="'Pattern 176'" Dmx="175~175" /> <Function ID="177" Name="Pattern 177" Display="'Pattern 177'" Dmx="176~176" /> <Function ID="178" Name="Pattern 178" Display="'Pattern 178'" Dmx="177~177" /> <Function ID="179" Name="Pattern 179" Display="'Pattern 179'" Dmx="178~178" /> <Function ID="180" Name="Pattern 180" Display="'Pattern 180'" Dmx="179~179" /> <Function ID="181" Name="Pattern 181" Display="'Pattern 181'" Dmx="180~180" /> <Function ID="182" Name="Pattern 182" Display="'Pattern 182'" Dmx="181~181" /> <Function ID="183" Name="Pattern 183" Display="'Pattern 183'" Dmx="182~182" /> <Function ID="184" Name="Pattern 184" Display="'Pattern 184'" Dmx="183~183" /> <Function ID="185" Name="Pattern 185" Display="'Pattern 185'" Dmx="184~184" /> <Function ID="186" Name="Pattern 186" Display="'Pattern 186'" Dmx="185~185" /> <Function ID="187" Name="Pattern 187" Display="'Pattern 187'" Dmx="186~186" /> <Function ID="188" Name="Pattern 188" Display="'Pattern 188'" Dmx="187~187" /> <Function ID="189" Name="Pattern 189" Display="'Pattern 189'" Dmx="188~188" /> <Function ID="190" Name="Pattern 190" Display="'Pattern 190'" Dmx="189~189" /> <Function ID="191" Name="Pattern 191" Display="'Pattern 191'" Dmx="190~190" /> <Function ID="192" Name="Pattern 192" Display="'Pattern 192'" Dmx="191~191" /> <Function ID="193" Name="Pattern 193" Display="'Pattern 193'" Dmx="192~192" /> <Function ID="194" Name="Pattern 194" Display="'Pattern 194'" Dmx="193~193" /> <Function ID="195" Name="Pattern 195" Display="'Pattern 195'" Dmx="194~194" /> <Function ID="196" Name="Pattern 196" Display="'Pattern 196'" Dmx="195~195" /> <Function ID="197" Name="Pattern 197" Display="'Pattern 197'" Dmx="196~196" /> <Function ID="198" Name="Pattern 198" Display="'Pattern 198'" Dmx="197~197" /> <Function ID="199" Name="Pattern 199" Display="'Pattern 199'" Dmx="198~198" /> <Function ID="200" Name="Pattern 200" Display="'Pattern 200'" Dmx="199~199" /> <Function ID="201" Name="Pattern 201" Display="'Pattern 201'" Dmx="200~200" /> <Function ID="202" Name="Pattern 202" Display="'Pattern 202'" Dmx="201~201" /> <Function ID="203" Name="Pattern 203" Display="'Pattern 203'" Dmx="202~202" /> <Function ID="204" Name="Pattern 204" Display="'Pattern 204'" Dmx="203~203" /> <Function ID="205" Name="Pattern 205" Display="'Pattern 205'" Dmx="204~204" /> <Function ID="206" Name="Pattern 206" Display="'Pattern 206'" Dmx="205~205" /> <Function ID="207" Name="Pattern 207" Display="'Pattern 207'" Dmx="206~206" /> <Function ID="208" Name="Pattern 208" Display="'Pattern 208'" Dmx="207~207" /> <Function ID="209" Name="Pattern 209" Display="'Pattern 209'" Dmx="208~208" /> <Function ID="210" Name="Pattern 210" Display="'Pattern 210'" Dmx="209~209" /> <Function ID="211" Name="Pattern 211" Display="'Pattern 211'" Dmx="210~210" /> <Function ID="212" Name="Pattern 212" Display="'Pattern 212'" Dmx="211~211" /> <Function ID="213" Name="Pattern 213" Display="'Pattern 213'" Dmx="212~212" /> <Function ID="214" Name="Pattern 214" Display="'Pattern 214'" Dmx="213~213" /> <Function ID="215" Name="Pattern 215" Display="'Pattern 215'" Dmx="214~214" /> <Function ID="216" Name="Pattern 216" Display="'Pattern 216'" Dmx="215~215" /> <Function ID="217" Name="Pattern 217" Display="'Pattern 217'" Dmx="216~216" /> <Function ID="218" Name="Pattern 218" Display="'Pattern 218'" Dmx="217~217" /> <Function ID="219" Name="Pattern 219" Display="'Pattern 219'" Dmx="218~218" /> <Function ID="220" Name="Pattern 220" Display="'Pattern 220'" Dmx="219~219" /> <Function ID="221" Name="Pattern 221" Display="'Pattern 221'" Dmx="220~220" /> <Function ID="222" Name="Pattern 222" Display="'Pattern 222'" Dmx="221~221" /> <Function ID="223" Name="Pattern 223" Display="'Pattern 223'" Dmx="222~222" /> <Function ID="224" Name="Pattern 224" Display="'Pattern 224'" Dmx="223~223" /> <Function ID="225" Name="Pattern 225" Display="'Pattern 225'" Dmx="224~224" /> <Function ID="226" Name="Pattern 226" Display="'Pattern 226'" Dmx="225~225" /> <Function ID="227" Name="Pattern 227" Display="'Pattern 227'" Dmx="226~226" /> <Function ID="228" Name="Pattern 228" Display="'Pattern 228'" Dmx="227~227" /> <Function ID="229" Name="Pattern 229" Display="'Pattern 229'" Dmx="228~228" /> <Function ID="230" Name="Pattern 230" Display="'Pattern 230'" Dmx="229~229" /> <Function ID="231" Name="Pattern 231" Display="'Pattern 231'" Dmx="230~230" /> <Function ID="232" Name="Pattern 232" Display="'Pattern 232'" Dmx="231~231" /> <Function ID="233" Name="Pattern 233" Display="'Pattern 233'" Dmx="232~232" /> <Function ID="234" Name="Pattern 234" Display="'Pattern 234'" Dmx="233~233" /> <Function ID="235" Name="Pattern 235" Display="'Pattern 235'" Dmx="234~234" /> <Function ID="236" Name="Pattern 236" Display="'Pattern 236'" Dmx="235~235" /> <Function ID="237" Name="Pattern 237" Display="'Pattern 237'" Dmx="236~236" /> <Function ID="238" Name="Pattern 238" Display="'Pattern 238'" Dmx="237~237" /> <Function ID="239" Name="Pattern 239" Display="'Pattern 239'" Dmx="238~238" /> <Function ID="240" Name="Pattern 240" Display="'Pattern 240'" Dmx="239~239" /> <Function ID="241" Name="Pattern 241" Display="'Pattern 241'" Dmx="240~240" /> <Function ID="242" Name="Pattern 242" Display="'Pattern 242'" Dmx="241~241" /> <Function ID="243" Name="Pattern 243" Display="'Pattern 243'" Dmx="242~242" /> <Function ID="244" Name="Pattern 244" Display="'Pattern 244'" Dmx="243~243" /> <Function ID="245" Name="Pattern 245" Display="'Pattern 245'" Dmx="244~244" /> <Function ID="246" Name="Pattern 246" Display="'Pattern 246'" Dmx="245~245" /> <Function ID="247" Name="Pattern 247" Display="'Pattern 247'" Dmx="246~246" /> <Function ID="248" Name="Pattern 248" Display="'Pattern 248'" Dmx="247~247" /> <Function ID="249" Name="Pattern 249" Display="'Pattern 249'" Dmx="248~248" /> <Function ID="250" Name="Pattern 250" Display="'Pattern 250'" Dmx="249~249" /> <Function ID="251" Name="Pattern 251" Display="'Pattern 251'" Dmx="250~250" /> <Function ID="252" Name="Pattern 252" Display="'Pattern 252'" Dmx="251~251" /> <Function ID="253" Name="Pattern 253" Display="'Pattern 253'" Dmx="252~252" /> <Function ID="254" Name="Pattern 254" Display="'Pattern 254'" Dmx="253~253" /> <Function ID="255" Name="Pattern 255" Display="'Pattern 255'" Dmx="254~254" /> <Function ID="256" Name="Pattern 256" Display="'Pattern 256'" Dmx="255~255" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="RGB" Display="'RGB'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="32~63" Colour="255,0,0" /> <Function ID="3" Name="Yellow" Display="'Yellow'" Dmx="64~95" Colour="255,255,0" /> <Function ID="4" Name="Green" Display="'Green'" Dmx="96~127" Colour="0,255,0" /> <Function ID="5" Name="Blue" Display="'Blue'" Dmx="128~159" Colour="0,0,255" /> <Function ID="6" Name="Pink" Display="'Pink'" Dmx="191~223" Colour="255,150,150" /> <Function ID="7" Name="White or Cyan" Display="'White or Cyan'" Dmx="224~255" Colour="255,255,255" /> </Attribute> </Control> <Mode Name="5 DMX" Channels="5" Id="c6edf987-5ecf-4bfb-9360-315baea02753"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <Include> <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Auto" ChannelOffset="2" Wheel="22" /> <Attribute ID="Sequence" ChannelOffset="3" Wheel="13" /> <Attribute ID="Pattern" ChannelOffset="4" Wheel="14" /> <Attribute ID="Colour1" ChannelOffset="5" Wheel="7" /> </Include> </Mode> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="RGB" Number="1" Page="1" SetControl="Colour1:1" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:2" /> <Palette ID="3" Name="Red" Number="3" Page="1" SetControl="Colour1:2" /> <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:3" /> <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:4" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:4" /> <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:4" /> <Palette ID="8" Name="White or Cyan" Number="6" Page="1" SetControl="Colour1:7" /> <Palette ID="9" Name="Blue" Number="0" Page="1" SetControl="Colour1:5" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Colour1:5" /> <Palette ID="11" Name="Blue" Number="9" Page="1" SetControl="Colour1:5" /> <Palette ID="12" Name="Pink" Number="10" Page="1" SetControl="Colour1:6" /> <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2" /> <Palette ID="14" Name="Pink" Number="8" Page="1" SetControl="Colour1:6" /> <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:5" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> 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